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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2UafU/xNMYRjV9q1YwQ2RzWQTHa5xozU7eDB4EJ72mkuPEd/HbfVU0tHUHJmGPVlH9ib1Lc+fUUdZnV3FuEjfKzmd+J4GMYR6Tygr0vS5oMS7lY6QbCxmARuuf6qSlZ8vzmSvYi5Ie2ra7hp9rwLqsTF3utHGJDDwOHDoxUZWkHLAwUYkvzPvBgK4Za9j0bmZQpFIgJmXmwJvo5nIuskTM2PKM4M7bhhy8kpVQVS3SsvbxYeR66PS71dA9q0cQMjN6nD8n/AN35zZZwCSz9HMz4DbTguveQPKsf29owJnRtTteBXqw1LOMpOOhVeUY9HqjAhGdnKU2w0yW+qxP/cRX49yi9SlD9no+nZEW1ebkyXGwvS3WPrQQXLa/BELKfBQ7187LaGeu+xujGqMgk45PU+7HQH/Y1Zj4Qivj2X8py8xOxf7rpr/ElaQy2tOnfpUBfyZTNKMQ0EBNx1PPUa9Qkfp/Di7Q9qk4/4406pFnb5jgObODoBbbBwWNFCiSdogd8VaxQKeGLtKcdezQOuq/6qKyxOgwRvTyplFwzY9i0kMNzuJT1JmMh12i2wEkSqbZm+ZrZdSEq9bmXOZnZj8In3pSszB4MntAGeVZ58Z09F1q3hY5Rd2h23ntTu9cplb7pDOY3UH5V7Aym+1co9h0DZb6P46A7JkkRbDj84i3tGR1kEDrUgduF3p0pBgj2wM6BA+dKH4ihxJGbcr3OVZABnwfMnrbZ7IwFTaN/soA2MDiwX8G2Orytv2dmGJnhnjM5XEsS1QTNct/2cElHEWQM5iPaEAEJo+QZFXTSsbgHjnNB4l4jG2wosZAP5b0R+tiZoVBIuYP4zATwCmz98oGnWL2JlSk4oCI+fx7bM9oftYTdjdD/bvnwm13fYa8IbSxLye8xiRC/rJrrWwFPk2UeOeS6VUyj+d0eXJp/K4kb9+ID0XpKIDRNx0DfFf1zLzetwKICazjmXMGOArTl6NBbgVAbEjWVUb6z7R41tGg5BVKcRhv5QYIYzgqlPbElhrnMdw0th6JMjzmbrVOY1rCGczWlrbDsLtsNSyPN2OhywJ7CwgV/zV5iLnnWO830OnZO245pyybyvEEEJg5j0CBNRCFjb5549yjj75gojG3iORNEJffd1ntmBq3t3GfP2heMAeGQ6WAYIGeHNClF4rsqdlXZTzEzeIPIol+3pdI1ST+s2x4yJeRaKupIstT432sRhguMWPjAt6ktHRdb9Upr9J/lA64oLmZUaSiCY9256M6vXp7TDn7JRkLmslo/1sYvWzXfP9R4eaAm95Fd1krpY4TVaCjNrCmPtCEY+2C9YXXGMuF0EaU093MOzeoOP9zJih5rwFon2lgHM1Fl1sRDXUifl300ImsoKnoLgXTNOJJwEOZg2YuifMsu7zWkJ9ozki3uM+IW7U6CIQ+sPicphwlYlmviHlg3HQtjc2wV6Iq4AwaSg1sh/bBA0XHyZqbcnpAH1QIqHBjFstJUoRVUoOPZpTFYqluvwNrNJaAR0fsMJkvG6WN+/O8YnobWJiVxjS1N17SeFtoqiaXD5X3Djo4opbm2Kv7UWKq+a6ZiBtlp/c9bmhRM/ASHlxirLyyNsT2d581KUIaVnMCPdFQkizc7e5Chlcn65RljE9Zfx3aoOX+B4HGWmzVrBtYwYbbtF6J5Yys9Yms8ZqpS7tiS2GqdsBHjmvhrAqo9bKlKaCdjtpndEPH+wYiH3rS0H9owNh/1dqIXmIU4mAf+PmC5wQBSPDJlx0V0z5iqRvRkEdIe+eRHTLqGJPQR0FtgFYb01AG6MOK7CnTKinofF68Zl1pDSmMcOLbbfSjrYFPMgcmang73TTgUS0XddCeYOXBYE+PzNm5VyA6OMg0QSeiFOoVm+jTS8eUIjlfS9KHQ+E4lGxETXbkB+1AeS14aNSOlVfCfphbp+DmNsR+U4cNsAASTa1Z2EWqP+Sko1OZZTiRDtPyDinJv2K11rnQavmscym9F8UPra0AkGRsgaELaIKnv4fA+4Ost/GyZAMnTsXDRf1YqK9bP+I94LowmLIPbuE4fFLIO1FBj2mPxGS6hSMduKesYj7efUkArfk5zFTBa0GAcO8JftVPJxlZ1D38xLqcCYXA0hglpKzVp4OazBrcrvNX387GLqzed3EewGZ18n7bVYh5IWVA6twDpnSWNokH6wO/u1H3lkrT0f3WBresqJyFmxo6Yu9l59zGHYo6v+AC5jqYSYXf6z2DQ0vCbbXMWQ0GavRtf6Yz9g5SK2uCu8gMMMbnhx/kXNVKXhNGyfZr2Dr/d6C/bimQOOsZx7Yv6TErpbVKLB772VX+BbM8XwAlVtOEvpCoQzuuYQ/0NzjAVY8UQfRp83YhqdiHAXCHgM/bOPltfKiuobBBhVkOB72RQUIX9veZIzLOEdl19YHD1twZhSaMHZtcHLnbml+aNyAUJEUoKVIeYps9mG6nUC0yQL15bV3iB9ez5xxt1YbsmLtsq6x5tzfXw+7bOccLMvqh/daoMgkDZSqG4iRZJZ3pStOcyq1T6zDmr3CxiQt2kWSoMBykp3a+5Nrwf1zesgPJoF91HK9emczb18u7OsvModgMWcMipwQe2MQ4oYQWUOgicOb+5UtGoOGfK+uNP766uzzgUDyLIey2walOx5VNgy4QxoXLwDfKtNsqWNVbBe6fKJc1JuxDlsfifkbatHC3sddVAcnBPb+XcSw4d5LLhmT2HXNvg1z4TiwP5oUb3q5d0Z+zIX3c8VJLd71BB39L6GZqGMtZAw2HP9NtodIAb07KSXHuWSIpP7wQEZdBrSNZ591gddweNhbIqt4igsyMah4rlmUNOiDqDoG4oROyttc3lfoLGwH1oWZyN8WOUUndA3VWCCI5IQmx9JhgkXiMmEBBBP4DVmrjs6bfmCMJsEDl+stGRdydaTXvGTq034rhN+pjQYE2/t83sH//qDs3cXmByptddMuccH5hdKCzE9huxVjSsUjLZzj/ON9Qik/Z1Hc8+xOu7DEQ13aHoYLgGPuO/PpJ7KFBoqVgNPvKQw2oME6q6pxMu9JPfkzF0eqZlh4A7H3bewav12mmdtlNrqirffSwbYnLluaiIDxnr2vvsMRrRfk8HXZZGRyzDXM19+I2l9RLI+BayLNg+cbgxuJrr/zLI4jDTzQoOXdUCVFMd9vkawapzCbDNHCBeCtg+jshbap0qImySrHpDs5K5FFgGEbWcO9JfTRilTmRgOh8dgRYe6dPwO5Hr2hMCv8cwpopPUSv79Ij/Y49HGefzl2KzbTshs9db1OQGTpONzW7V8XQWNS2E8wtiFnRMcuzLTMfAsEiipBFlY8EprJIRQHP7fhebGXSxDHxDJ/jvYCzi4CwkXtI2kHyb5zefPqs4OMJcsL7ZT//y8fKSVm/ARXjHri7PlVhx80n/xGlhez6e7/l3XhhN+kfdPHa81x9y+Rzy9IzcO71j54LWTIs733PxQNqtu5sYLWwfz2X/uUso0W4fnWBFW6RMju9IKYQsgrOXtMkyZqOIMoBrN0Mj9wIL4DIxSQiWT3rgU2KbBk35oqTFL2uDO3YgLXtSeD0PuY9UcO3AicR+o71w2mNBr8fdKpYTZc9L8pL0PfiSvhtpasoqvGXzFIH+jPdk6DfRAafPOk9KhFEQWlyLVNRZH4AmmVnWR6I55TBqU/tHQMkHU/P2Lra3HLpyOlvERPmnMycVp0PF1z76bEuQ4lDHnCFY34QtQMoD0eQRcdGBHdi+vd9q/joyEQ9O30NOlP38cmV80hIQ/ceR4p3KHg89C4RwI4VZy4bdkWLdDKYymDrtjlaplElQm5u1YbD3ff2lxq/GUKjFNyLTGOyC2SSPB45gj/9IPHnGTlv7quIr/SHQSDUHZv/2jVkhaiQ5wl/NTkHcDSWCAWOfk3077BdKDupUPcIEtv5XGsrelqZNzZapEDcO9xWBXg1Hvw9WnCZ/OjPcR5NHnTAThfOJgzXpV6UNDyY4EPusH9iQa1kam2Gm32AL2TjBdw0MY3rXrcXrHteww3hzlkMl3Wkb6xg9fqbDls7k7WAPIcC/rwm9koZQQDvsBjfYNiBVjwPIp3a5LIoUds7utB3sb73Rwo92CsIWad+AXFmwDvsa45hCwJEOwHZl4ClvhWVgHpBbZ1zQcnc1skHvY6qKhLCvj7w4A2l6IG0rTUD9cDojnVYaY0nv5rTtuepOy/FpeYLshWOzrwag7UQhFQ1gwuL2jcLaQcZiygAvWce4EXT+tKczCDzWAg0VEnX/t0ytDH87J6jWRLngTL18OvAu75trNaNR62gZCPdAHaxt1e7Uag12dDvgaY9VRnMBBpzOYJZhiW2weHlHEfvy2ZBeax1SaF+EWf3gutq+OPuBU0v2pN8Zwiy9tCxY2iEG1N2DX9edGnAAY/+UG21OvzbONvu+0ST3fNIja6oxtmijqbGTKtO+/RydTiQH5hZ97W8aSdDKNW5f7YOidRy0rjZkE5YguY2mLYp2j+bts5yIikW14Tor+4vO8RywBoNuluN/wMLYJDZwleg9MfHLpzOtjSossQzEe8BDPWXJ6oAEcDr7pzIrtBZ4ykn4TG5sMFZCP6lb8KAoWK6tiBdIBUyXBLi5mY6oAW5zDoLGbqVL2ObqvalqZxBxpPp0dnHpvZWb7SPJZBwLRLJaVigbEtRV5iqwcKjtp5N1kyGuljWGRlckwMZfkQh8LxPs9jjRnp9hzbTRopWlfuIBZftVZxwws7GWq+nKHSjuNMIszrcYUA6hfmWDjD1hY4r62pmtzbhfJQTf2tiYlco6OPk7c7HGMR1jocLlWctqoPSyVca4iwaKnD2aMltWFcy5jx2m6kNNiQX2wcMsjTNbSlaiBiSp5oFEFOYzdRfnMDiNLD+YQu8Msay4V7NzWwg1dq/eqNkMR+sxcxhJxKaPDSl1nbF/n0SUSURL4724NjyoYT/sa2sNyUj7Vq9bWS0cy4mpz0TjCrZcmuYQtv0zexNTVSySi25hWNxm1w0/cED8uUGK75DvKnTS5zcEaW0A7UMt+MadygLT/JcvmWQfPd4obqm3+x/a3/09bMsuBWWoCbGMDMPJwUCofYW9zPOzonnoaEPxdv1FR1u0UN5620qh6zyNYqr25jHg/oOoGo5LYi7P3mL9o3Yaq8VFeTpRD1g5eOeFqimntFBwj6w+yPYt04Q+DGmGlv9r/wiz/WvqIAfX43i/ZP9ug4WHAmkGKtwgnGZM3Bz1800JyMQrmaiu8ca2ManSQ9q4ujx/IxoVStnwX7ANtVuHjYkDAt4LER5HeRwKM9lHPivcSRfz2WdGZa08KIZkhsJX56RXGJbYpyS0Tx280OC44eOlUw0tr6k9ZG97xRGkGFsf6oyFYFvWcDUHoRBqJjoAaCi4MDXT+cWF6USualy8LR+K/aWR8g4huoNV17FRfZA1F3ZgGUkfDcCLA8eIQi0VtaOV0cEpQ9jSZENFecBnLR8WfG5Qwglny59L5VJHUthgWxOQIiPqfsEcDpjhVCS+D7T4kyr30+Ma++PU2ncKLIJR7PATGCDgoO/K9rwrcKhwzSSEX8PMT/qfkjnYhqDlDVPV6HIb5VnMlDM4U/owul+6KNp3j7Hswjj/ss2Q3KJ9R/Cqm7gHzZS45smonNC7jchySO96lndZVeGTjhRtiYtX7M9IS6KEXNRahhrsg8nC3M/e0GmZQ8sI0iy+6xXTQqyoOdBB62ljYZpdkPz2od41CG8doI+24DPCDoJ87OABUGmvWKgF7a519tz9c99EfvEO6jAmHLtjUXpwAzwmnbcH0frDEVvLvzB4bqtPzT54a0+JlzTb24tDqtmed80ea19WMloeijDcD29QvPmXEYSsjVQqU4wDRJUUwfNQIudIJ2Irljom1dk3eAcrgF28papJPMI/E6dsX8es9kCX9TDmg2/oYpm0N5RfpSc6uzm/PIvqjGSb5HOUbhv2gRuHy9BZNlZ27cgoLbf2B8FgwTB5ZDCA3gYKwihJWYWRao+FxsRd1eVln86+ZLpCsc2iY7X+BPM+mx2Gch+uGIdle5MRO0iGEiQCv09nz8eo2mvPYfrs+GEvpI62pyG+Ij5TVDCq5/JeHrS5sUD+E23EQWnssLgN73AfrT48HpE0iP0VUZHC/3Yg/EztGWugkFVwU9Hq1GZtSwBHxtgmkJB0h2vNttSLDbrxncxiaJxE0B+SV/LGXGGJpE8YYvcAXZ3pjD5TD64Lqdc+xQ83+cADVTfmCZIOusHrmPYWr91mRUn/Sjv9iPORNqLZoCxrnGVJCadERXz8G64gjZ4m871IPGu9OFK3vGXXCmDADO5r9YKHO/rzSLxBsOMjEs0tbsEbczioaPthn+cN6UL7rLHbpibESLcxxhnWkkkqZfY+nWE04/fCwCrqHinCVVHBQEAXe0eY3OVEEd+aQ/GD1psHoYQNQoYw8f3KROU3GvkE1ULo9424w7qXdCz2u3E0DNHWA+tmL+pUM0hD4SYyGsomLYMJuECahTZKq6Im8CgSpvyKzcTGVkCIDa87YsGwe/iJJAb8UunbTmcJVrHGhIel2eC0NulgUlZvszS9gAOQE8GqWyQ/0iX6+42EJCx1we5tHC2QYbAqJxziwO9Rll8ET9XiAWIcYrRMcX96Ne4hOY9nJBWl6jg0wqObEmFb2WNWY1T8BxfmqEDP92M7rXUfOnDriPGyWJv9hF5yMMYtlvjZRLqdcnwShJqTB+A9/oyrAKEbwXiaBAqWSlG4Oeq0hMrJJrmA2QqYp+tPmm07na3FRq0V/kIEBZ0PnbIcbMxso71GbwOS5zr7wK2s7zJGaR3nai3Kf66Q14ZjAnXkBhMZ/gDR8pIXJmEkq25/5evl/Y7X51bwfYiNilBRntD8Tua49MhLZaemHyzkwc51dcR0Pvau+sQZPK0qtO5wIYqy2uka/GwovBAVq3M3JbPiQ5GHOlMGK6iCELtMhl9g3UIsotKAjCXuzfp4DCLohAM2ZLFub7u8zFHioIm6YyGBz+oRlpjDzOg/QGaIQAqFiJd0S4i5GitC1gyL/KmKeF2JyYMhkVYA5KFwKNafjsW42mGQw5AbK1OF89UV9E1fuqhCesuukmXczICKauJaUDkYjKQiMNXysEXtSqYmsvEd/HpGllF5rZB3VC2J/boHPRZoE6yKebBTCexfudyhfrbHDTY7MSL29s+PULpMDYxqEP3Z5Q9b5SGkkQbVkl61OVdwVfE02kFASGsbiwdVCpvPNfsF0xTRWOa9ygBpykOwOAS7Wc7W/t6aB+2Njzul8jKVGJ5J26ZEpA8IDIPcj/CK5mCRmx18ltBE9Dskpsz292FFzU6afp89yoaXDzIvRGreJmUI5nLzkBgh961N3RBw3rbFX8Vj+shYBCkDo1bgqLirq8pAqKDNj7MzuIyMT4/Ym44nU2V1j4X1W3y5rtJwDkYWqcNHxc+cztCXgIU5LXBEZdOckADDdffB47d5JsyRdjobBdyUsCTzD+ByLCtx6xwOG0asYZNkKXNM/OXjpqVTaL3TVR3HpSWwPPcSLFztjD2z/H7DssHxRAULXGb2WyU4qtSjqvqoa4MZinvfeT4/aXdUlzikPdQi6xsaPYvomMOd1CLLgUB97dhFGoXyCt4hfI5XQ4LbxIKFB4gQj8R+sGLajaMCB/FJW+V79qdEOxY14m294wXeq3GhXFsDE1s9ijTuYHyfb7Okt2EpG9fQCaTQTpURaqywyEK1wagaoxv8JrB55bcyz2KEhGNdlIxPg5ktHXV/OZ0VCz6I+dwA3eEehJQOUs20gz8rHlkXwpph2KSTpLuyG/97zCkMJCxUt7uZQJkCSOaIxpPN7+j7RB/385NPdX4AaxIICKSp9WnKG7sWzOEsZauoh/IMwRWg2uM0yEjcb7RjgkNNhgD3PqHrT27iJp6UrvSXq0CGiRMlc7nwhLsIY3cVR/oBq1GPiDlFkfQvk2fNGkkKWVGnTXQpJyrJR83b2Mh1QsU4zboDoYUFUYulnG89CLvdvigo0o6JfOAAvplOrS/561Pqxa7je0KkSbqK4rnvxvNFHLjOKlisYuGrgiZ9jyKTJdyYPkPIFH0KZegFTrRazMUi8NyFF3nzue8sF/QtDnzfNCN68p2F40V+6qeOL1f049KV4dxbOnLlJnHs61ZEKoO77z5ErAeNaQZZqcMQNB36+2wg2nk5jPw5nMd6MDvcvKyLOiDu1wUX6NTxi5GX9PMBJ6FBv4MiJoFo+MghAeNgajqWRbPTvSxbkzDw+8onEiWs5m68kGngLMNVmjhyIUS4cL1IeD7tHrs66bWHC0A8iTCU0ZI08EXgpm64midysYhcVzjOfCn8lX6EG32RjvQ0T3zfC5eBs0r90PPny1jGq7kTiCj0JSGIihqku3HgPIk4jOPQX7rCjf0kjEKxSNI0XhE+JVLOpVUWn5emr+5Ij/qhk4QxPeymjitoDGeZrFZpSO+XbtLVp8CDg+x8jVz7pfVN2v7RROWnuVi5qe96qyAJPdcN5tKPI7lyXIeWZuUnfWes47n+z6b5a72lVwXeiztCtEFpyqfUj9M4df0kovfPA1poYnehN488WvRF6HUlATCRF1SvfFrMvWSVeJ4XRHOPUMQLQ0+k6Tyax0kQyXBU3hLDWiUunxwRuCtvEc39ZRI59CcQcjGXDpjt3Fm4B2pg8hKpU5PjmnX8wMtqYj4lcZiE7mq1XESRnAfEn1IS5hZ+EKa+R8wLdl/u2UdM3ZNRRNyL5uWmi9hfeDBJLglOx5snlped71/5XhQnUkg3Thw3jmhPCarETedzx0nc+FD5TV7kQQnOp5jQMVjQYUMnDz27iGTgzZ25kJK4ahIuu4ILePZ3FV14ilahoNnLBdGupCVfxX6MsX3XJ7btpsr5RcO+rDzDUyBXRNpzkaSS2EMYLhyBBoPBIgiWSxkuxvUbuOvbsHLoUzhPQoeOHpHSKZHGYTSPiDUsVw6o2w8GNR80bcAdYo0KHeUp8kLXSeivmIdzOn0iLybCTlKCc+WuIhW+abbWMus/pZET0XEXhqHw6NhZuMsgFvFiuZrTceUtA8PiBiUkLMO/MQq+qKiEXej0BQUmlNlel5mI7UojpgjUc1VStb8Kye92mOXTSgQBsbl4EaZRsJyH/lx6y+XcF06czuNAjqqrqv6VIgkSwkpamiQmuchLF3Niz/NVmBDDFV5X4QJ3H65yQb8MUzpfXH0V/2Fc27rwNA+JKIOU2P7CS5x4tUqSIPTTMCEW6zhxbBkcTns7wzMVW5/mMkhSkS6cYEnnxyKeh67nydRfRSsZ0KEwUJxPu4zioyVeGVuJZp5WkZ84SUAMPw1i4veBl4YkZYml8FIncNJjdWAxwKAWLL48hYGcJ97SC4jOaAMDokBBS0Ay6ypcxamn8Aeb5i7FXETBwgVQq/kydCJ3uXTm83C1DIjz6WyxN4OodRx4pk7IU+omRJN0UDphnMyJJGm2qzQl7uTHviOiI4lm/PZFgJNYhr6frKI0cV2f+Lw3jx0Zu6HrB19s1xazwaPFa59ILgiJ+y4C4jLEYlwXwjmtaRisaLBVuNeJRTGxYdCJKmvSDNPL9it4aAFxWMfjuUpUz+bbDspLKd1ZvQxXn8LYIyl74SbhfD5fOIlMV54TyHSx9BySaiIV2KVkEJ0coCbFApBDYk8gA2dOovVcuCIEehFtz8Nw5Toi7cuN9Oz33aYLiCb5pVfan+jBgOS7uYtTkE6dYO7S+RAldAzFkTtPjFaPQXSgqR1UqiZ32DPOvPfLni9UacpGn0BZWhQDM7ILbIGdJY8Ryid+7M9dOrz8MJZ0kHnLeeDGK7GKROI5q+8bFWiYzkB2wCA1KsLSL5oKGdTJjWdWBsybsiV9xJLM9HUrav99Hzs+Toscx+gWd/pGPt5VfIIKWOrKDBwyYZ9yI6E+c1vXinkzyHwBGH3kt45b24tEG0efqXkOAoVMcNALgoD6uB8r7IeDew6F9jwb2WNkud8RyPN7A3d0sM7AIZ4e9giZmCUTsDQI+jF7VakZnkLSUaFJ3TAmVokpexQXZEUtsdbfPfRHoojGxrojFYO6VPRxrtN+9SDtl7KTSV6WQtJH3ez/9pPJcfhwKKD+074hseiZ65FqRFo7Olhn4EB43gtKD4xLF+3nNGhu1yUyjJIXLvciW/lyF32qHr/eCybdL4xkh0js10g6EPWqzbg69lWXCm5mwxkdC6UdlgrG6gyys/rawSSThXLhuvMlZHk6NFIo7m64hBQiVr5E25Q+wkQrgscKORyPl7/WwZBgeFBuftkPbLFKWgw8ZWgfbjvLuj5x+jnlXug9Lfteid4VcaTcVH9sKNQ0CWlHy1Bp+jiUWdRnpzzNnZWbkAI4j1zHXUpHOMsltKZ0QfKf9KIDQXyYg1WlQicB6AUd1qw4FOgP8HgCHMj/sw6Qv3yuEuYocNoKlh4X0dLIPop4PVBuGunRT4I0VMKiOIhpCQJPRM7CcQLS7ZaOT/C7LGsQtKOiCKCxYYENdV173v5ohY3+4NOeT/uRYQLfsBjHU0x6VJQ6sUeaxSpxlm5ACle8WMl5JKEF63w6ltO64U0Q5qVdBEwzTpMUNq57YZICbU+hVR+FFdAnzyVN0HGWKSncpMpHJIEKN3IFaeDRXMigKxJiSUJduRC7ImOX23he3g9edjC878kNaDuFLz3aVtL4SZHwg0USRyRnBsKLtQcfr7vZj+P7A5VHTnUMQV9W5GkxXyzjcE6ahCNAQKQYzUVI2JrMw5iUya4yEUumZrtpb17q6D/mIWe+cLjMyamqHvhMpZN9N7VV+uRQRbnvepyHGHKwWkpWHPWcKrNqM3KgvrBBCMRWK1bhSPUVm0Fbzvx9F37vc7fYXqeV07UB47Kc2Zg0u6wPVrVXmke68tM09QhfEn8l0kQufKIPol6HENb1zMY+yZWzIlSKYjd10+XcW9KFwCfKWi4Xvi9SxKrgRmNmtziJaJTVhsbwF4IocRUHS39FH6LlIg1DZx6njpSrGPjR5UrzYDhlDodxP82XpDX7LrEW4QaLZbiMg9CPwijwgshz/aTPdqWBIIZp4WaYuThOTzyUg6h9x+MuAHaymp6jFhaWq5gWCGZCn7TXNEqSJezIMkqWwlvFCYzMrLUYR8Y4o4pN3nluEovEINmjbz5wwGU7jKh/QakovZrpfAUTebpYhUEqFtIllXnu+vMgIL7pr5zenUEbqVdCSRCKaT3N46WUvhvE8ULIZZx4K0koksKO43p+OLciZuHjMvaQPxTx2rW7ORQ+dcpeyr0Iqj5W6kCM07HYpSNxRCyFYymeCeg5FMID32BEx+MqcN00WPlh4otl7AkRzePQgw3LWe2H59BTBx3uagZdtA59HYTkGCuj1lgzdtUdi5z5XuGnniRt5UZnMpkgzicSjl05d9IohKCcrhw3dCHReBCVvWg+Sm+i0Zqn1PVWPg7MaOHIyHe9RSoSJ44SEYYrWpthpTJmRQ4drXTLIl0kvrtI6XQV9JArvQCWf9ffq0zFzLzU1S9s4zSWWdWR1DzWYqQHqorato1D1a4O1xs1udMvjnWODkYpH6xFeiyW+EBlC6NWHq9Yat03qtr1FCfEnlcyFL7jJk4k5guPBBoxDxcLkircpH+cTepBCq8Dkb0XpUGU0iHhzV0nIN4sICG9oDTqSDjrDPfnWm79eCjdX0mpBxJ8xsXlB8GnA3/GM3GoWsg8Go2q9/lQTKodyL4fnmr9ejBSdaATW0Grg2jal8R2PVu91d590UcgGfPwkZquthXhWHnX0eao7Krna74OPPujTriH68FqtQAf9Q+2eeClVWLtjRxXZzvQu+fJS2QcLQSJLxGCaFIndWPPS5xEkiabJvEgOaxH5/0id4M6tPYP5qyzCm8idOTZSrWczAJRcYSW1t7055JdynaQlabx9dnqtvaNw0K3NlIfrHlbjlPavw6ScewlMJLyZRfHSdBZMZSmdiC8p6rWCbvq4rtS2bvUcr/raqEYs6s2h40yzzWTR9HBgUKPg2g/sdXKZlQFe88GxbKs8r223dGqaTMqMNMV+OWvl+Nc80GWuVXVUPst7ErAeuPVE0eqHtJCHSjOejBI9mYQ1GqVGbZreADpdGmM/9DKGP30hnUxxlUxDMvBXX08pXrTMCnaKonMJ21fdmGvQnLHAg+UaNDGiONJmk+ucIIwnC/BE5apu1qGjutBTkoCGYdBMEjWZObA7ZWOJmnyxeH7Vf1mu3LkME3z+6mTgzxJ5Rx/WkgRRQ4paK4zX7lpFMdhukwiEZOov1hF0SBwge34YOxWqUoef1yvss9FgJY8DO/n9xpEve5DsUcB15ujMa8sfcSkwiakEIa+7/k+aVyxH0P98uerlNbf2at0wg54Ve1EezZQM7N8eCsLlh7OraJfB5udPUlSiiNvEQcOSUkk+szdeOXFJB6FPgmzq6BbqaMFM/fasD8lpCTIJBY+ibXRMkwXPolRURKROkYKg4j7ypocpvZ7qms+LUlmc5PYhbd9vgx9J4rTuRTOyo0SEr1XqvwmKxhdCc4nJ5oHnoRvMpwvUhkkJOXHEfGddOmRGj43j3TlXZ6WcYx4jHiZ0F1JSk8lwUpEpLHHMenHoREYbZ/YU7p0aJsIdA+3k0oRrpKl4yx9P/LiOEqH1T6VvOkFC3cVpKQYkL7pSlgCknC+ikOaseNEqiQo3TqsCsqe9GeawZEcGyQxwgJWPoEYLRLS4dMA4X6JJEDkoRqiHLp0oIzCsLaowqEn3yeMoW1N43kaBE6YLEQUhzRyILxoMV+YAgcAMpoT60j9JE4EfQj8mCANSaQmIl0sI5EOypSyhVEzbKtQ6bATHc+LyfUpEkkwF4uIphwnUeRL+uzS/5eBS7p8FNh+5sfv1DN9csK57xJS+Aufdm3u+yQIxStCMFeuFpEfmYKnbOFRAdJrVZPdqJ1wVGYm9Fg1d9JikpWnpXNS+5PI0tT6gGPFmuAxHMYd08loRR5zq6eu05P1QiTDteZNVli2HvdgCDMe148QuzBh0zTOodmPenyoH41bVb2rA2YEi3XWc9Mq9e6+qr1pB/xMgXkVFc4BL46AihYQb1+s5EJ4oZfG/jIhqdbfaP+SEpFNVD/pvKMw9cMdhK1mWqM6+6qf76CN5cGVwhx9LwlEsPCcNCISCcUyWUWeQ6onR98uFz0a0ES14fRpniSRvwxEmKZeIqLFAli5mi/m3hLY7du6fe/M3g+8Nws/jl0nhZ8Et97CwgHsg0aaB2FZpoullCQWOImfBg7xeDeSfuKuIj9YLFBHB803EYneAWWy3mwc6duYHZrZNsNklNwnulw1nKy9JKfCH/5Z7rg/g5WPqxyCz3R8HnRr4MRb3KVbNHKj4r9RT2iOFXhpY2icewxxWUFCUFVowHZe3jEaNrsl8eMkXEQk9NOxKWJPeF7skJDhpMFyJRy7CQLIZGc1lu6tUPSNbbB5+SbfXkNjOtpymn0ldvzOMDxr1IEabRU/qkiN5FzQEH+oIzVXKB92pdaySNec+khvam6YaRn8B5Gaf13f6p8Q/WOnef6eRtZPEanlJIwFaTL3SSSbC5JSZLyifXOFt2CrlSUggQOgaD7N8nPxuZLF7219/cLG13+g77UOTYe9RTel4MSl5zphNzojFgnlvAHPtMZOU9XzmZGHW57rmtbSnC9/o67ZXZnykVPL6qCtO12bRtoq/hIOcrFaeVLGjutGjrdckNSyTHwIaZFjddvGYZDrfXiHHR133wbRfDyw1XY336dFHIVyMQ9W0hGrIInmsesFPknodEquAi/twaT3fb97t40ULJNrS/+4qfd2ExUiyw/19q7brSojldBMv9/nW1V2/8yur5f1/Fahi4+khsyddBkuF6ETpsJJ2L0czEn2XHqJlyZ53wMcYdC6oQpy84Ypm+CLqiT8Y/sgo1Exg2/NqUrcYhcJ6U2wo5GQS8K755NCF8l5LKEGJc5iqZPtdNkB+D+1PecLasfEnJ+G8ufDGhpIq0rKvjQEreF32xaptECpuhFdXZ535eN4ffomRG9Gtbk/dJVSjWmA61DCijksWcfjmHYYmElXRvxiXHYUiKStHH207uy8+3igpBCP3ujgxnGNbtWRgm/ZbxJBG9Iv70s7RvBYumh/XxaCr+akIOW7ExJG63Z29sjNKXTVM/4FTZ7bJ3+5dONFuEg80oUiZxksSXlENotMBDFtjy2IArm/tDbf+gPRlM+Crx/ljsbFjMCUYuZtfa8CMFGrOoiK30ctjEpZhC/LrCBNCtpR5wlUzQF0XG+Pr6SoEzsKCW1JPQuXgnTklZNIku1IrZsv44PdhLos0tJw3xM1xdn4Qv+mOif+kMnZ1Sf+t6teoy7r+4iP1bI9aQTx1pmpYsMvqxzuT3CdqFv4DtXUiOhTl0+5HRwiXbOjpyhd+PEqCjzfc2Mov4kvROL6wZyU7NUqYmXO6oiE/GywqxMdkWfV06U7VVib+qVWOI2sw8ETHTg12JVeetHVDjKkrCDreyxsm9tBiC0Y/BbdL84iksi2rQr8M60w2KLc9aQY1ev8bu91q8m6RBgP9Li+h8bBNhn7vdafFsv5ar7yQ0+4qRRRulyufE/EpHhHAdFDbOJkTnV/jaM92J/mqyRYzJP5SgT+EvlLxEeXSymCcBUt6aQ81oWNNabZc53ZzyGD5rJr0I4wc1iSLoFQdVeqZ9SBvaumc6QLyJPjebDUIehkTgqdt5yHy0gEsRslSUw6qNQJD6PqO4e6tv/BRu01LNlWh3agsenSDtqGISSl8z4VXgKDi1ylYjV3cBAGkRPOxz1K4JjQCTnH25UMur3bnd7Xt7ky6ROKxrOUmMBv8iudCWyBTI52Ofnrm5zoVF02Xumj/wlJbrFcRU4SkcLKKXXCj5PAS1aL+TxSSU66MBzQOI0dUs4D2sYU/MFNHF9GizBeRkHgBmJTwmiHoDO1QfD8Bys/XclwTsp9TJp5hDyshJAg8dyFUwyCnmGLXK9vSlpd+mz1XEm4JOQzPeslouqVf+kXnEeoI2O4hZq+ZkFKItSq40u6249atpgIRRhCOS4fQsa1zb+UHnas2f1TQsLW0pHL+XKF3LMkXc2TKIgC2ojVPCBZsosZRLAvPaES3xF/gzr7BCBBmqUEyn2XFjDLGo31XZmoQQxcX6ZG+ZH3O8000vdOvjXdgZWtT+hoJCZfk9yz/qg+si6rbtHSYCcVojDeA6rgxHf/iioiyk2JlPry3/7+f/v701lBm9SVYqC7Ta0FrsEQf4Os8I//WKNGuWz/dfFvp/jY4ANJvPTPeIQKjVsPjvL3qHzxtxt9DMn+OnC5CNU/HilMzawuIxLynL/+ZY04dhveOSoyYEoWWpUGXlIzYFwtQA1zpFyA/lVVDRgXDVA/jlL9jyX4H0ntf7YV/aAHvZ6KlSXfJcEPEuAPpL7rR49kwOtfj/azf66TvR742Yx23Tmjy1s/kqeuxxplo1uZ6PqGA/nmJsFc33Eoz3yYY364FPswz/tY5nZXzxtBfNdWBrUac5Q+bWdH25nRVl3YLvPZyno+kL+s7342K/m7+cima8LhtORxJrLek1G+cZdKrDJpEXlhd7UfJ8lejuvVX/Sl6g8kuHa5rUdSV+2s1GcyUse5pV1oVharUOvvZZmO80s1pn8nwdTOJrWTSTuEO9JL6ljW56dh55BRU3obgfbTNw+3rH82F7JPgLSTG1tdj3ymwx4OlMY3dHKoZPmoWnnzdlCH/HAtcf2m/ZLfVvbfkdy/cUpdl7tmpakZVpMVowy1cQ6Zvfd93tgziWIvzg57WV7Y3zojDFL+4Ryv72d36WV5JsnrWAKWoaUXZV8dzLvSQyiyGESC7+dTdShqZVBZLYAHQ9ktUX7uOo4cSanS9x3MrBqnU40TqfSzh/Kphk2I1X37iVLaiH8gMWpw2A8Z/F5+irrZpESZZCiV5WRlOA0ym47mNP2u1sWDZKQuDWmQTzTMJBqmuSAdQ31mnD2cGqJP5L7T4zCTwzBlO1/DblfX5V4QC8nsnlnPJ1+oez51+RbjpIVBByBu7zPq/DLOo+hzKJ5NmtBPP5c70Vo7YCdjqJUelwM/FkA/aABifK2jdh/NXvh6F7p+QJDpI9jphv0gdv3IgVh2O4r9cNy6FYZ+MPZ8EHB+PKp8FErOJey/H/99MOBbyz9/JL77//cKw89EaD8blq1jsY8GYB+Nuv5dodYvDLK2w6u5et3sQFD0IOZ5GNf8/bDlftV/X7Dy82HKfzwCuf9xL8j4dtAd1I40bvU/HRpdfydKuAv6VTqc3dFtLwJYSf7Ph/4ejs7tyowej33tFI1ePTKBrAc6jMAI/YLYUxNiakeXdqUf9sJFD0R3mqjMZwIxe+V00Jh8L6zS7Nazbck/9X0En21EbgZLhv3ILw80H9+PLjSHzvGWS6N25Apc/ZuawSDmbz/Oj9fWyFpd3/Lno/fMu3WMHty7A+ddw+qnsvSNTEusCh7Q3RSKWO3sYUghOGfK0UgC05c6b0iDjVH/pWFVXr2A5Rltm7411nF6BJVZ4ZWk2RkrdzNbxOi6YRpr8PHLnCURfVMM7oHRdbHgFhbcvwKtKnSfCm5SsW11r4ms5S4TD3fcXwKtJbK4SE2/iJj0HtX9gRs+5FL0nRo24s5q0fBrU1VokICwuZwL7DcJujehuUGWptzWoOgbGphuBZyijRYF3JBgU0dd4wB0B0izR6Iv5pYYEdX6t2zyVoX38ybflDnXrkfhelStR8F6U62eS9U/krzRtjscmPVmlXH15ybKezutqfPclEVX4fmOyzlzJWcSzZIslQIdliu7IrN6Or/fNPlWoGUFwFLljLtaxrmIUMVY5lyXOOOiwL+Jui8GDMuT2UaU/O3q/aKob7Z5NLV86eUl+64J6eKYYKyIydHmPu7gn2H3QO2SRJium1/z2+qEiLiCCg3nOoYri90DguVoQVRJWaJ2zJfwiBRmFGVry2ibbqtKtjUtXpPFu5ZkT375rxvIe7Q+G0LHMiqxc8i0pIXLtxGopcPRliAE2LDdk6wZNfzKjciznNDiLv81zdFeQ8jKWezyLR2X8MA90Mkp0JWUF6KK81uS/9rqIVujbC0vzj3Wkni2+nZy225osTOa/m2SZ5sH0dSyeAx8Wt98Q2dBvdvRIv1GaJHVdOuJNs+fVHSOEvkqomfTWWdCVtZ/DJwl0QntC71SWZqNX0BKuVp6efnAVMqDgEZ/+IcfnB80I0AmyAkM2vKRe86bF/I49hv/57kE/jTa/2m0/9No/6fR/k+j/Z9G+z+N9n8a7f802v9ptP/TaP+n0f5Po/2fRvs/jfZ/Gu3/NNr/abR/VUb7yqMlVuamDX8+FdyxlPhBc1JzWLAxRyVsz61V7PLpJivUzwgZxrXG5LJk6W6mP1birlQP49O/E0+H1tPe2rfyNH6tTzD4CaaGbGDMeXTNCv9uMtU/uLfyoiGt6r6qo8KHIeEvqVelbMRoC8dmYn5B5ZiqnS+oZnXsyH9piTnJ2ThV7XJLvmEddUKIa5GS6N4baCS/6/bNrkVr+uv7dZ8Azt390DoRBm70nba7r/X2bkRvHzZbgESMNZx776EDn7GJo3PgIUVRt2nin1gb3NP9Dqh9Wt/rcqyaF9QAe6EyqPKKvlPBxdj3sWCqD6NZXtWOXRv80VEQNn+0h4TZn9eALf/c2NpmHb0rgFHoV9M++HTGeZBjqVKJTaZKQKLTV9h/cIp26pz+vrGkPuKUDeRfaAsvK33WZVRl6BSpfRKAhN0SAIDbXkY77nzd+Sfwg+qKjXQHIDX3fSbJACilkx424oZXLVNtKLlX57FSiV2amQZW50ko88qwE8MfqNCmMDMj1CaucpcV8KMAILhS8C/992uqPwz7NHI7jghtdLpEjFPOe9zv3vhM60ZVZuN4A8f2EKk+38zxWOPGH/7hh4VxojzXo5F9AKnu432wPeML+jK+rCWjytY3NJmXZYJi8ryKf0WrRgDqegbUo30ZlTuGNukk03av06pY2+6Z/0xpJ73l+FO5Lk+be5opurdAYpxF+VauYaYjHCcudZ+VdIbvJNhXbmdo6YIxfcoeKRknJD5gOORYxyThIW3nTu6MWU9lenOJPL1PpCYqgywspCzAgBkhHdq0GOHSIzRLk7ispDjDu0g8kjJRXgi2kYi1sWwy74VxQNuaiYeJ5u7XLdEujoWTaI0tanVONi3TujwhBpzLBBAQPzAzOG3Xjal5DGZmKqes327jO05nhwfsLzXxp0Iqp9c5QViL93lWoSTGex5VN6akCQtT+JvPhBviDtApCJX1PSqHL5+9z3kYph1j3CEeurss4S5RumCjtUAtnTcbXvBmxmVJuHKKbLeVcr/wqfMxyS+lvLvRTdYa08Nm1O5kVACvAazvrN4y2tp7lv9MRx7YIsy7nTLXHS0skt5njcCaQk7795plVbuPKaEOUVlHY6ZrKQzJhzqSGr/j34ie/oZuVLuX6kTn/x/TAnaiwFudTjrTgFUU+7nGtlxbepJAH2zJO10atAINJjZz3Yt32vyP3abTnLodkDJREHTL7InO/nD8z1Sh+Z/Wp3zSq/QadvpYi/hJA/X9/vaTBm8YFzht/LNtNaZZMtpqaUulFfD4euC87vsDwUY9XYi6UGXlt5kmHNOXW4e4hfr1WR2r6o9WRPDrgbGLbZ42SIPIbN2bYJKAHI8qn+jO6ICcKc7+SAD/xKDAydiFI04bl2zGNQhynCI8Xd7HK9HgRukrE4Vi39k76U3RLZU4sr+MOdy5zyGaKEwq9Wmy088mi0x7qWaThcTWt7p8uYnCwiZCHY43SvmbKESjTMWJQmELK6Nky2kDxj15pjn1YYbrRIGwEetAku5EodJ9mxBqOEoznihAdnb0REEwoR/IFFORRRMFZJSPPlEobMJHHvvrgcYqDvB6gMqKfWUSWv6w/MHrgReOpQvdsO/xWFWHV6BTKyMHxO2uRMWEN3Fi01U453ZWQC5ZMMFlR7jAMK2U8yrY+ceEci1SNDy8synMKoLyOmyGXRGXCRMQ+tJyCZqJA2Ejml1NZ6Lg6CJAE539xdT9mL+8hiiTzkbYlY6aNkhW4atpA3Io0knnuSg91arrNVEQR+XIJgoF0szPclPLzvZ3ohucjrrTZlHOGHm27NorUB5U5biJTl4XvJvo7Ad1+qYKxLC+4ESBOFIWcargqH7jqtTJkdKOUwXNPmhH5SlfD2Bdoc1pg2SSSnT32OSMc9VJNEq4Dye0IZRWVDkn2hfJme1vkerLBRIqiaKCeYmWpElX4w8+GfwHKUu3M89QqYLWcNU5olDTAGaxBG80vR1NHsugOqiqITqI5YIVp7msJQCjx6/tOnamL3qjktmNuGfKoU57z+xVOFbYdaKgobDLJeHTuCztRMEZuPPtaNDpg6NqBE8YngPljScGAULYTUHmCW+EQqzuUDhSWnryAHaUYxfJnjZUz5T4njZgAznDqqb2Tnd4fzxYwXzaML8CEKwS8hOFYFT5fqJQ7Bfsn7JXYtxsYPr2xMONEiYKTN/fYYoAXGzt9JfOQW+3qpgkXAgy2G+xMVFIsBUTnbrtkFTRjNOEY9yTZapwqIMEKe+2zqO6bXAifMcCrK4z0wa53k7citN3/Jk2HIRxvsE407tooqDo6nnTnPx1lnTNPRrF1OzeHVwFbfpCpt1hYKIg7LftmjY8t+xaMQWK6UVcWdpk9sLPgyPoHSoYnI5kB/ALRXS6h2KbM1u86Yr+0xOfUYz/bZamKvRJddXRvapGDc+mXvjyupXVwtGlxLnSve6dgbL6VWU1cpsormhw9D8TBcLqnjdRCFDsWu9B3/9vytYUBQzog5lEVtxp8DgLZNjZcKJ7ZnzqCFdD9fiKq9fflJd1WcHRjQrB7CpHYrwusM3hRfAMKEMAV2HglB/dLYpEhWPtHSe6Sia8b9hYYYKwHGqrOTEQcAxPFI2G/UsnCsTEjRqW949OXG7SRZQ96CQ7bQDRAExVxbGaHHBzXMtBPU3QOHJronNnhaTrXouGwVafo8ZORJc1R7AVsVQdQvi4ldyvujGdPPb7GU9xWazaTaecUtNkUZZn7e7dYyy7Bop/2WbxXd/GUQWRWe2bpwk7wXuk7/REoWHXY5a34D/csgy9VEw/VLvhhBI+dJij7mVYiXGXNn3hlMl+0NDlXYHaGWhlWbfcUKl7iFvFjO/eiCxHULx+6i6rKnwCpWGEcZfvia6+6fo8yrlVgio6K9fbxnbcqWJ2CuNUi1N1nT9q+bZ8QEugRNX2qWux1yhW3db3wNz/reuZPtFl/ZBxQ09TfVUBZfV/n77pkw3rU1VnYKBT+vfIJz1BWBDrYEkEujeRrDcZ80vTwhUnokmdt4D+yr16m3M0xjpXhuBxWlk16jSpO3vb9V8njs6wCmtzw7QmDvt9Fw7PWzHsyDn96PKL6UeUg1O+CjKxm4xPlVz2G+K+iq3hLM69xr6voqmF7k78WrapOS836J477U2pFGZ9pwP0tGHk/tXTBuEVdGy7z5qtyFXCBfdoTaG0s/SeFVMPG7suRKVAeyUA2UklX8W9fCVgwW2Lwj30y0X/ebLqL0GkI1Ymuh+6qftEZ/++LNvpBvahNN1U8eZayrtPxI6mzY0QVsHFNac5fRZKLnOxmywNgP3UZT5VKrCcKjjI4NUw5WlvafwuWNIUqTDgXmfrQuR8K4f58EZ+FRl0afXbv5TlBubBtcySJJdcsaHzXb6i8pzKdvxTLSVgnzY34ZCGjyg3Zqf7wrgzYfHmPV3G1igxR4XzTlyXU5HJAGhQcUMW217InrgfQ4fLcY7QBCF4U7Z2zetpTb6XqrXv8oMoiIXX1zIn9fSmLPNITFrj4RNJJ9FOlxFMbLo6h2lak+YGH8XUbX8/lyb6eKIAXGZF0VVA/FncZ2sx/YhwZS6/kr9us7ov7zhpkEiVi+UtRwRxtF3Jqb8XUy/UfR2TzpO/LR+K19DaOtbthmdnJuJr+jUCW7mx0/c4p3SakCDY+uI1ODg54GRaU6blJ2o4LzcbEnj7vOQJLj5B8s9yF5WiTiZMC5i64riwHul9mSgsUJvarJo6Vbddt/rXUZe6T+VRiPZ6tgk5l1PnYW/rsjqrpZgyDLaJ7kbUazlJg5axDk+6RNe5aOW6rHeTrhk94FDTBOGnLJ30Fnws8qyQSImZ/l7QEcHVUKYPCYsh3CBn0P2QNPeL15DZgfP8rJn6iW53LZi2yYFedV7eTx2KV0D3u01U5lOnCyVX2bKiDg3DHsnH9j13JGmnHWn4VUaXxKNNLsI0gehayFRVvvtYNmc023NRZa3IdR+29xnqjUXbLE+UiRU2PXtr41yK4kO7ybksmVFASTNA+aPmfV1uUFeCi0mkqi9Ig7uBB59ksW5vVesZY+HRmqvuPtP1k+lefaFr7FhGFE32eVbxCJeiaWU/E/3rW+TrIhc7K9bW5U76oZPWKoXRmOn0/pmhbKFTAX4ps1heybisExo348F0TaTZWU33mApQAOaNaMy3aWILibq60tOEgdA71xV6EnmM3Hh5wY50xagUthKX4pJPdbmttGEog0TWsS9kiwAlZS+tvcm3tR1fxvErH2S2vm2rnYo56KxMjfIiwyd72keJdO2P6NrAVagcNx8wOkDYoUDaRv00U/FAr8LtBtK3+UsebTcTBUU3mLAbbEy4vwHYF3e+mzZ+2biFA4QIeNJ2IA7ZnPaWEMUfiPejjQo6+ZFg5Iz/aQOK8h8TnboukjDt9dfSng6bnSYM9xA5Jzp3HWP/CrK3UXgM2sRNtunqgZeqVMlEIdL6DeqoTNYHelZVpEyyxvqoS1hPOGLgtXVju5CtmCgYl7dlIdHHZNq7gX54zINfRVdx1EkkjXiis9eVZqY5+SspksHRty0SVZRhmvComt4/wdLzSlL7s02Wi1rXNJt4yH9F0npZTz06yxJI9jXd7pBsX4E3sax3xlpu8YgJw6RYW+/0mSIMShjrQgm+FNmvW4mKYRPeF4Kp62KsqzdCKABUylxxWWe/SdRGwyUFsmopIhO+03gB2L+l8wTPc3ob2jvQhnfegTOYoT+JXUmLUe3U2Y1mEMq2a/SON2tl4ke6cWPcBAks2lmxpnHqTgDLmu7OK+SVfywa7izFDG6DO96iVDkqXTZ8zRQ2IZB5j9YS1R3paxk3s4esvVXj6Zx29p0pLwQ8Esw7acyb2+0mupIp/WzznLeyxaNWUjvd8D7fZklfIh2ljJUHt4y3jeHEbfOxgIND5VSay6ZyPOrpbdv+ZyV0Xpaq6RATFRyOl4Km2fejNqWtX0N6il37d9KAcN09OfFO7opEJlsy32bfiu8YUrHbmk97i6ZqlbUTtq7FPTF9sdYMbPRrhRRc1XZs0sVi0CwtYd/1pBHuF1l3RaanDw3O8CtZlXXLsEwTCB0WYcc+THtXdKtBFWFit4GbLlQ6BGhak4bwmoi8mV3gn04JFxFJ9WcJMWX94eI1pKxaTTBIuWhFnls50uqCBWdU0gtnb/D3tUAfEy/8WNyT2Mr1utTH1wIcmsjMTDeZs5y0p2Snepi8Fgh/lg9lzipyhIpr/WfUInotQHJp8xtUqmPeczH9rgC2XaHfqVcDkkQAn+rreRbHJJzM3o2vXLyigoDrLG1nsJ2d60Tpae/kxM3Quij9qe738FqYoLHPmoxWrpM3aYh647ouFDZpaDJi48wEXs3JW5vebAzWwU5tk2fdDR9JDKDuQ/1adg+ajU4nYvBMbtFrAW5brWu6zrB9UZ9fC2hwVCW1eGDYvuovrwU4btiphKXXs2MZq82/ZAKBobOP9rfXAmKuA3e1QP9p8PW1ALkR1exCVK8FnLKQKrYkycTss/XltQBYiSwxLr3ZpfXltQAIqZ+bbkxcOq4l2p4ZRwUah9nfX8tukfrfEmz4R7dHnjQ4NfvIzpLZlf7wWvaJ4dBQvRaYGnROH9HV7PrARQtgtMOcvRG5KGL5JkeDarpyU1bbSsVuTd/GYFslGw3pazI9XordqHwsGyO7RqevBbtNCCKrtF04T2P1pFUw211qJ27HNHzqFeyetWuzLriTwyynvT+Mcjc9cH9i3H8WOEz8sjLqza6H318NlHV+tm1vZ1/UvxZYBMpZRbpsVmSb7DeZfOXvF9N3M5a1JECaGxGZNpCTBkfty091lvzJO/5TwGEh1rQmfmsKKl1CfudIdJKQFH69r8WGdAAWFWfnok64CtMUt4dFwfiu3E6c7ssizeqNlt4nCsO7xyqrd0ClS7rpoayRGwSwGKgJ9yi1GNk0AbiSsaRZWnBwtL1Gt/NaJkg8FHlzm1UVelhOE8wJo1iNWnezsyRBdOKF3EQoZTdNUAidRCtvyiqLFa7pCEsGilGQS8D0v/+UpVZ49zSBvhAFUvgYqOkeRKiUfVY0D+jdxeU4JzZ/ZnVq4hPm1nWZZtPEnytwMd1Vc1ozn2RrSl2U1c6NmW5x+1ZRbqe2nAGcK64wAomkbRSLvZT1Jms4w/tSEQpMOBKty+G9+Zgo+1umqzDLDT/Fis4/lVmBXotymg2Fu1PmTanT9tuzZJMVdEst2rKm9cjuRbxDhvuV3JQk4H1pSIx4mzXxlleMK7XwM0yojTqS+xXF7er0RsQKpKnGWjPjSsddrKVMmMWq9eH1ADgslSD0L0MlkUZl9Fx33yd8opsqyD0sHZsoC9nqcuWvAlRlfx+AOWlg9NZdbqM8i9+X9YOoE1Qgm34ZSNsJOwBvwmBBxe6KmoO8LstJ+8q57CCTVFnv+M9gp/jikNi4T/yMXXmvoOD1dStFzi4U+Sq8JLtzwU5wpYxrwxxDpruMTBo+XR23XNdEgNMG5SqLoqnXI7EZfF/PgyaAik4T3x8EX96U63U+dZqByvQKWNurKBRlwpmSrnwZWqjc0tBn3A6DrtTMF4x2zDHA19lvkk9dYn9q3LJquAwaOqaqo5h7p053bUzJXcVUvK5YkInfsGs5fSXN9Rb9ZVgNnp3lefnwVhacGXmel418X2eySCbOf7bZ7OxetKKGFR058BOF441Ipl6hxj7mptwMhXuEROXjRKfPZhwl0Kooe2KD6mCbJjxva7FeM2W/Guooq6R8KCbcVeA9XYbwemYX2ZwmKB+JUoqs1Z3Rqm3LTQWzYuJdggaR/S1Hz00TELo43RCMCZP4oAbPdNHnGsk98Ae9HnKe8Fn+c9l2hTInCoJdhhVpYBw/3tV2H9jyy7rlNrO1MsRdV6hGOdVSrVfEh6caTsYicbGWOlV4mkCg0sWFqO8mrrAPCqE16MqR3csP6Bvfm0azqsql7lw1TShR7R7lBCZ+7KhYmimHw+cyVvahaW+ETTWvTqC5LR8uylpOWo00YVaTPuMfsja+nezsb0Q00ZlzIYFpTl0+tvCp8FnHbsDXw5a6wMmJwlLlIpa3ZY6fLvvPqo51Wr6ejbq+QxTHZPepSDME9K7zMhL5zHQwEnleZfQtJlGSe0jlOrBI3ackM1guM5H3Ub1Wd4BGxxeQ7KMCk8o6k6hq8lC+Fyb4gMCqv1SJaOFutV7SNrcw8KrRsybW2ZGNHnS3icrcHgjj4HH9yDabRaWaNY1zaMZwxsLlLmtryhUtEgrgqXd13ZzUKzo4rChvgNSod9PB1TXiwqtvaUVarqv8uch351jF92WtI9KyIpGDVjg8H5TM4BIw19vNRtQ7WjoLdClrMyNEYZtQUnXrh3aTN7wqPB0enwHlcGxa3XuRE0DJNtYTPLg0alKLzr7Q7ytNTb1v0HPL7gXRNsPVs6bbLaCFB7yBIkKGTt9oa7ShjW51pDDjyGx9M5kcObVw1Pez1lMe7HA3u2dmtc3wdhX7LozHnx39fTQ7XA/38p/ljpBXcAyAnu11ti5ETl84yp1+QNl3UTUo+/4pK4hdtLtcfo7oFQgfxWxw1+dti+5p5zmhF2MDLn4pmm2FQHrd+6wqgeJrziMmEBDYl8HQw1e77aVf3zOrba7UJZ1ZeIP1JcyUWC9138dC4QahZiwVIeIoLbdowJYzxGUFr3/D7gkoxyrLodGQlbVqqvZ2V4hNFvMViBOy4EZrA59sg9oAqv8cUJ0TCpoyx+h9JyH6RnuGcd7k22u6Z0t6OHIOzkFib7Y0dF0QZ6VfCSN0P0rdWI4oQ7Wj4zoSplGl7txW1knzseCSS8m5oCHQUq5oP9eIVgPQauPQkqrvGPdWRvRPjCfyPKLLF3JDa34vE3U3qEv7B5W94HMRw1CCMd/KqgFK1GUBHyJtZS1VyytmC10seFnvaFta3vlcrNGa7iylYbtYE2ylyjWou13abtAcJ1cZGT/JdtiJ74MU97vu+YyjUgAUTf03dAzJlbepvZO7ZlTs3nJGgaa3xLVoQp+LzxUIiqiG32LQl/A/KkWdYMt/FvfZml+IDnzXbY1AD71s2HO1QPbqlMWaPjaq3kxHWfRLLWOCMcG9n+jMutQWzGJ7qfvuKT7JtRJlK0CCDMAnPuCI1fICDleh0f0Jt3mb8Vr/LEDB52W1U4vXleBqPqcp4buUBeMJUK3OEwDFRKfYT9zSdn4sLtUHALQFlnav41LMRXz7L2W5+Uk2uCkrt00PXEab0e6A9Fggdvprcm2y30wXRbPO26LDxJvbumxb2kFFx2OrLzZOFVLBTwwYlvEdNq8wECp6YVL4eGBXy4d+N4Y9Fs3kaWjGf7WnVzJlQpDEAuhwLuL9rWavpm7MqADoaWq7iQqR5arg+EdlzD7PpSi2Vd1uRQ7MTWhSxPLLB24H2dHnBZ03MiXl/UsB4YZuIgjowCU++1beZ7G8zB6JSrAj77ckXfCufuWBEK6VZ9EsxpvelnGDM7QuqyqTKZEjNp0EJFkn5WaGC/yJ4M6ZgZ2j32PTEJLH6hdwGxL9+FZ8PnkQzYYG4H8eyvpujx+ua7H51sw+KKmBfjR5+l/ajGaac21vJxUkPd7CXw8AidlKWpVd1ZYz1JQh+ju/uXovcPAge6SsP/707ur6LC4L2kfsLN+LUQmUGmfpeYmGHVeX529EI9/xNf4LEuZD9bHVQW8zTvr6y1Zu5ZusICnjitPyvhLefmjbiiicNvwTaV2dNHJJG3OJLqKgf2BEScIbl7e5LunUIKTBCwrZYkEYAMiMMeZ9cUNU3uIQyAruZI3nda5T3DF2mr35eHN+eRaR9LaWyeco3Tbw6mD0LfPHBrujgIiQkRV3rOha/cCMfMdPtDmi024+fY6+0dCNqDLat35bbnISDuTsp3/5eAn4OjbR9V6itVTZcjefbPlujTOQeYEei6/i/N2Imzwv72W+OyE5sW5nZ4+y4XdifT/xL+f4Ac6eThrjakGiovtopb71B53UZ8NNSdJfm1Ud6err4EAxM7IKXOgdRI4SzZPANmvx8Jb+IWGoSbnX6zYnhKU3pRli97g04WWZkZCSbao8S3d39HkHjYKhmaTKw3YCMCT6tgWtsbz1lWlUg2UT7KoXYLL4ZKPPm5NIMRv9wLemNIfGiVrs2fhCP2i1LXaQlOmpOidemMnZ1Sf+t8sHa80v+ini0LVsTxpBB8QsIm36riFWQOcBmv5eJxXPonJou0gSTdTdfDMD2EISnxGXOpHY/dvBwcg/ntCPNnMqVJNeCCpXcs0A3oMvn1Qqtn92cem9lZvtIwPELFtH/deKZi8JfQdPdIDU4Mt6tQU0OpbsDIdTgOgDn87nbXNre225jubUEZA4ANN7WWB3wKHKfIusWeXFfStTKE8JlwrSRNy0PdcBAyyvWStg5ixYFbkR0QXJesRKeWPlh5GwR4tXVRzm2QvbEelAsoYebJA5iYo2x1GgOj+zXntWZYp1agbSxHTsGCGfFRgbc/KsYpEQbZ1JGWg4gxXpVxoAFjhSEUv7IVai0ADsveHSbc3JCdA7Z2DouhM1yenEuTZEQaTsAaM+lDSlaLs+h/xPepWKUJbV2yxNEUZ1CYqg86le02lf3CHd5hOkbcIjgaNb612d/KzR0Ohv35rHmxKSAShhFlviu9qXvb5KNOM0e/yZWXOR0Dq8Y5rsLAEaMMQKZ83tBaRR+nxFU0f2dFOQQGaypyF4m7DidzwfSxNgAwWpurQo56zJxByWfSM3FU4dWhT6ut2wQtbYerI+lqQRt1CGStxDiNq0HxvS0JSC8bOUiUxoo9/TIc5nhtm/BF3BjchMbBRSAU8RUsQtK1v8MVvf5qoCAaF1PEuJFf4mv9KJz9HfCSHpmg54CLvYS/TyU7WZeXaygW4y26h30jRyLTyqPt+0USQM3170jJv4CG3pelfGItd5tDN1orFHl3kFI6rXxwgTZ4S9AIMozcHezU2JyAosotoiO/CisDkSZ++u1zclLSPkQ6Up1CW4X82b/6GEpkVINGqobttLZpAlaetoS+krSUy/QGIgIZ1UCYgujEDnfG7z1rftDgtrZGr0eu94pgJGM2Il62utnvhFvaOlUiyBLgAXRSrfPcoYLKEzDrAegIeUFNVCuCDZApFYv2Rsy9hW1zYrV8rz/Vo3b6cxHgicNr69AbezFxbS8XuzM/hRSWwfYzSvXcubjHQDgp8WIkvp7vssAkLQO7OcFKZZ1ihaaHtCgWi/09MqaUZXkiQ2CKEPGrFlhGOVxf53xX1GGjkGgAZwr1Z5EBjUoulkgcO5UWVr9ysTa4vKoJrv8+Vu7SKrg8Kkgl6U2YnuR5LEDyaI791UE+tzFjhbYBnqtJNdvsWB892CvGCrdN9Ly3M+EPx0uzI8ns6ISvBorYakHyCsxjnUKAL0tlZ35zOSsDsZrKK547ajNWgPVXFV5sLmIVsD0vdiZuzJN7ZxeVfJbians20267VabQY2NmowIKU2GCXraOnORp5BNYQXo5OgUOPhJZaizkQk38PQ0xlzhoYKZhYNH1LdULQYnw1jIWlqYEhQPPSApeDaUtGVNpUe1s3HCnldCByzJJr0AoI8dGRhGTf6e29YVPRskfDDmPJoO+6JpmhfIsJq+kft08kt8UhWujNU5//W3Cb4mkGPtujfJvetARCKbZFiPzu97LoQlYaW+MDpTGvkqvaqXXJVdNyBrQu2FWHELqBHQ27VGmmJg5ex6zHw1eiYMAPxK1gt/7YTfOF09pusbjNYFeZe6HrCWcVuGjrxPFo6YThPvHm6TELfSZarNJSp78nFfP7jIjhxV+GJGzgni8XKWcxPXG9x4s2dE2/hnSznS/rsn3hLNzjxfG9+4i/8EydYnAT+Yr5Y/LhYnjjL5Y+uf7IM/R8XqxOXri1OaCQeYXmyCJ2QXuHQhRPXV6N6rjs/WboefVst/aVzsgq9E9/xFyeh65wETnCy8JzFYu44p4u59BPpu7HvRW4UikUgUgBLmmqI13nzH+cnC59f1EFCb5qH3asIGi88WQYegYOh3cXcPZ37S99ZekHkponwlzJN41iPO//RC058/0c1ed91MC5Wx4yIJaGV8ILlErM+WQQr7yQMw5MwWNAPP9Ilb776ke536K974hB0jhpt6Yfuwoy3wjwXJ1gHJ6RnAM6SVsajJ90VrbeDnVj6eHBOS07bFZ4slov5coFtczy8wl1iB7DuZlgaNVzQHmG6ZteWtBzLlX/iL5dY6ZBXgUCceycLh1ZoEdAUgxWN2S2i2j7XUdtPl0N3dbL0MeBivqJFWpzQYLz6wY+OS4/hs97yVdgvG6DkudD+09M0uudhXoFH85mvaNPntHW0HIt5sDIoREOFS8acbowQa8+ouCR4vNXJikBfEDyr+YpuwTjY3fCEAJqHNEEC23OAjU64PA2XcQzUJ4wOZZj686VnECn40Z+frDzG5SC06WFOO+iGavKOgp+RdnUS0KoslkGATVkoHHRcbxUQqLRjqyD05rSw6uOy/+j3H1f6YxAs8DcMPcx0CaRxQVOhnoDv0+q5c0yBsAob4WscWTLC8O4uTlbOEljrYzuwu6BtD/csTwNHLANJyCkFIRKxARmEGnRGUkeREL19rpGUlnC4DLT6hKhLRQEuIavruFgIQp9lCHxbMNmDwOkXGsULO9IfDgNcV2TEeIBBQs/VdEQ0puZCwxC5upoEh2hAeEQb7oXAJeARcQq3h4DQZzmkBJeWiOYZAFlo50JfYwk95y1+JH6jKFXh7eBNvPFEgk5Ak6P1X60WRH4/4vfgRx6FWYUDdKVtHwKsF82jNXUJczzHJZShbaVZLxa+dxrLlefGTkRo6Sa0v24qza4Ep4QRyWKVrBZ+JFbSSzwZL82WdfyuA7V7FfhGx7CJPmk1fOzmHMwG+E1r8SNRjg8KoyHAYJw5cJsnH4QdH1ErDTxbEs8nqFZLjVo0+8A7PXScnMJWQjNU8/R/XNK2rjQbDfYQAcviM1uhPaTNdoD7NDjdzCvs9YAS6S2HMyNAfcVR+GnCPpBqQFyHSOpZ6qNPhvRWYcAX6PaVRgGHTrETZ6knu1Rcn9BNvQvrR/z7hFkCLdvSoSMF3MjDziruSKPirFFE6c9dz18RK/UXQHFivXS3D75Hd/t+eOIHvLzEw1ymWtqMH3E2LpbAr1Adr92uhHxWYP28hWLKigI8n+e5okFpe+ioOZWE6sILk7kX0bq68yBdrQb4AzpVxN6hkb07QCZC7dXK904CPTVHb+XgZnVKeMwNaVF5woYGiLgXS/xIq+K4Ljg+lmXF7wjpdr3F9MJAIeCQfELDbkA9jCkEOFM8ozAzDEIa0ODSc3FyEAr8iBe5YEae30/XbKReMSIOOth/xFZ7zLcWhKd4rY1zeiqOzQKNXKQPIjqTIFQsiGWzIOUbVtKfXKsFszIPO+fTugfej2Ap4epHgBiY3dD8Z8wvFZMjNk4cjFiqYndOaKap7zc74ZmJ8VOElzjWQ15wR3HWOQGMg4pwz527LzmpcFCpD7hAxLNUOGmOR5yuQCbeKewSzgPidbT9EGjooIakxJIeYTnOJ5q5O2eWSWiGbycYV3F7yEE9nYeWCPP/sfdm220cyRbor/i+nV6rDdY86OlyksTToshDUnb3feGqIYtCGyTQGGSrv/7uHZlVKEw1gIMkmw+2QCCzhhwidkTsiBR5BvXiy2LHesRG4V6KtVgTKOTxUyjTvFQAMvZ8Bsh26CnXsWWq3TelaMFicstx96I6YmFXohS8fCiKHkv6DWcjFoBC5BXIQJQLQ8YdciEiAsRsYPQCjhGuOyiAvbIEQ59GThjGhRUuRXqlP1aknFHzGDmbagaX8asN45RLpv6q7OBDThNUAxXZkJGCp5xVlO8RSOhV4rpalvgcWo5OWNsBvisowJFh0PsuFgmGre5G4QBjm8W25+LBkrDIgwjzWL0R8KmzupQNBrQ0hPYdH6DF0pMZR8QqgQX5GQUaRroVGuGY1K8jupTbm8KWM4tlC0kViUB1XA0GLAviNiAeszstcw3I8I+gsaU2iChTHA2g3VBmWMYMTxHw4QOHi82xPUsvacce+CmUWxZltqewNYrYjqJK9lLWCCT13FWQohWMJ9PvuQKLRGNQTVBFQBL/HBGwBG+oPrylBMDwBEbYVsMcyCPB+pAxflO2s1ekq7wG/sJV3VjvxzerWw9YJdAwzxIbSmur0Pa8utiqCS0N61x28m3RjZgZWhwc1ZpuwDxBFNmiGjwaZpRtkA42ZPYgyZIEJp/KochySh2nSCqkbjY7dx+tTGxLJ+JSIRB1fA1kCFW4gbkvIW9lH9GSCmiyWDIkXJ1cLDCEMGWeMdYovao5CSjYvWj51E5tEbue1kRYEVTyYlJh6VEaaeM3Flui1JAiF0rQrpGNXqBcnw2QZXV5uoQqEUROzGdaKrZQL81QoHeEV7ICrW05Cb4MLIwlys3ANfgYtrsodd/SBmqlfPy67RPwfSlwjdHmlzakxZ2L/+FB7GAQ20kBOG55uVL4GAWuraoJw8Bw6mliumLTlRaWE5Tq0eFN8MAOISGHKeBfsSAjwR+YWj1BtFR9YkVrxd4vxR9xBASp7YsIgJ3qiU4o9SqdFADwsAmJrWKt+GUtQbrRTtDP4PjrYLXyJUDkv6mhg1L0+5WDxPbpOJBNXm1QM0VmFWjBhfeGKTpQWG4A+lno+XmWxVHoFk4lKgw8W4LeSJ4gCga57+cqj5IEz1OkOfBjaNW6rQAwY8OuaChufFc7BjwsEKwNWQw/wzCjavOMBl0fWz0C5eLFYq8buwIR1gVrKVddY+baeuq0XPXiUn1yKRAu+IIggoC7i8/k+7JZaRZoUat3WaBNmQ2/jCgGzkJofCXY2oG9ipVq70NpC/HlQlm7ei97dGIBpUS81yDKIj9NYstKPJiVGaywJF6zwbT0lbXlG2jqE+YRdkGbAA/iJUPIYZfqQost9IjMnHKDlXBNoLHYwdiveB30wqPiGwqoQFw9drAibPXC1NPiG6hItIVBC/zSILajdaBAIz7gXTE+sR3QQiPA5796u2hry5jC5er3LZHp2EKOHVnQ0pgQC4oGwBeTF9Vt6ErqOZGextDT0xbJzrDqD7S0lImYbCyHQRBkiVKR5Xs5BiP34xzgad30dcycO/LmsqBtGQIMnfGZ2XROWJhcWGyCKQA1oVHcaoXuFLg+LgIZ4Mh0QTpy2MUUDDTY1VBXcIAb+bFfAkwILD8ijKHCo7SRHlEA29sa5HwTK0/zwlWF40Capm59z5bSXBZErBUolT+GKoohLmTs4voypjgOuGYp9WCUU+28CWFZeU6pJvkMvphBmE3HsipZgpnTAosbjJvLjrmtIXeJMcKlP8XxDDiuw1yzemA1eVp8Uh0FNRckbR56BPWuxGdRR3wdKIEYT1oCWfogfON7qBCE+PeoLQARwkDvmnLR1E1h7aP06IwDEvAHUeqFGF4nT0P6FywHWmlFmhqRUXNIWvr1MONhZA0KN87dooA0zgI392LYmFYNuYnoWt1/1CCl0cWtF/Ad8b9IQ1G8Aq4cL61CAhMqZPr4uDC041CMsa1LMqgQKvU/ZL/W/IHIT7OfjQUWUn6GTqCtL3of8BUtR5caOwa61zJUHiyy3myitxq+CQTkQw4OsG29NHVDQDKsUSDaLIoqBzyFXUQEYZwJa/5aqnIIIFnfblwJPY65fgpXe2c942+shDlwGlSVQZl1sV36j/Xj+Xqdb2pr19eaTt8leLMEAnywwAgIvGSEq4Ta3xQObDfzvMLFS4YFJHvMsEA5/YIhl0KuPmaBOIbFX0/nnrZJtEalXKQ2FRhQBxJhadqzJzEkLdtAO8CiuLQHIYkdgZMr0yNrDWoShoV4vRo8XsQjeD8vgDaqOZeXjhGv5lNi3Ie+WfryrYC2NG8Vi8PZFlVJKz3WawuwIeTiigywhJyLZLRjQZRuVKmc0p2EZahlAUfHodSCqIrt2F6aJ3W4JbGQkL4xalDuGe3Zj0tvtSNOKVl5q6rdjJHEGvA/vHqs/VJ+qTJDPYiQ4QLyY2+Q2YVfFKlFAJHHUR54UbqidOQGlTsCODZ+Q7gar24jupY4lXQx0lsci/TyrAqPlRAspu+QowiJtu5zol1kxtJozDU736KLwRVbHHeOQ8GyWm8HpbQO5NpavPihK1BsbY1QukC4iGhxosiTJ+Vy86LSEQoM4oZ8Ft/Eq+gMI1IzEJGGZ0htwtXrcm1rZ48f0TmKwaWeCCOxPOKQHoaY7hANIfkAoW1hZdtySbFYo8it1HO3+Ak+RsuPcWnvQ9vVZs6yDZ6uySZaqbBhLUfbbNUg+9xfWFyRzJjlvhEHZX09Q2D5nkaOslBDKDuMoVUTWLJjdcTL9bSmhf6ABoGYwShBx3mxgijFBsdMZrVwjB2WcEOCICZU4nNofR0owzoO6nhr6YvFk9kuvSgYbCtc8xKyVUyY4rriuqafilLKsbjMMEeeV8E+E0DwuJYleorVQ8gB9SHCKSiviK3scLy0CayRniMjD/ABYaMtBK9yJsq6C7nufIxYLG9R2nNQbBIddQgusBwqvaYRrug2Outc8UvQ1xVTUTjayScv5MgGZKBCHsTWvo9ouXu10x7TDjk78HI/U0XsFUnsKbxckudLT00ptysXmCtr29bgyquFCcqJFm9AyBkt4ZPrrhod2BHANJUecVecQARJ2Px+NEiA+rw8LZRdRICNdoIlU3Os6S4yKDQ2aB4MlBdDrId5kjkqxfPmiW+tCDDCl7rTHls38mX67bDU4E5cRn35MOL6ZDghKpelgHtBTyY0Ue4nKoTIjK+Yt/Syigu4ppqAj7kEAKpCK4pCbrp4ZfrxOE5UIyOYQHaJSTwaanSG473xt090iYemDhJrz6d/J3SM2UgkTn0lgUWsB8ehRMYCp79I5BCksfXGroNK7RajInf41nTgmi1Nl6nWHlikgySBta4oamCtYcISP6+AAkVmLL7+0kdmh2ad2KX+CbQzlfFp8c0DsA3cJMB+cMI0VsTyNnBossSeHNJoPbQgNpbjrXmotJ/JATYKSk+4rN6AatcJKs/1ymWg1x1HYnUm2rqCp5yoHAVnxZAu3R4YXKMIJTTKZayjDREGGwCfqkcHuRkjghSncbU5/dwOXAC8iNn5mjzhaa8VIwC2TH/gCboWXBBQxQQa2wLQYbAjQQrYHK52FAinQfao49pLV7igC4mcQdNQCeyIWHP0HNdd2iHVUBszh4DSFW8/lvmbylct44BnHUC3qjyz0iBIifOxnb10NVZad7rLg0JMuIGhLtRxjSxbV0x1LdWIHcWzJtAleCMAQJ4BU+K7Yqi78RIyOSvB8RKOAJ17g22soTpNICyHkeQXiB1KOWCLiA/k2RIaonCnWeNGdinQzXDSHauDRQRBEJ+edrx4kXiWRZ5z2DzLp0GEPQyESwe0yFQ+NT3ggBFYxzHNOIkYAhp7xmnNF3EYhtLzxK/E0HJoDXtc+zoqaBZbiaQcoTjR8PQGMCK9JHFUmGYpndw5Jo4D8OHs+PTj9SmJm6QHDRQMct+B+koBYrI8j+ykclAP8sRSPuYY9/GxnXPIoqIuiGUzQvhicEqXeLWXvWBN7fzM6Lvxb1DaOV5oushq9oxkLtWbKxF3bck7QO4DCKLAU2EBMRQkCYS+yux1ReKbMKxDlMiH8LEE0TmUS7uly45RZEGDRkZriBKLPWfJOmVohtLPEy8cFKInvAd6t2LSjISkEjCAZKSyJy5kWdJ+ReNaUhrML3ZNvslW9E04i28cyNz57huRCwzHEyD4EtatRsa4vF0S1WQFBOL517vUloHXMRefsooS3LN0+3B5b60W6B5dsf0c7cmgnOMmALLBrIRcWwIqOXiuHr5Qi2Oa7fES4NFv71L90KXEiJalJ5tYg+NFLI3xEroR5QvpcdhGocY3wSDjvEaFE2SFk3mRlSZO6UF2AksMW1kUTlAbR3m5QFOjyBmJqiEX7ykdNdRs+ndjT3hCdcEH3x4ElmVhg7gqy1wo2yB3UlUPZVo1/zFkIwbUh+YJanjc1SQiS79FaA2g9XArN/MTILLAKSCDKq8fA/u2u+YH4BsYr6NTOXTFtAziKjoVmPcP8dzEI/g19t0gsAg0LW1xhqJUCT39KmbpmeBRSFRT6iHIvTgUiAlpqZ1/xEoSH6GzOtJOwFiDkMCTuBenjexADYoYixOrwnh8A3Gj0SKyV+xl+r/xXvHAsgI/iwKfAXcMU6GsWogVDxWGpRI3DASudu6/kEIiLAkWgSAyhl/MyrM0SAn1QIZ+1deHHAgqwwFSLiwFhcT0Y9lvWOVQao6TFZmHyQ5DZSVZFoYrvrJKY8jTSbRFQnEwu2mZYMdAEGCkuFmwgWpYwKGWqhEIGd+y7NAzstF1NB+Epg65nUJJ9LRwCf1y1HFJh1CAXD20tqxBobD4QlsVuZcVsEtUHpYeWHsAvKdcBZkdRFglaZHhNVclpRkyUjjsepw0ctaiprAfDayg6xbvaaxwkjgw5RYpIEuRFkHAMfZuBQPYH7aTKd+xMzxJkqjUKSc7BMAPckgBiOsc+NFL3KQoAX48AGC0soSBdD+DEEvCsKjcF47EHGDJAQrQYRcJdTPgyC9XnZZuUVTyCzB98hr6DZZCz9UxjoiSSTd2Ce64UJy4RDChiSNCLms+Bf3mYWQsBO4kBkgENtlG4jH+JoaDZZHFYhtdIS46BjLpXKL5agcDTLpH/kdmqdhXUUrneE1SuIQJrmx5EslERsfl3hCtGRt9F/tv9JzFgchJYZPFjPTHoauDgzR2I4aYjfN3qZs8UrYYnMR1InP1SBzB2E9xbA18rKJAJZkfWIkqIJVgd68uKBFTNgAhhg/mfRCJxDG4iVHSEgsHlqH2lXiYArsKKHti0/raj8hXpLzxtbM31m45DJGlATmGjtemqOXVAugq6Bmgei8M4z5MCfqmtefFfKe9NU4RFEGo4iwC4MVUpDYpGFrq4YM38KLUSj0ryYvCz10Y3eHSxyp0boee84iwwNVyzMOSCClOLeGMc29bQIv+EgQIKsZyqsRWUIEFAkjyfjBY4RuJZUA1WQPbL7wsV1kRpnnsFHmU1Qx/2Q86mkTSJmB0SAMDO4fBtBg6i5JHJg/QFSOnDQNPO1dtz6v7M+rWRCC7X3vqXa1RKM0CcqaqCaVLQ3QyjR6frhdyG2yDBSzfMbwTiE+osDcMkmPEIFltu3p0+m7cgVV4aeYVRKJBEClIjyjb8CJIXN/2SqCA9WMbVMqoWdVMCHIlrnbtiifninnBjcLXkKCgq917eHTfMbamiWOTalmtaAY9nJVFbZEzLEQ/mD9xSXPWbnWbwQ8hBPjGnxhZDLL9LExzS0dHtUkKaWcbA98V3wXuZWuftCBt8fq7jmYUBEunRgzMY+SEaEXXWfP3a06WoxceQxCkIOLlHTNOEnqlcpMLa5oUZYYrllpMfxadEnFM00zHFrUvm3ONZWRpnwjv59LzapMCxACcwd8BX1V75A0Ej9xKvJYRIJlPjhvd+IAlnjZwAgxo6Po67CHhcZ+ghLaUDBTWs6ND4oCn1s/0wtomLmyX3hHRqhbGxR94OZCaZcVOGmNaHIUlmZul5bpmEF3awq4AMo6b0FQ5ea6Q9Sw6NJg/gb8Dd5BbKiriLE7yOCliKOJ4aTXpcS+ZabLL3OiNxLlK/ztd8bSctar1oigQks76JqSvUlB3oCMAgY7Fe6SD+xKzJ4ALdFqK8HTFTQZ1a/mDtLBUAfspLEJXqYRRu0rv0FUuawbmJ14Kw0erk/osCsyCgmWqRZsjyJPTSXe7aa3Zq7H5S29Hl/ZhWJof9G+5nvYJRKXT0XK9sIY+IB31AAjlh7obhlw8KFJI56gIEpitYZSnKg1LuO5qLlIUlPkpS7VDYz2UHB2tszXPIPBL0iCdMUbzCPqVTcrlRvVDwygytA0sJ6z9CACAyw7GmQcLOkjzDOsdqDF3GWCMl1qgsm+pz7DvXfFkeaSuy1z5fk0u+cHAhpTzAI+AkosE8DxKi9J0wJ3snLwNbLrCs7Gy8GdpqwOj6O1Ho670lWmKpeP6FvWdwBZxPstCCmmzBLRGVj2VEtX0xVcpGRAaqjqa+oz3cEtJ5gWxjtkHEsFknDuWVebgAaJIJyaQAk83kRHDQcl9CmrhTohaV3PrvcgNNEkNgx4bRUtVSK2MGakC7Hx8jakrnmsAoFJFxDQNzCVnV55aHK2e/OGRYV6J3Vic/G5oHC9uaGNz4N7KKVIrKAB2FLXREj7jKpBloY7AU5Z5XGGVS9GVycaFBqFfADZkWVEEvqeUylLXqhC6l7lJbuUhE6C8IoKsiMsf8fj+ANZRYmPAUz9Iof+yKK1IUeEgzgO/SAtYfmFG1k1hJ9mKfIl0yBawyC/9SaTyh6IWYRGJWoIx8QYyE+MYRuEAoDkNiyzPC6zStMjTJHZXLSABigyCY8zfAENiFYalhIrKyHfJco29MqhipHrN/62dC3qCqB2NSBaan9g/WkV64tkKOWva682FRwp/CHRXJb5Q4QAeQMfkdmFFdKYDr9lukVVTxk0N8KUD464JxBvvuL9EuxIMJUgbRABAxI0ZlBSs4tSNw7Q2vmSgQf3qd6c2MsR3zbHR6Jqu8CAw9AbxlCzBQsVLiMp0AK5O4cQHQnuHnCVn5GcxQXzj8Y9caHpxlohsFhPLymCqArVmsK0gf2BL5ZUQJ/MLI/4G0gqvSRc+7ivpGHz8kpDHQYDpAFAIGBGbQJwrGzEO3+DtAHLiyB6EeK/EyxTEkxVyeYe1rCvR/pZsLt6lVGPaBMHQwCSwYs9mYhutPe4fs4mXyVBOUFL7yhCJwChfixyCJVgj2jMeOaRs0isniU+UMY6hSdPhx6XjM0jKmDgUfkB9gM3vw67GyrFcoVJ3zmhbtQtKfqsroRFNJGUKBJUew4YRqeruG76ShX/JSgPkHyReiEur3EvxRkWUpGlaGsPRwI9TgIBY2RHETWEVWVFxxPCUMYwvN1CeU/iFxXQfx65z7cWvIdw/4HqHcZ1BWOSANlDuCYxfK4wVnrzutOWGtBi2lbXhEQ7kmDcnVinwvu8mUermrlff/R5TQIU3AZlEFizT0GKA8jykBVQk2PB5DqPPilaezCS0YvqxN2yhY9FHVVqGAAH2Rm5emZonoQq/pCJqe0In2fqx8UUJ656eHzonXHEVc505gyB3mRSJ7Z47GdBN5lbik+lVEhGmF5cEJ1L7BoSxlNLQe2hbZElaiT+sRQ/rP4M6xlDlykkTKwcCqdY/PTgMbWsVB9iqN59nGxuOngHxEWrimC22GxakDdstThVjRUESqIwZXAk321JukfpD7UeJaYnElE0T/lzqPvStBs4nmyEItWTVyjo0iYnavcfkP0Ia7QwRTUjhKky/Kt2SOVQAjxRMUE2eAzM3TtEvjdOEXgrHzS06oGqrw/fEAHElYZbmJWEmrc0B7LXCBkYD6kxV4SpYiiuZW15plpCiQIo/6SLEkpjpSDw7lqdtfcyXXYEXkamwq0WgQolzwVBACqxzNI+B0WpytOuvztA6Y82BfmdxZwLMiW/e06YehI0TDLArVIZdlENcRIGyUj+q9oPm6bnuAAocj4fVUqRAzwCkrlPOXTDA3rNd+t3CzMNrY80ES4Wk9UCIifGYKoJFYZJhmJoywCayQsC7BMYyjCjg8KU8cCVPnC7bNzRs+F41Cx3DUm4noR/5gaABeiOjcvho19LJEIj7MghN3quYCBriRvRYGFvK8zRgI8XTH2hin0pz7K8k9pMAQ1A+GR8yyL0gherN8iIg+CGfu/q9hCKeQQ1464FkL2KigiIuIljusH3SqoPBfyY/QyaRIRyzAsJloNt4lYJSbyyNIZdp1z+bpAkm7gkRO5AUG/9nYbUSmcQSUfF8CzuXARleWaQ5pOHAiTIbUjdyUh/bPvF9suvMM/o+xG2sMi8JgZvJ/oHwXOI8jTS45PzS/SCSx2B144ekm53ywteZ54wC0VqSBDdMiSaUrkQMSsKnZ7KHBKfHvmYLC2YIIqG4AE+VmbKA4BrCVaESCdubwIjxAwKVOxIpCMSo92ijkR8t68zs07giOMTGzggq+c3d5sleXEI8OlVcHYUyGQMm15oppa6rN6NOyOWckP4v6chYDDITwvv3QhOyRk+zA0N5VuCmMPAHkQcVS25JoryEyVthVmki0hIdoiovjPyBUrgfHiovImy7BNMfeyvTJQZEqIVOQI2DzbFMKBYoV+XVhLGueEARQwu2pK97xuPD70WKEWeX2exeZJmpiJxBAdiVJKkN0OrDUrAz5S01r4y4cbALi8uLNPseiznmMNDn+UbIeWQ3Oz9X1lGNqUMLQaxfnTJhgJUws4XP5bmiWx16VoynFZ9i4fx6kH+DMMUysYsUNkzOLKLQz7Ma9sMiibEjALwSjAtM0sy20jyxspovVNtx9P6V3mtGBQc55i6A9YOBSO0o8i1V0ci90qHNzcwEUy0LAC5lgdLZQwnBlWMbTFHZHrV3D2sRL9r4subpknIZWRH/oyuyQAMKlpLQToSSQk8CPQtW0PaBLAlICLNkQzssj6Adx33ZfSSPLL+iZ4mpQHHAoJYUFWDIt5w9T4N2740QFbw3kFWAKm/Ii8NfUPex5ekN84auPsxuYkEPJ4CCNsuiANtlyocYG9i+5RD7YKaBggeZk7sObKUwjWD4WZhxx63vBMxWMMgSFarUyWxF77fKUz9L6wAFkxZIuiMuDqM3xWIJVc50bd9xYEFhSa+sAt8y9r0EybFwOWvQK5xl7RsM1jkdxq3smcTpQGeG2pKUR14V5kTs+VASCiQaBNUo06mThKEeBqHCXi9cWNNpGAN/hxDV1XtI2pMNBabiPE8S4HEV5DZeFQ9Twjzf1vl6uBygoROGClsiVm6UZbA4C8+x1y7H13Oq6jEG8ZZ8JCwenYpdM3YkizKoAiE6EOvpGh2ejpxrjMaQtxVKFm8AyRYMiiBJMmzQOCGahESL8vJpAO/kgaDXAsDNgIajsrKiiPIsdRO/StGKB1kK8zksPC93YW44oUnE0hRJ36G6TgOlwjj2VEB1aCUqcav7SFzNZ3YbF08YlGmNrITjOCRqi8u9TIN1tHPOgqwtHQQ6Ra+Mqpn4aFgOitT/cHUONt2aOmeeqoWWnospzjzAaZ91N1TgYj4zu3o6bLUBNn1C+JKlmNy8wE7Okup3LNMUcNnDDwD6sNFi6sZgJcRAiei7oRZ6dCzjL62zqdtgA5eZ1CZjD3tdJ4Uz0GJUiCzlqq4HCcRLfqBUgvBqgbFAgjOxefHIhIZ9nQjBsCU1Z2yyyehzCxkjtiRMxhg5rQctW0J0igfYlinQeBjkGTYJ5hFbo747ARNg68QFuUDQlqGb0XBKImtZyyOwspjJ37adhsxnwgqsJ37j5T1DIiGp0fdkfEhhiWOmJJAzZiexBzWXJIlVDbCuveOZVcNdTCZJaSaWm6byoFiCMQKRDeTh+yYr1vj3HOHNOhI28XHzQQRllKc5zP8oyQDAlJWXWpazJaQS1v9hOSi8UCgPTb49zCFfe3dgdb4JGbv1/R35wsuEDaFLcAcDlDEYJsmmUhXEJZ8Tl7VKJjlllaBPYHV9H9gJFswnGNUqcRLYIIw92kt3ARBPFkCKKWDyqIDdnlrVMg88mPKOU+CpcgURo5SdOZUDmemc+lbkmnDfuJKPgPUJDGWYJpLc5wf1dyzrTngbVTXcUr36jiYACzWTb+iHS9vSpMYHlUfYD+14UOSwwIIwy0IXxnaaqzBcRT58rNg3CS1+SPvDTsl2SVSgkiAtcmWriqojLwYtKSKa2JDb0g8jI74I6KKqblVpPMt6cuoJ/YGRw8KcjWmBMdRk6fiJTf8OaZbcaYCBEb0zsYoheBzXzROusCJe0mf1cgKAYwyDLjofZlFhZTDnIWW93JdAFdQxlxhdJL7WCE5YpTHXfWR+WZ9ExjkyvkKCg8g4CYUNZTli5mLbDLIcRk1sZ1BlNkUtPRjlYoBIGigssizLYpVbaQZMUmBjV79ruwuwxBkoDDVu4gMOFa6fYgdbRdWOz24tg6NBSQtzbR1PcPWG1TF6RvyMV1PWg1+lT+AtbBKy8BpVKjm9/j09dbXcCXyMpJaGr6GHLCTBwtyjUuctJs6kmAgY16dZpKuxWLax0nUQDnZ+OPCDzLGL3CHpJYkC5SlVQiGsygjWMaUMLLXCgtSJfdiLq4nM0IaRFZTF1AJ60iRo7dtm70duae3Vi36U1d9YVomzH9PoI6lKPMR6c7kWljejXGFoCkL50GhukAVYf2EBC8MK4gRLrHpiU5wqsF3xaQeBK5nQkEiD1HMAIWHAY7ZTL4VpVaOEJnkiGSeeo9JMOIZe5fUwhaQkTTmOKulBXmw9wiSanqWvyJ8t30sguc4Fc7Rvj8XuIlkkgWOqUgUObua6gB+R5abAYA7MOLL/yifAAhpkQQZtZ/OGYcbwSLYM37D4haMvGToDus0dX6VxlmQKppQd5n51JRmeWGYgcLQ6iuvWlWfVpX6ZTaqzxVyhjsa6SBDjTeQ+CNXBlqRRp6zthnGIBkUWAnelMI6KMFWFKoLKwRu4OuHQh6U8sDKo5ZwYLICwKTAMtSJbaei5dpYUNlYg5jp1YQFUF/Hf6AjKGylzUL7RZgGkoKwMZEtyjd6uulqGKzndsRRNIN4IhJ0eCqCT9HSq40HgKjv1VOjlFt4KstqJSg8QgCyH32PI0IbYDBTwFhZCgTXqQKMFpRZzBoGdwGbxogTfhwDkWHLVGvNgZUAspxE0BoRggRXDoKuqfqegtzXTiVFfT5aZG3gGeJY57nVVVqbCAUfKWwZCffKCait5RRikDgwcgFk6eZSfQFLpxa7hQByKuVkSnlZuUJbdM7m1umyBoYWTbRYTHIhfKhRUwKwCc2tsUCOBoHoGuVu4SZ4XbpjFuQV96VfuVMDfiJvY82mmK0ygitNS8QdGt+MimH1LOGCScbi9TFOp1BkdphvXlPrwNLObxrKnC36FjDpoZgEMIts4DZgRM4jyMCsStwgL3DQN8zhzS41B3i3jjTkGFQAmBNx0E0jT6lXCYAANDhge5FjGVhymmZe41R4PtdwMRKXHWmgT6AkLZzWBVgjnntbt2nzUlGQ71o4ARyg2ATm+eBlXuGXMMogsmMdQ1pFTJFYS536YAHD5dYeGh51s0wqPbOECOHQ6DaD9kzRjrTtHYbKwuvOlH4rgD8swpAwYqATvHcdQcIXtOFaGFV2C4YBaizkRTGkchKHjJZmVem4Sc+vDNivdLwRRAACeSkJfOUESYstUSDGIQg2CAhOejEtWhLsSc9EUrWXRCTFlvIp6Q6Hs0/j2mV4f6HAkxi0eJJge3028wgKycPAk3lIOxxa9FjCgdASSXAHXYtlKjKKT54FnhYwiOPGyBzQskE1cWHhFHwI59awgqSy4IPYHiYvh9GIAw9B38TPWFOVfYLJOZZHHhsAmVGh3WTatdN2JVg1M1mRVBSl0jY3lmFwmqTcTSb2ismCHyG3BxRYzJmwyr52wpeZNl5CiyyorUl6OdUulAhNJDYHxALlSwQlmThkxDrRDKBD/MFaQ5jj4zM/VGc18GSB4cRQxiQbQ72cY1G+YLxa8icU4Y+plFAJ4AdvlkKIQqV4MKexiMVUVniDA39CPbKGlcduElt51JTiN4nXdXpaa9HTZB+OYFyIrg1MYPfrKB8x7SwCzcyi+iBzh3Fn1w9IoBjihhRKFtq9BU2hXpN5YSqw5QVzVSNOUbiwtTad2Sn9fYOqsBaHwr7V7mXFU5slk0Juum0IO5VZuYY9bafX6AGlAdbAcrdjKYO2nEHC0mqvfsY+LAuhK+V5G11ekYNkVbvW73nihjo2t5tqXY6Xh6LIWbyly6VmWYre+1OTF4oOA8gbbjIgt6VewWcJBlgbQF0maQoX6gBbYBpXvjnW3HEmKxoICUHQsB6oyijzuhYzu2fIltP6JfI45Yw3cDKTja0agAP44KPPSzIqtcrFMgiOXKJkdEZOjtGFIenskqSCOVL6y7EivNJooKivEeHPcxII8sEKVO/XFAXnjDWIHQjFNbQ+iubCho2EVlg/teYzBR2goMJ95IIbcABlJMR0nmH2mrUOOZNBQ/jI/URL26a9IIUtCyPIgwLQyT94q6qQHZopR4ri2rjuqKXom/0RWr8GEpviApqeyghTxlDicIypNIXRAlfqmeCORO8kjyvHznJFGV2WslFW+G4smwc7E3MZpmHgKHzA+7rK6AwMOIey3AZ3U2F2wViwHojMIU3t5FeOjsiWhwgQOQh3j2ABIdR3BN/HjmqcyoG6IdUKAb+g6MIiEtBPJ1EKjW29kCELIskGQRUkaRYGTQnpCnMNQKtdlOHABHbMYb+QFllC6HafEdqEOXWGIANAG29zcqzsB8GJQ+IlKPFo/DsN0eRxHVTkvLAMfmjqFFZNnOVSnhwEqR5GUmECyR8JQ0sZcU0fArVJgK8C0JLSLJ7CMuZs9LNXEyQ+lJqGr2pcaZrQZYqwvNxpYeWY5aQjLUdJKU9m95h1C8f9DwfBtojDO4wjKlMnrTqqU41Yue1nm9FSgaSikJ1w88gYYmyCE6RfReYhVRcID+6wmAobUoUFcglhX19I1LCYTcq/DhhUeU2Q8cLRGhcElSfbk5FpiwZFOTrkf+d4AFg4m3rMzoZjBQLVUJWoirfNCWHcD7sk4VzGsDDfP0xh2kV21k7Wr026junc9XKkLWBk0S76VKXUqwQPxqZe+KaZmhFDGWFZJnkINJHGSQhAGtp1XUiUG3gB0hkzNHD+xU2xxQLgqRBDGOmoDuxOLPIwUAHCQx25mx5BfQQVwo4FjOxmp03jjJHWjDBCrGgRBMSb7JNQOY4cF7spqdjpjjHE7yT8yI+5IARLyoUIdu4yAB4TpFLtldKoDQKnwicATghOG3myTZBqXaVDhmyrjj1Q9iQFrVOKICpPawXb4RpI4PIojjUZC8bUI6oREdQcsNcm6YImbkq5huVlayXnJEidrQqU5rB5oYDfOMkpFt6oGEPHCrMUSWVqcxY4RxqV1WxaBELLy0vdQevtCU3Q4kCitlK2RNFU/Kt+MCN2yBmlOaQOg61kwsGAi5FkpSlnJcgAJbUGIBmloUXlB/BZVRXbbcwYRllEYB0keAC4ANft5UBkGuuICrj6w0sSPbZVamR8pG8AjrnhLESE3oF2WRo6CweQmzJ1cMlMjWxfhxdQZAl4kIShXJOZK5eVacE381HS8RL4U2xZXpyAOodhh4Q0yIm4XUCL3M3K8YdlX9wQKHjDikhQZ9naGrZgEaFlxOAY0WJMMNkJRpCkgdJE5lZ7iUohMvfaIggwwitw23M7PXMCpTFWuJXJSBnHGcoypl8epF2Y2EKNOllqVZJFTvjYZv8tqkGT51sOK4h9m8NAz9Y4YXwspCJjcw9xnGwZqEEI7pAoLNbcr/3TkApdyebpeDFXM4k0F1kqoYIBn0JQVx4kGFeQXAE0EqOZhJcNAzJ1EOU5lxOF2ko1qR0DDgzwFPoIGgKEEw7hIfVUR0UzunQhpprfo2vSUepH4m9bLHEpxeScqKzSJZeea2KmWGcIXYSSNlKjIkPUiLzA13LyYVYn9SFNmvdJ97pQuFJEBS48BEQCLgpP95uiqnFtYGRHjLYxkR4YFE/mxNSiCjNagi/WtVOa7ML2r7aMdLGFoAoqYR80l99bWchVGLSE039OT9/R0SQ9yjVmVJ6B5D6WdYUEVRaxg5+SpE5aeqigQ5gkrCmn1rz3ypiwYDQ4W7yyJL26lZ8qcUMleF0BkCsm4ArQl1x/qnClcwTZNHmnJ7UgQLFyW+1yZ20qACeDQtHam8pJZKJW3YGdYuo4VAGccCg/IgUb1BgXmQ3kZi9kECUQmFlG1opkGKq8cQSwHuePmHtVECGzOSsiVWN6o/SBplnHlWyhZ3069vDifzlCwmDQQ6NIynqbgERIxm8kb5FakwsjCQGRMSLHytKjCXrGuRYGGoRBtbdrQg0JlFm6bQWrihyAsgB2rHkYNVhPHQoTByqkgSxuMzyrEMV9AjBCNtSvd16U/yBEzVUAA6wzvw62ROHoa//xGV8SqCpnZkspQWf2xJJrqHAxYH5X5b45EsI2vRsBmpDEi+eHa2ibTVJizPtuyzDmAVOknoJujdBWQR+FJNh4kCjEb6aG+ENAZCNR1KyAcWHyZVAQqB0akOBzkMDIHF7eX8sOYD3LDk9xLAXuiiDz4ymKKLaxAFeLyuRMrqMCwsJkY7Ve/u9bABiK3sxSqL3OVyrktVfW7x7wFmJAW0BWMVsvl5oV4KSBYIC/CqqE5aKAuHrQxXRacc01Br0jOQJF62KwEzJTGoIw5iACLbVuEFZQyVBEm30+h3RWUHY+yyBO/xACxHbyRZE4spghSHPjWtrwkzRzGT7Ccl+NgL+sp6SQSr76/vWBlVUbabJTCNHGZfm9JtRAm4b2hIIyhRgcpGR05g8VQQjmU9DKhBCvfEi0deGHu0M/jhKSaLX/H2GWF46a2m2YwqBKVpsy/qX6n7y1IsZaglEOLde5i4OPKC+lUdeM0N3mFqkiCnK8dQgK1mVsVCN+XxWAiccBKoVub5r8HFWCmmTYQiwmldlSkMVAyZt73K582wBAkN2sOM0ccqEoBmZUSnJkvgzxURe4qLBwmyEisqXplV1fIkQqxEh6gF2LNdqjqG8VlwSzhTPuhV3rAZbGQR0qvccycGJYitsnB8u1B6sSwIHwId0A/GLQwdUpVTmenHyWJEoKxzxZRUGTVWjelDqrqhvSebpQ8XzHIQ0nMIZIJWYIcVhsPKIh9SUuA5eADqcSJhd0c41bYgoDoXmiVSI3QXFO5Gf5kQUDhsMdVhegdA2SVhVFLcqcctCHpoiw2j0nd4vKNTS0P4UBDzGlXDbl1g4L5R5mybFgEAXlMsJ7KRwwkBROCH1hgkIRJZsWpDyim/IzJHhVWjKvTruJqXwHMlKUirJUouqU1kvZT6vgcMXeIbVJYVq6w4l1GQpMqYYMe5kGchkFisbJODBGYFmkUVPIH0hRWZFAA7KR2nMaJShKYJdXkhj453g5rfsLAdawkhUbwK5sGesweYCziEPowtT3l5T7d/NXCN8nLZZEJtyqAueGHFYY3ac86cUvc2WQiVEIuZulUcnMBRbA+rCJOsWUiWLeYLCtMKzZAHAWSiALZF7heATjuZzm9VtXvpVTzLLOl1s1wTXWLsbYlGymOg0HsBVYCoy9QOWyq0CpciV7Ajo0G0FdpAdM/AsRwchp+QS53Kus/CbHOsKpq96qdQ+axRLzw68siPbqMhWf8v9ivoUYJ5PQFQaXV9YdOKn2VdxDFUmUh1nnM5BrYtq4/GWsWC27pm4KgwjKJ35h6Eb5lMHTtBB6qX2xdbUVTK8fMxw24OaUUgjj04zfabxobxz5vaf2/mRxlfzdNJp+/HiRqdnh8fHp5c3j04fT20/Xp1cfD89Pb06uri6vrww8fbt9efDg5vbo9Ozn8eHZ+eHN6e3l1cXl9dvHx9uTT1eENPpx+PLk9Of1w+K8Pp7+cfrg9/nR9c3F+cvr28NOHm/PDf56enH389fCX09vzs4+3Zx9vTq9+Ofxw+PHi47/OLz5dyy159cuz2+P3hze3N/+6PL1+d/rx9OrwA76//XB2fnZz8/7q4uYGD3h1en16c/vp8gRPcq3/uS1/PLy8vD2+ODm95Rt8fHv2Dq3fnt4cv6/uyh8Or47fn/1yerJ8MT4YbvL/4bv3p2fv3t8cXvMmx4fH7/W1Dj/dXJxc/Prxw8Uhup19OL1G49vzI/1s13jFa1ztI18WD/Dh0/nH21/PTvhYv5ZXTKfD/E7lcu69HOSbHY7Sxf2VyuSA78PJUM6m1Me5yrGlpw/z4fwrT8ScHfJYRTmhmmdo/kN9lWOBjzA7F5iGi7dv8bhHh9eYtfOL/z27/cfpv369uMLIHX58h6m4+pd5CHmmT1cfjk5vDjnWH9+dfrh4d3R2dfP+5PBftx8/nR+dXl3f8mIfLo7/ccqxv77RL3l0cYGPlxiv69OPN7fvzt7iq5vbt4c37/FduWx+Ob06e3t2LKsCjXk13TvJzWGs8uRX+kDdo+FDMv3KU4/V9GjB4475etv9+8Z3y4M1Z9vrt5kWp3/Mp8l29WpanCfDh+3OUtNADkrdHo8sHwOD9/FUL8/Tj+9u3t+YIb69/KceM66Ua/oezrH8D69vzjCeHLsb9MES+XB6fHPGDXd9c3jz6fr44vzygvtAT6Asr0vpcoxlxQH/iMHGer+8uLo5PZEtgiV28x6b8fSXs9Nfjy8+fby5Oiu/tZ33tzdn2MZvL66wZ49vrvSmvMUWwW49++ft4Q2aH326OT16V1vo5bml1/q04uPkXk2Tt6PhZGAncaE8lhMC/E4dngCYD+Z3s+NkmnONHucPPO31JuGp2SqXaZajXdPxdL48yrh+0OvseHx/P3743+uf0mTII5TfmIONB+oPHkY8+2k4+2kxU/lP+XCKfTL6+lMy/8nW1V5h2jDw7MN2xdXveFC3Oct2kFJYp5EqsqCA7sjiHFOLR33Qx13fHF+Wu/EiLRYzOfr15PDqH5AjmK1bDsjFh4urSwwRVjUkzOHt0RXm8xjTeFvOPEcLm+bk9OjTu9vDD6dXN7fn1+/eXR2e/++1iMHri3ciKtjw/OLq9PLwX+ecyOvzQ7R9hw12+GGqZuPRF4VxmIx5WDXPnjZyU3YYRS2vwQvhWW4vLrmxuEMpxG65AcudpyURBdD56fX14btTszDNHzen/7wxy+qf5sX0W0JqHx0e/+MWkhwCFxJBL8jbMyw8LNWbCyxD/YdZw79Qvp1C3J9iIeIa53yr69vljqgEJWQQ2l+fXF6dXB3iZTBWWKXHpydqoh5ynrP+0/98TqZYAl9/4snxPyk5YvYn9SUZLWQu//bT78P55/qPM1kCLKrF46fohfCcBi0csigvTGnSOCTXmNjZ1cUjXPdE8dTtt1OM+iCE3WMrZRUJUEeYBgkrHc6+3J0MZ9lCNsO76XgxmZ0sst8gG1QCsyu3UxXjf5ZSYZhwiZ1Mx5PDqUqu5ZDikzOtVM8+Xn7CyrnmxHHjX1ydnZxfnEC9rX6nZfW21qdv3+KTlg783syF/H6FuXlP4QzJrsUHl+zZObXfu9N/au1wzbm/vpW7asGipxkK5FKLaFH4EDOihHF96FOuhSOIs/c71v/pPfbtJx6oXQyn92bTn/4BATDkMb/JaOC5OevwB24QpYUPcZ4o2YpvD/+Pj/v28Be8HTT49b/Ojy4+GPH49vT0RNYkW1wdvpNtc3hyffkeUEMUvF7ab4EF3t9CN7+nXjq7OHmb8CBhHu09nlIYnQ8pF7TKeTviLOd24uQJ6apZCks3C30l8/Z2NB7rx7+cqvvh4v7XZDi/gYq65Knxb8cjaKjZ4Wg0gMKBYengvey4sIq0iBO5wEf1Oywoj0UbMgvQXgGv+mluX2OBqwGM+aCIw0zloY8urDScQdOnwxzbQG6r7pMHLMQ7jtsgtdMCui+k21MVrIhn2bxJCYrWUY3ZpCcQGYAyEGHUD++AcQ5/hVpfam7oivOzT+cUEocnWJyQJVyDekavSw1CiXIN+QR4UQoaKqHD4xujzEWt3RB4acVRASqBb0vIoDWOLMmTs2vuhBMgE4F7tUbvKHJ0Z3mMSuiYe8vd3l1dfAK2Ixwt5aOWQ5cQpmfHZ5eHH8un09/fnqPN2eWHs9Ord58o7t4Ni/nRaKGuxgAaMGaUG3ACXd/K8iJ1SPnHbn83VepBNymCoLCSLPdzN88TOwvTpLhSuf4RVnIasr5XHCsrLII4CS2ihoEfJ65ikSsWyaDLxI7s96eU+FenGEGM+PuLT1fvkweejT5SuE3EwGEOI6iw88yJIgbwMdcXizlPzR4UMett+nYKuZQDF2Ve5L0f3n0e4b/5T8V4+pOdJelDkWVQ2aPxnahAOQM8Tx7u1Eh/niTZZzUZmVPcpxkQV74YPozvk9n9LBsO83E2gXT992I+/iynpg/nX6b47fff/kgm8yRNZp+H2UMxBXIqIACzZDR5mEzH87H6Oho/jFTyMP73Yqp+nuIm98lvagxhbW72n9lkMr2fff46g0CYYTtMJrMciFeNJp+Hw6L4Nx4TjzwGLp4W2LSzmciTu/lsMZsrvNlo+AekyzQdoaHc4I9MjYrhH/geIIEH0fOid8k9OqBvrj6r6W/Dh9FsdD8aj8bTBLhy8vk/2OFfvn5O7kfEmSkA3uw3NRr9oWaT+XzyFe8F5B0Op5Mitmbp6N/Jl0Q/fzqezX7ORsPZ+GExGibyBL+NOTmjZDYbz9Uf+bBQSQEdMZt8UXwAfX687j76cj+DNuOg8O2mv+Xj3x/mnxVhEIYxSf8AIlKjabaYfh1OZhjz/ybT8b/Ho2HGw+kfMBflhD7Y/8HwAKzgnvO74QN6/oG7yRPh5uP03wQ4eIQMbwkVC2ST//H1Tj2oCV5XTV01HRV3s/+MPk9+nqv7CfCSGmFGeTno4N/xyJ8xJNMxl9Lw4Y7PixUFcT4f4r7jdFEsJhM1n2L4ZsPs6xyyUW7+n/sRdB4G6H40TMfpmBO4mKspRm60SL/ioTl3C6D/2RxvyNfGAKgh3n4mt7xPRsMRlsdvo/8U+BeqQ00c++toMVuki4fh/Hds3nlyd1cO6iQbfZ7iu8nvwzsCSfnyC0fzQc31Xz9/nt9juIEr7z7no+E9j6yfqgd9ujxWhhwqz/Pk9VHy79H6V5Vin/x2OVpgcG+tnwcHDxjeW41JZwe84M+/6zY/T6TRAd73YDSm/TL49+z/GRzMptnBENjmjwFbv8fKOtbn22NXnr2DhfARSPD200fIuhOIQ2Nln32kaKCBfEjEdHZxXUm58y347fr46vT04+3pyTsxfaEEYcgCFtCsOz1+Dw1+CJT14YO2wiqj4VybdMeQiR9vPl6cwVzkb+h/vdLuEqoXt8TDGXRxevVW3/L6/eHV6bLhrTEStRaAaL8hLnnAPAzzowUkwNRYAQqQaXF/cjycq4HnW47K3CRh2eacNG9HEME/3l6Mjh/+c7qInbdT+/z+9FNcHB5l3uH5ZTBKjy4H5I6nsZUUylepxywxvxj8DkHjHJXN/m/gOl5qqyC3yOwJsyBJPeeP2kUgKqPYSVTM+8OIcYHjjut3gcAPPOjvwmWKkRd4aVRc1X4PAmbFKCtw8sInQUnl2efa77mbObadFL6bAIjmDuBCXn8AC4IcqCHNbOWpVJFCcV977YX36x//+MfNJ/sfXx7+O0gg7/FAcR5aWGJ+GjnRvfn5buAFvhtbWUB2IZSHl9h+4d/XegdpQOd9ntrk6qsIGkKFTq2BF8dJ4VhRkVhekkQ8dzZ8V/vdYunMuPAhyrPcVUUQxUn98QInKfIooaPNyZLY8ZOkqD8AdKtw01xWA/D9wE3yhC6Jmr3JtXYNE+QU0PXd4fG/bi8Pr6/FhbNs80Hs6lXbTKyn25t318SI1/+4NVtCe6jqrikYZR8ucEtZ5mISX3y6+XBxc3N2Who0S8j0IZnNrwEAAMCConCzmGw7mx5PzxKl/EHNoWvuvn4YQ4Z9muQQoLBxscFHl/PZbwObHvLEcpwo91gQhrU9pNuYouv88LhlY58f0kF2cnRLQ+CUWxtWFEwF4jUtIC7PgJE00Lo+Pb+8+dctHWs08m8vLwAHIUpubl1HfA7aUUUPAOzTo0/nnz6e/d+n0wqHXF9W3iyCKHkG3U8PfQnZePcjbm1xCx7+Atvi6hp26TsRHL+crjVnKw4zTIfzy9tr4/Y7O/90Xs0J7GHxM9V9JB9lsj595Ct/ur2BJXp9tjKR5XjRgXF4RQGnXY6lf+T4A1aOrJfSajIm6tkJXvn/Pp1dleJWsKfclo4TijIDa2t48/wMrU5x7RPgUTwEbHe+xOHlLRpp357293w4g0kif0N2vzv7+E+zBnEzWmG0vPjItzcXslQ/3dAuhy1c9xJyzWt/nZg1Zi3LTzJ7tMiBh2v9rnDr84sjegZMa+yrk+vjw0vqkH/W3X3nGJ/31+eX3om6X/yBVXhzSdx2TQt8KiAZNt6t7CeuOg4xJPk5zBCorEFkW7lvsVZYyPQQlcOi5oo2zjzxZk7PRUFC0dGT8iCG+9Kjc4ztMZ7/lMmv2pzXajKZDA9gnt3/e2Y05nz25id9qd0t6BHi5YYPPwFD/TSDTfdT9nnx8Nv/zP720/+oPwhiVc6fq28XDw9olVdf/N04mXiperu/TRU0lnqAkfZTMR3f/wRYJ1/MdZvZT+lX3nSmzAXwuPo5s9J9Mzu4h0U3Ugf3engO3gGNJb8nX/Hkf/x9S+txDkh8AExxOJkc/Cr/nPO7mySly4y24PaeU6L/AyDq+XAGHDk7MBNyXX3TteM+PcbTr9u73Y3GaTI6SATvzGQCkyyDxTRns4ZW6bitRSaO34SO8JaGn5O2a+mvrlUyzT43t4RVjlG91xPR1E4Pf8t99eroct9J8pU3bbkeQLf+q7nZTNzZbU2W09nYbjwdtr3m7Ot9Oh61NmqbyPnv47fJtZrPYYq0XGwB66a5iVbW01m3dbQo11tTi82x+Dwe/zbjw1wqNd2YZtoKX4a5Gv88maovQ/X7wS/861L/UWu4mA9HB7Cu76a0w76oD9rAmM/mtHWapOVqg2cUlvcwG59EYGYSAjg4lLiAys+gJ97iWtdYir/JO28TSWWnRT4ctzT5ktAr09hGvO+ztpvBTJ1w/Uy14tT7/QaWc23itvSqVsRnKN0Z5prWYmMXTDwN7wMGT3Qsq/G5yuaf8AZHw+n8c75T3YxUMT/gzMm1Wxu9HU8X95cJwG1T05nZoAflTj3Nh/NL/VC71B6vfjL+/YFjcS4Sdtfg3zMm+gu2h5oux1ICpbjFZLZ9II0SfovL84kOZcseLeZzLSm33kd3eS+hyMNKqLY2BU5aUFPjjXa/g+5glswHiNnODZtBQNle/jkejxb3D11a6ifv3pJLoGUwMrOFDg7n8yT7fDSecyN37MNNpMPe87bHqvoAK10Sf1ays0uncgtn9FfS4dO4fJbdynV3Mk2KHdt9Zx/uBqzBnr0M/L4Zj0fz4aSxcwk19aI1a6d5QMousrr+mPdYw2XPXrcRj7moum7tm2X/WuNSH18v7u7ENyqCtlvfaj2MJ18vJutAqr3fnZpfq5F27h3OyiWc71YK69cpp/vsASPPmMBoFcbs7lohv4Mr8+myw6BNuJON5Loc4qZ5y0Rq++RuCDnP+EmLpqw3X0xgueVKun3Sn8Wyae4KYDRJptVjHVyu/t3hCowFqLVuB9dbvmy6ljZ5mpWYbnPF/zcKVN1uaUccaIUHEdmvg/Ez9eskIesdXQhfv2pjrrFFtUqlqUEw8rqdu6xq6v3Mv3ar7qltsK7WVZshszQ9Wt+hatr+LovWMVkM6/CppV2H2+0YuWqyD7+oKRcqY27bfhfY9utw/pn2zKUxb/a3jxjSohLfLXl32lEzgNbZAQOKvw0mD3frhtTaz7R9ntDUuRlPhtnx5+GufWmabUp4cblkp/fjfw/ZtdmIYou192rv8NwG45pl1+v51vo+46Out/vbPo/8Mo8qo1qZuO0PVzV9yeE7XkAr3FfrtvUp19o/p8v3ZDw/LBmJnZ5NFCqt57OHYlw+3VMIB2NLU7YefMBnLWav1GwxmrdZ65UJXmieUmWKG94SbZAmU3yiKU+Vt7oRZnW2JA2IGo9Ghw8zKCD9Ls1e5i6QawPkLBl67UjnF2Mtvl2MRiRb3gzn+natM7/R4znXpajK68mYhJFOT1fvQOejKOFfp8lk0vECq52uk0J9GEL9delaNtYSrxzh9m7L9qISO2utldZPrJwn8kwzcZBdTOlTa7SrmnatPGbzLvo4Pl8Cr90r/hhYYK6arqfbcZ9XrUojNTEK6VBQzWDDbbzb07nR8zlXfD7OFtzTRq52fsi1fs+tawVQn5DdOjOWQecnXes6KTdcn2tUnbQX2uDd9i2z6rwuu+0xWGJe5z8v77A+ek+yFxl6ObijqjUKF18wSWaYDSfJTneo7jYhYfdAaLvs1gyyD9PxYn6O7+YkDdN/1qD6njjqAAkjHnaSTprdML3iFCdqpISVMu/wLrpxB49I2X4NL+1u+Xa3Gt+lUHc33UBdu5t+HM8/A/q8FZZuY8vL4UP3F7+cDr8k2dcSWOEuw6xzPz0d7c9u0E/nhk2uzlUli+fu8LAdLdObrxOMAa3RxS69ZVr+qtISRexupO5TlecqPzg1Hzptho1eTY6sxj7YhL8n05bFsl/0ryeaKHu9QADwEDAFaL+1XRPoWLaqXDx8ZMatTh/mOydjX8xU73elMnwnQYtsp0mxPTy5Zl0+YVhzez8jOSpqYZ++Zvd2e0GhS1Rdb/jX6UOSMsdgz+7Xvw0nE16BDrZdSJbzfzSe30wxro2GowR9h8lofLczmMgmH9XvZl5br1YaHq0Nexm49Q4mGegt8Pdiqs7mqnEYtvfqezNmp3buUykE+fPD8H44p7vwM6Ro0yVqUXVNBGzQOcZWka1tWPxdHATLIDajwa2XbzWFTDvzpkwgHk5b41dr8VU8CYOdmgrQsQ/fG8jrPtmJJ9Z7mGc6e5gsWiL3VZdV9fIP9TUdQyXp5yzReq+oM8Vbl+hx1XX4wGwj46M5OEpm5nPznbvyHFdbnz18GQM+dWvcK9RsGtcC2736nav5LmW7EaMGcihJsp16GMZCc2MdoBUL43KUfH3yeK7uZpToeS2e0zzZOrSa0Fg6zGfaasKHDuHYpOKDPDD9a1QjiOgvOlwjHY9nc+zdcYuC0a0ZFBtB6sjG5YdD5iblLRTcjV7aMmrpxIz2bD5MKR6XnynsOjwow+RMFjOR9U7x8eHDl+Fc/TJMqPa4j5Z/dYmuJ8O8DCYdXNb+6BJXJ4eUZOEpMNpioukSTVym9W6zo2SUPDQbTZudLjUPtnMn4R5IT45q526zRaqzxoZiM+Gr69o3TXq/fhXJRTTDKxe5WX7Rfo3FdMTqFwef9L8dnn0P3rjhFR9ITtZ4p37S/sTSOwBrafo0dInH0yBanf17MCE2yfQ1j1ArP74rj6KkTzQQ1tYCFU1jvhgecPc1LCu0oJuiGGZN7hq0wqLhj4zMn7LkjOY07+NUXL/E956tkfVxrD2ln+I5fA5izmmvIqN+TYtnlQhsooStbfex8psDk1KIZ5/+QugqVfVT2lYvTf0s0SErV4hM7gYmGVXt3lIr647AdsJc/K6W1ToLk0q3Xw/qyfZeGuhCWRzmZCO/CALsCOEOWDlAXrwN9+0VEEfrWrthxjHrHCldbb6HNNZFucQJ+XfzhwCbxhjZeozoOUJECZESYRKB8y4xui2M1Kdt15DT7m5NrOde4aptbRvdGPUeV8lcVb26RLi+YVQsGUHbJY3aq5fWPmbyIXDX0CSqtl516R7u4qvvG0BrD4tBkjRPbO+QGK3Dt0M1aoEb5iUuFvO7ccf4zmUym/0+nuYN/uGypVLToyRvQ0vCQmkNQBllXqOQfieRuy4BuRFEwvRkvFPul+2067/LUljG+Lq2e7pY4A8RvNNOgeSLyhuQRvaokJ3pRXOsT3uu9z4hwaPFbAgkNHs/XuwE7FlH/vAu0G1Cg/mxYZfvbLisbKNlxcUXNR01xx4Z3MFlG1d1/yBlp2xGuW+DBKq11OGnBufWsu3p/WT+VVszrW275VNKU8ZFaas0EiyfP0r7oKernLbruZrYPds7Te2NI1rIKo1yY711M3Sutz6BDDe5YR1a7xFXLuO7rF+WN1pa22O8h1Kyy9Rb3aPnryqdDXd6qp82lt2+HHeFv49GMj6fZl2j2Wv9fxnOhulwNJx/Pf0jU23O507OB3F9DEfzrk/Un1z9nflAeke/yw6s1dvsQ/grxMxbLsFixswv3NW9FnI/X8nK6tG6JTG91klnTjWGELe3NpWany5PvixMI4myDEmnO23A3vnsz0kaENQ0nn5o8wTp1tcZy1uzpkEvcoGOhrbHqdc6tIbEmns17cmnYEyYD91MgvXerKB8k0zvdloz6x3abfUnIGjQD9dnxMmqOZz1mFhjnPV6j2ups9PnJlWHXhO67PZ2PO5eo+HF6zrsx54pPdLkvDTZoRvFE+65oboM5J5O/jOh5HSqW7LGrDEFUjqM4WNYNt3ZMmW1uBYv53roonslh+eLh/QuXgEsMEqmJlu/47TtF3Tp8VSfx9nsgLX3tBo2Sr5b3y2OBLnIuGOFjt39ta+1/PaxV+t2nb0YVtrk5JEUTdGnp+Zk7eqwPxurJ5PqUfQmA5FvyB82AYVu8TQJpQGhXO8OFuwVfqt3monDSrpp31WfzkLzKaB32P3G/NG1MzdhPk1+l86/mj+enfkF61sCOYdSJf7gw8qfz8wcW+nLSdUu8JZOjy4EM5X9epgfXJkPnftIQ9OtM4PMsNvEz9Gl/Usy6fYkxdXpbJxzQRU3nxf3ad/e62S47ty28+EDFOp/VV4juXXq+Ij2nUl0HciJZVM6FoeTxqY64H+Y59odStLdM6QF72z1J6h2JMdN5fdYMjOsPkCC5vHb2t/4G+ny6t/5St2PvzR7OfemJ27vIq8r07LPDbussu09L9X0fjibNbh/mnpLWG3fK2jdt0+fnje6qtV/6tHt025OwgbRVKBY/wrMvfipDRWfGbFrsBEbeupASTOybe1+SRy624jUbFhd2aIDu1YlI2FNN+rFXmTdRm9HrV2tRnFLyzZW71rTlptPtKw6OB6NZ+rtdKge8l3PsBga+g2VASH57nbH03Gj3kSTk2lyd9d8lXZycss9unGXSw7I9YSm1q7hQkNtUjW5/Njo8xjTM1WNTp0lY5qwpicXr97lOdnRO0ufrmS/7n7obv2fu9pGVfZiqr4sxY1M4tFo0Vw5w7xByyXWS3r2qe+xoyro5iWeqkZNB69RGeLnu8kvJWS/UkWfl6ld8omfvnt14+6WILbkcsvufseVZn9KNuyVusO47mYTPSEjtp3autYXJkiD96ze5XyYQQfRWdyZ4vqdEWjbybA/JtH1ucrKSPs6ibJDp45E2Y7s1x5U1peoG2OcVgLZOjRnZYmjRmJH2fB7oJ8etzI2e1FVPz0A/B1iYxouQIcuj2N5dt5jXSu59ORdds/x2oOieb5o3+Z7cDm70y/7UCpN2+li1559FPuyc8OONE09Bx0HrHascgdy4AsxNftXJn1suZ5vQY/sQXN8LKlvkugja5d8R/PF+pn2j7oYUWo3kuKWKkD7PMmexYTaL9LwIl0LDJGpe51Nd9di6luGSIcOZuKFOdZ7tjVr6inLEn2PZMmXZTvWOjUzlP5yDMnuJ/585xzJvpTHo/G8JIL1IMi9PN3x+2QvvpIR+5IR62cqYVN0a9y3bFZvPuA+tL6+LL2SGdBsW+xN2PuOCXidSnrtJq71oY4+HQlP8iBvkrsud38ly/UqO6ajzAfH1ceO/V6qXNl6p4+7hdq3YgDW+3S8jaIG1aa1obedrn/Th3pYqvOOzSXjV0OnHj06chs70rW+EQ9yvyPevi2R8T6ZHJwnXXhh+OtmeK+p9AcXtT+emy75aObjZIqvhNCFf7RB3NzhhamSf80igl0uU55hqffi8kxL/fcra7KhqcAac+ljbBf8g5X/+NOGulIelxGLxlKqG5yx/x0PH2hz785Pf3IaXEM5k6ekz9Xe7HmIbX9F4hf5WdrF2CjYu9G4th2Qvbv1CzG6sH1ojMEyfj/+0hKB3J/XtTGIjayRjdbPSHzaOGHnb9ivkOdzpf1nrQ+72rz9FC+ZWt3oORlpy8XT8ijLhi86yuMk18UaW55v2e652W+lL63xecpGzzl1nSaOD/ICEycjc01InBjnR+tTrbR+znEqxV/zE5WtXoCAtrnKCbkFGVYetcaH3Wz+nON3CStCxqbxmapWz73KNqnFzc+12f5FBdjVcDLB4igKlbUcCkctu9b42Xdsx0E07Z76FLmujMI+hLuO/LMOpQH3per0J3E8sg7UU5dA6lTCaHuct4U7/KhY0x4lHno7sl/CjP4BMgr3NZtfOq1w77TAb5PY983T8/r7GDq7C77fPD3q1cQwvyXbedh+rjiziVaaPrcmnoySTH0WQXxw/RvDRh0ecVenFwU4sGvvtoFD8/0zD9zfNw+23xulJJMhgEly/+8ZPx4thlotJpPJcfk2f29uel876Oph3rn9rL0ljxju0GwmGnVHQ/1P1Xb4kKs/treskqaGs2x7C0Z8Rifp9h/v1fzzOGesdr7jUcoWggZbmhjidVOT0XDncJdtloKmpR3BTFuTplkrWxlE0NJqWpOSDc1mS5dmU6u6KGxsN54O256/cSnNSDXE3vn0cL8Qd/eWNotJDtgi6/OTfDy9HxqaT0Pr+/lEt36f0JBuaa3/1ZpjR9Pfx1NAGQqkh5KZsbuV/qfWJBVzXrMvB1uPDAFE3KF4qvyv/5s2nIcgrUyaEJs1OU2f6TyEBnrYU+WblRKlELJXdaVfSJZU2wc2+5bnE/RLw+pxaPbqgUFNFmr31CfT8nz88Jtqqde+f+YT5ptStstwlCfAtrT61hlKYiudqCKBhVNmfze0nibZbxizLqNMEEtU0riXH1Oqf3U7lbdr3Ee7E6Hb+yzPEmt5rDLReYWqepHi+b6s4pfNvo9M/upZsr/jKd6bBL8nLNTfPWGsc/ZX7wL9XU8ZK4vTtzb8DhK6JB0KeqmMfbS/Xa8UsL2PVRfGZvca+TxXazLp3r5fBX4eedO9NaV599biEOzUfM3zeQJVz2j7bvm3o9/441jX/BslL1R0/xSW65RSdN68Izc6vlMPapqMjqBNCI12nl+9vXfnFLYq2UxNRUk87DzZ+bs9IeBXAMRJgmG+eaQn/K9wpsCfNIFRJG7DwP0wGXsVcRED0J6p/lQnI3wZzhbJSAcUsZ4ekon+LPkww92lmbZ0/jX5olq7PUWCYUsMqdaphKd3n8ez+eHD8L4kMe2OCInOTh7uFm2k3Y2yOJ0bdoqBPUeuYFbG1b778wtq5jUzK+c7zzPbmpfXKzFNehwDFdy11pBf7dMrzQ4b+7mzBffK/luazmTt9evVb2b2zBt88dMIUrq/lyu3UVhsdM5GKnl4P78f9ey2Up6tR8f9jk5YXqayVEbDiVwCmnu+w02wu/O2zdrnAs91SvOWXvs/5Mai79B5KKmfxtApt01jxHyt/F2WjDICIKWFvCY469rl2BM7/CXdSug19i2pFJpi3Cu7cqVL92M8RCn+IZ7mVhDxVOdtdGvc6+33TKvtfmTGipgySOJ4BLz9cad/b+NQCbOi344Ww3xpZmoDqONTVNcYQ3YtR2h3z545qf1TRUViH43nZw8zWNwjAz6WXzxrQt5jzhYQy0mnMHbKxHtMltoTZTy9YNqR4fAb2tSOxt+0sHojRn/GbKRqD5onpc3DhL6zfIdeeA6e1MlwBgHQUOTpm6Qmfb9co83UKVNFZo9y4Mxk6pps9bT5U6xG2OGON+O7u1GXCz5tfe0+Vv9qj+kwTccPnbqIm+EQEkd7JvipWeV3y+2qp2Nsb7ErHetuNE6T0UEZjiJ1YY1es6WFptcks68PWUvDNZLNlib6q0pXN7RkntMwGTU32kKi2dZqFSA0tNxCt9nSahvdZkuzLXSbba02aDTbGm3QaLY2apugxWw1frrZRLNmppuEqYamXWaqatxpxpatV6ljay0XXRYAG7VdZfe0Z/SQbn5dAeytm6cyzLaP4TKGrqX64v4+Ecnb3K7hSuu8vrWfd0y7mTeqhy2vOFX5Imt4i+r33Y9XNWnYMDNT6mbnfZYNRnIUb1OL3Y+ybLN7rmttto/nssHmftRAazY3TAJ6PMaj8XTTXqoQGVDuh+TreDHfuAp/XLGBNn4mHDPG8OHGyK75XFZihBtt6sc9bPz4fih6jFfY9jNd4Nfz6aqHZYk4h5kcEv1gPmxrc20YgFsHiOesGuRzmK2p2prHBYvrfvURSk5qdcnRMD2Ycw0e5OP7n8XTUR+w5c/y/5/RaPevu39Z0bSL+RAiRkDCMrl39cfJpCyau/J9VrrZ1n+ATEy4lXI95rON35WaMMR+CVttZdlUv440nWrle+BkTP9w9vkctgTPD7kajzaeSccSNxmS5kd6Xo95KMFD9nVjEO5U5VbKZ2/HU13cSuXG7bPeFig853o8nU7H021tPgulU35e/4kSbf27UbJ4YBgD+OtX4WVujJuwkE1hAvMyGy+x0mad8ywtBOsxg3hzgDRDfMdvZtTXv3+oIbjZxuNgOrj5YNR9GW656IQrgB7mw1npFt863GVMduN7xVg/dgmM8V8wYqt7T5pAoKy5VuXrWVKo0z9Utu37S417V79Xs3UCmfl+vphc8wSjTP26TqfVLb7cmWqdo80f55/V/cZbaZovXgnvNix0UY6VBr+rdA1D6a8x3+PfT2GMTscPxsHQzuh9Zdlub/MDsWx/ZPLsN6fF/uhE11cS6isJ9ZWEut7tlYS6q/krCfWVhLrzUq8k1FcS6isJ9ZWEurPTKwl1pWVmLL9XEuorCfWVhPodkVBfuaSvXNJd13gEH/SV2Nmt6Suxc73DK7Hzldj5Sux8JXY29Xwldr4SO38IYuefgLb5fTMyf3iu5Q9Gn2whKPYjCG7w/74ztty3I7y1k836kLDaGVM7+EVrnNm1Yp5rv7IO595FNretQe3IX+febn+I9VZP+TDt8nJlV5RksuYHLVs9Z4n+JynMbohAei3mLIj2Ftcy0HaH5is7LUx93YYmXQhGwgWYLu4/JLN5J3rIsXGftLTqxzPSpza2UR1WGnc4Bm6lfb38fJdOsNYbzKisNz+qY5V8zSCTgzN3Fo7OyrqGum5qQxPSY44/73Tmlq2GD91H07hfu9x8T+6W9NOroX0QzLR2btjkP8pehDvWhQ/2dTIkW5zslOaWv6q0vezjfjywjV5NplFjHwiY31sJc6tO89Vs94ZeFZ7gvM6wOEfjJG/s8l0SzsrmLJuejC4lLPLQyhVZ68x3ORpO55/znaZVts5vqwnq5SEoXTrW3WlN5LiNjmWnUu3t1XmvTuICyFqZfL3JdO2N9FnonYh0p/eT+VdRya1Ne3Dumpx4j6G4rXaTu+w0Htb7bjm1xW66V/9TXvah3+kjQprk44uR78hnlI+6T9tSM914VujD3Cy5LvepnEBqfi3Cd3d8ZJXdc0SSGIVOKz/1yeh33wE97Udkick2PSJXctFyiLuRK9TX3XCQ9HiHFdN6We5bvSpbmy4PXTn+rLLf0vEfTVScbVwwc8BNT8pVbyZZ2WEJI74nNtlT0LKWcrytkxYeDUh8K4dLzfkN3USlSdG1Zxf2V71fqaXkPhA+k+YIvVmr76ZKGS5DQxBWR6xaxqretEf0fh8ymgRzd0/E90NeM7uAsarhtPWwsK19Lpdn8jT3Exw4nvJ9+/PdOKK7K9Z/IyresfnQzbBb732CPcBoTMfmL8dEW/qqN0alT+9H8ab2ozBhxikCHsFDOkpmqgsJaUf3Wg5Gc/9KjNLhdL4Z2tjs8ZgSdqN0pz2z1pTv3+Rp2EKGSnZarU/GnHqnIXGXlgYRdGvdi15lGhv91YEFWXb8MG48bPwxLK7z2vlbfzQl3O7P47qiB6QpH3etvcYh2pHab5av8f1s3FUNVb0a/fUbjbG0jZTo1qPHmxuGbLfGpXekXLAwjf7bsyvhKNHofr0+PQz/s+h7x8UdxNQcSv9FeYDrhE+RZxsFSTpcYDz5ejFpcIzsIg+yvqisS2z9m8+L+/RKFf2ucMbjhM0JX91uvulA63Nm7GbvLsChrbdkwahd/tDWi1yb+Pi+/VugfU/mpm6uXUiko9GV16VHj9N1e1NEd3ZoxhSavJiS2KXpXR2ojpkEeEhuOziuPnbop+jA1cGRwyzD++vEjfo3Xcmomkt63xTQXG/+3ZJjDxaTu2liCLKf9OcOXYcy7L8ME8aRDs7qf3XoPTLIwkzEh5U/O/THXzfDew1pDi5qfzwzu3cyVZNkqehpUtb/7sIPptttrdvB9ZYvO3ONxblzlIyYs9uvU4cjsFc6yXKpfElPRIZuygOrX0XWeG3Wljqtb295hJvlF/s8wfo1ugxGiUG0xFliEv13hysspiMeUnnwSf/7PLTw1Z4VDtCXeDvdiX0qOjk9r+OdeWrPefx6yfBgy/YLYw036jRDUh+PRocPs9/LFJ/mJ/gWlPbHs9RrrO/GO33D8+PlOPfhDFuQNMX+/fem32uYdT/+0hw2emLy/rc59b7LHut04r3OE+l3nX3PvX/Nc6jSFcqPBkFcLtLRMGtm0TRcRQeEmw2F1u5NLrmGztKty/PrVAHBAh1TMNpbdE3SaPal1RpeSdJDoxVcz/1YljRua9kxS+SXtqfcI59jSZXWIzFar7zY2mVnIG1n+keFmMpNWH+p/ZIuth42/ydNufhTZFM05+QsypSc5oSMeky7qd3eiRs9qzKvPbLeKRMgT8gBQXZKTa/1JF/qbzdaM+r1RU3Fpz4aPyJFozQ/xZpW84QVcdFuo5B2M5d+o/kzkupJdfhbex5CbTqfIhWhY13wFV6qGQ5TEqLs2fzYZatnHMD1dn9rzpd4gTwJmdK9Z6i9cGxCM5o29LGuzLtNNVZtysKjbe2u1B3Qy26Gr5R/5c77oljrtdG021pntk/bx1fBbSCOfAcFdKu+N+NJgwO83uV8mAF0fB6XpSwau0g7hhsfVOvQ67ZX0GBV+w5s/ZLIfDxePDSsmifN29FtBIAdD6dZW/LJs6X58JWBAVupaGX7fmlBteYA042eteyvk0jUPUOITvy3QzVqyR9YWrYU6i0ZJ8+SUvQ9JQr1Sv/RgTu9Gzs88bVSD0eN7NKyoeYUdMkY+8YZSD3qUf+iplXG/jl+mpszAjo8zwsnI1XRPm3xd2h8nXxReQMXIntUlpPpNcNak9W+yyNctq8sibUcm91dvuusqH0Sm14kP+nZKn8z96MxtPDM9cE7NSpPZGlv+eTlxvfIqGrgBz939tUPWvFcNzbgbrcl0DfL7NNDpitVQSKrppjKnzTDbJ8C7/0y0kzr76SGfJXG1qtxr5y39W6tC/GZ69v3TsTbP6POJEPovdrAgFjvJZD7g6TRaUZin341vnh7n5Y4yPbG2r3SQT4099znpr+qdDbseZzASs9+N60Zub36/YUOTdinz54HLWz0Lr3w3S/Rrrw3upSlyXt16n0mxMddx6S19nzkaRL79Dl6ZIovPV00t/fpqwPWHSqGdEwyflzv/inK5aX+bwHsti3G2trTOAsedW7GY/q+Ht1RnbbRqfeWgzb27XcKxD1qCKe0XuD6t+FkwoTehqPgtEFaJlb2yDTvnMSunbV6Hk+GyWh819haWjSeRnIy/v2B5IjlwZ67m7Jkeo+XeqaEe3MibXmIYFNTAsHrbLpbXnY6kKVHhn8XXbRnKYDrpFCt9HU21FTY2fFozAOIxSRt9Ue+Fhvo0jXb/+ia8hITTcqarR3WY7haLfqp15VKzs3OC60eiMOVQnG3x1k6P8ZBPN0rPux1ek+vMhESRe6SS9XzgJ9exR3ENjtjbLfuGW5N4HwLbcGLH9Zy5zrVhvizl5FYtjcayqQlduqmU/iYYJ/uVmnPV6+i3pLO35ZZ+qHKW3Q/yGm/ahW4xzEUQ8LCvZ0LY6BTeYJOj16aIif36nee0bH5sF9Fjb0PuNIddU3jzi/Zs37H8x9vZc6XGc/7vfxG0YxunfofpYXhPZz1GOAf5uyt3h16Hda138Fb30ENl7/G2Vdbdl2/7thBtZFqLg6w2X+fkjf7nNu1nNXx5GtZkr1T4Zp1SnTLweTrvdYT7Tt00XXl3/PPxg4vU1KnIii2Rhp2dOzRpXf5nntKhj6FJf4cFX/+FEV8qhSDeQsGWevQxsZdrxW030lx467XB3DOdeEBTaPo2OvlyhIN74ejZGq8TB0P7tuzltFar/33T/+qSD2afmcFlPpWQPrzl1waZ7OD34fzz1pPc+lAIXbtW4IvNWffmmOnky59RMWjdaBQRsl31xfd0f9iMX8ttvTMxZY2OwoH9ya56zJye5VqInMr71qlCY3rhOeu3b6vclC6hogYbq3y35wumo4XGCWMrfnQobrJU5xI+jK1pzIT0j0oY7uHI6y/fKfu2tFLByd7dtrn8T7uRpemB1ASdukwFad49blj0arMZAsk3bt82+pdhHfGv9qjx/XufKx9y4OVGrk8or7JLf/YqmLTMq6sUxq6RZlr/We6zhE7G5rh913STLoSfeTT5Hfp+6v5o2PnvucMf9saavfJ5OA86XK48PiHrbY21XlWeZlw1RxHrveRhqbbNynrZiq6HZHP1qX9X6QM3KNP1n6tB8dM6Adg9P+qvO/54uew8cl96VlFTt/m3XSYt4/tC5x8/kIl7jodrL6sh6eLDJhOra1bt2zZlOkE2BxPWmiv6znw/QrydTs1/lnK9qH191rerwoMtr5zr7PtX8v/de78Wv6vrWet9N8evdeKBz7+CvuXH9ynz1+2ZOFGjwY1t9FDb6pq9tq1w+MLJJZMsP4dx8uiA4+py9i/x1+okuOWa7DEYdvg9SwAqZKRAOVGE6lXtUhTOkbDto5XfaYKk13bfbtKlDfju7vdjM0+JSurVh2HvJHRvHdNyy1FKpuDzfvVtuxygV+h8z63vOFEw6ADSV14Ox2qh3zXpC2GK7kW9VZbSkcmWcaSTi0lKJtrN0rFTqmEmLTXquxQ2lN/1aUY55+kCGjSUr2zJlzb2nWqJ0pS4KOLjkoiWE3QNDTtU5+04zpa6/A91z6tt+y0cKrWsy6ju2zdYV6rxt1nr+rSMotPU+K1ZY4WXaXD01eL7SIbdpaVrTWYLNM8mxq1rZNFJ/myaBUvi27SRZqt+jOaWraIocVOmbCs+TpPdv+6f+nWsoeGDLJE+CifHmaLCSMG5sitjZb9avpWVYTR3GQWX+mvNpqSML1CStj4uVv1X831XCmCsNHmFG85VUtzYkeDEj9v/HylZsP/rpNqtzXUeQ3S7LDERGWjxXyIhaCJpu8xiv8lzWCkCbQ7mu34cWXYhvMhrjLX7oNd5W9XGj2qlnANcO1ZnqlrzYXdEqRaZc1VfzeaPUUR5Z7o8BX0vYK+Vwz3xBiuHZA9KZp6SpT0A4OgjtBmnqS7S8RXItm0+gYS+Qnt9W6C9uXF559DLP6FbeGXMilf4FyR716sfXPbrpKJnPKNE1a2y9HNds94tMWRHE7BLCY8+sbJG2aRtT6nafcUEn/z7ZsNgWX7FzgIZP9DQGqG0o928saznIHR8UCLfc6m6HmoRDP1umz1Qx/50OOwhdeDEeqN+5508K2OL/ieDwnoWu7/tXZ/2bF37f5udfb7lcXvWuz++6lL/2ctN/9C9d9/+ILu33OJ9lIYZsIFPE8m4q+/GTecO/oENdVfqMr5vrW/9y3E/c1rY79MoetvUK76MeWm9ywU/RQ1mn+gAsnftFTx09YH/vb1fn+MSr4/SqXcypJ6vnK3r0Vqv7Mita9lZ7+fsrOvZWTb+7xMGdk9SsLuU93VfHjhIq19y6HuU6L0T1Zx9HGlQx9VFLNPVcs9aj3++Uo3Hn+/tRh7VVjsNRfdqwT+GPX7nrOQ3mt1vG9fHe+7rPTWsqRfa619R7XWvlGdtD9hZbCuD/Nas+tPWXZr/MMW03r6GlevNau6zd1rzaq/fM2q1zpRVevXOlHb2r3WiXqtE9W1y2udqNc6Ua91onZ1+4HqRP0QFZI6VzF6rTe0R72hLXV/Xgv0vOZqP1lS4msC9mvZmqcsW/OiWYs7tklVAGbn07SUiFnJMmz4eceUV79ve9NvXilGVAuPPvgAfQRT9m6KNVJr+EylVxpT3V8k9bHc422PULZ7nuzLv+9qMGK0Tc/SjCTBxcjMuJC9vggqWXv0ltbPmLi5kdlKP7eumd7hGZeNnz0Tl17IvxtKtBwf9hW9h5lw1ElmUjqctv2h2/s9Z24st/Jk8iH52jCua22e8XFI63zCdN0+Gbj9clspdZqb6HSs6eKe9PzmeG22V7rq293eQdOC0ai3QzVqSSYs3cENRPS1ljBSf1MtKXXGf9nETcieMw1zmmS/Qc01PmrfDDtNOWrgk/7AGXZd8+W+w0Sy7blCvfq0D9L3kQzSljyxJxX/B6DF1zo1lr7uR6WvNZaKCc0koe2tDYnqydnr3577nRkeS+1QxKyNsbfWZw9W9jEkePLQh5QtOrM8zq5Pn2fnVHckLe93TPwjeMA9z0p/kSO9e9AY92Wo9uArPtfRzd+QRdmTDNmbP/gYatEL0B+6xsJ7BSa6npqwGW3o7Tt/XNmvDv6iMnfh7ThbzC4eLiaSU0z3LmDYePRlq2djaSKuN3yqqrarGl39BrOmZa8toyLiM3rPP4+Thy/J7Gi02GmJs3RxvdFLejaWsrJ2dPfOp9xsvZhyUC+mjJM19Vxr99ym/IlKxwvOPk3qNJFTKHc920bb6fCLyq+Hdw+7vVLSrdZue9HljbZs9iRehj7VqMqqNEeLGRbwbPZ+vOhQqYVG0FGSN1tZHeu/PBZO1/o0Bk8fhZMfiR/3AGmPSxTbmtLX5wJnDyOsB+De/bpvJNO16f8deQTaZrzQdSt2baCVRk9atbyzzf8klkzfVXUyHU9ukundThfV/nkqW6ATSbWywVY25XLGRdRdqQK/MsTChXuiJk0aQ8/bWuPnFv5rJf53Pttau5dUu2+T2fx4NGzUS1WbUXLX1Ez//Od0ju+uM9lg3j2iZiTdDOVq3S2TS/Vrio508Ap309QnwL8N/DLTqjyd47v1l/ep+9cHnGSPr7LXu1hedyf9M7m9n6lM3N6Fzdb817ow7bVqpLU2dQUImjUQRX/0qlyak33EemzN7OrG/voMyg479ekc/pXntUfFpi4Vo6ZJ59S+/cpGfcBQw/zeXZesb7Gn9QJLhuDfs8ZS73pOq0WRvqe6TI0l2F44pNPbzNuzwtC+NYB61Nx5VBEahkgaUr229ukR6NjPetEmqj4Jq/Otupo8j7G8l+GRLpU/qm436g9SK7BeGvwWO+11OcNMIkz7GdyPNvi/na/AlNx4dkfDap+vJ8lcPVska//SLi8S1DL9tAHeq8u5PpviaQNnV0RpPUJb+9WPeaY42+MKn5glebGA0Kg52fdx5lwbPmXLOcs7ryNG2U1y10Xqfb/lQvqV81ipdkEPV4fmfctXPCYA+TyVCWAALiYXkqPfVIbwpQsaPCp5/OnTwTvnOnfIYf6GmcOvmb8dej8qA3f/zNkXy4BtTWXdN9mzFy2hexrkU+UjLoYHlHAN1g9aaLWyYSIsA7TT5O6ObpHBFm6CPvMXv4ynmdJJVYMGf/xKqx/HLf98ZyztF4CuBpQ+Si1/NWy5mo+EjSzVX4YGBu3yaXwXvNW+vMoSuJX1mRq39ToPhszT1TSrpxFVf94kc8gHWvbM29kS+NyegLS6yzdEhmHybMqZkmtyDq27rYEmUizr6W9pUBLx9VRvawPUyoO+NzPXOqfJLYvDMmy74IKqO8q2iMgyYQ879cvXettdcnKj4aPC+ttHeGMgdj3MRsOXDAYzR1eJuVA7UH73k25t/tx6huGShqcyP+/xFGL+5D8vt+P6Y83mHThczHWqNXuO5/jeAuANZt2jY+ePP96xmpnqItKzyuVrhxa9QvEd8uL0SY//P3vf+pw20uz9r7i26ql6tk6MQYjbvrUfMOCEXWN7ASebfHHpMoBigbQS2MZ1/vi3u2dGCNBlhLGT7Ml5zgaDukdz7enp6f51Nk1HGB/zqEDpCdb5F0CS/m3SQarnWFTzM7hYue4VLIGxs8wL+HvvTDJNSpJMPbOkYgihgi8EB4/xPScdS8WK7sxwpqn4V3xnSSrRPsfnt0IliqapVBnZ4qGUndxck3F047jiqFDzT8zECZRNlJwG8xAe9dSZqtkwI51+x09FgWUrnUJOPI88oL0omSahCL9G8k1JT58Z5/sDjpk7LAXzew4NkBCwK+I14CI3sdwO83ebHDSVOddJqh1YM/Rv7wh4i1TC10g9eiwn9W1apVjrA4KilQlfLT9prmsYUd0uLA7SCiKOZdl43zYp6HeT3zPKmkkeMgJuPF1EfaNcm10PVBOyk7npYJEp6TbhkBQ4qCUWjGh/U8e6N0xBmZINkgSL4y4PTUqpkhSyaK7FPKPny7MSvpEPnGTAmy1+mVmE6/BMiMLjLcuj6giueoekXYxg4GHuFGzby9z6jppv8d+SMvGtgtnyok+/U+iJn5kij50p8huncPxhcjJ+l+6wO1wFKngQOEnM4bQ4R7EciR3xx4uTUxZyxz04qeXBfsmIWVyAvJAbc/H2F0eSeYMEoAmewipsex7CakyFPb8RhLTImsVJ0g4LTJODspkWTTF6oP/6hi1bWzmC2/vLYtv35WsR7hc7ylOQUkEeTOyS6nbxHbrkF0sWu88vUxhfGQ/OdNcvQKWAF8UEfPQciw2Z5QW2cqc71GHCgnTWxitNl2VmkckuASTjC7jpGKDCv4W+QirlB4Z+LpmNjntZCKACxbeoZwNOArtRZHj96IwC+YYLQpJ1vtuUwRfwDjLoqJEXyzDcXzzgmqNpqyTVFZ3YfqzYmDz3yN0AGcOxqceuH1jgqnZ1gegS9VTOhQNwfojUzztchWdCRgFFW10k9qh4HurXQgX8VjmdY3rIomBY1Caiii+qGy/TCzgvpqqIID82hqKM53opP9fjDo0KU0xpfYxwsp8JsXMi3FIZslXF7z43NuxT6LNqkpk3+lsxvM4S0OqGOsuPlli7QHDizzzcqcyH5+GmfcwOjEfi/SS+KDL/WEm854Z/NjBUsG69b5XuOx+ULoHpxTnC/QB+oqBQ+OBYNtkMAXe8tKUHZjbESpyHCAXbN4sR/pm9XLUy/4rs5T9zke9zbsxeGC9PaEkpx4hkNv7mi8CYp9jKCkSvf7v027FoL3r5aLkd1pbOsInBvHCe0qx5R4yPf1GS7EPjzlVyRv8LMvciasJimWUJzWDmaWAJpi7bG/5HTQSceWO2lTA4CqbMoeQI/pln51fNL/wt0gYn5ACONrIc80WRJMJ7bD53+TzruHCKuwjgOGNnRANLr8gsgQFke0GjKXT58ARZHQyPMb5ImjXSqTAqwcup8pCFaPF0HtgH7yEntCcdNmGbCLbcjIfsabnrNcF3D/bAaQgZKYQpK/GQt8lowJHqdhGufNSXmS0jtLYpUzNFZpFtkjXuUuGYEoXno6Ex3Btk1ZSkCVkTksgyISjieNH7D48TEu4RGY5E0uMrA9FaO56/5kbH6MiR2JjrySQkDM6txBZ7ZJQddjcz7z7uRsqTnZxFSYQjMdiJ48b7QqRl2ON+dBa290jB/GwCqu8teV8DGUawJuKapwcnp7K8TYbQ/ZBzuYLSqiyfv3ZY+RaGR2ZlNpTQdQGzDJ51qDBPAuhBZhkJ9EfOPyACAz4ZrusbPgvG6er/i72ct9sGbaJZSDXERmYiDwy2yV57aly7dg7owIbi+47350DXeGuceRY7JjjAgWxvAAwQ8cK+mnHhEmcZOCCoCZ4oOxS5CIxRjHYIYiGiVwgupsuVggHJR8In4DRZyA/FMxMUTxecfRcSUX2XIAkUcvgKiApEHwdoPxoMQ9db5sU2CMoL455l5MmUVLnpm78t8MNmGmYA0UpiRZSICCAPRXxOTDgctmawIV/kR3QXyF8Nem5nlurXLKmchfqME9eLOeaGiPh7wqtQzzjyL0W2KJZQHOO18yfPeO3D0PLLgGzK2wVQtmGrE+c3hTrIpZNlCbBeAr2htPF8x4Ad/xIEjS16hXnxdpAbCqgZxaAoNoAQWe3kpN5iwQHX+PLKduYklsEqX9UgQsxDgiAWanmAROty6QrgYnDXZCW4i97cX64vskL39miDVAeYnygaySxb+SJwWHqoRquz8e2Cmxw3doE03gWffnIajpbMr2S9K4Fey6IXjmx0/FHH7nh9HBFBXewV6tSoYx8CVaKKPsLZYJtVf0ks3kSFnF8GCumghmxxjkmuUE7nCr3jwKdcUk6tTFiI48GubOU5O5zzBRnSDucs9tLYyboQ30uwZmxnme33cGSMmr38cYW48zeV44DiKJwvMwFuDuE5f2GmupcA8hyY5e5lsD6p3L0ni+Xlz0guKgdK5U1ghUQxuLJewq+My3QIrNF2CT7MdnKkjU9//OFl3LCFTQPYXlwj645EsbDeAi9o1aRFaiHo/KfWJQn5Gw/lO6QbEorpgbLpdlQHJamAAj14YPrK/EIyBuDg3JcYiB2scoIoCMeLTMV8fWU7GX83KTXfG/N8VKsPDrnayKuHLNKjp+gsDmg2MiYs198eCbmHZ0iOQx1+mMu99Pk/DJn2quBn8rgQc+FWb+ILkNOsl+dUTSgi7AAt7JIq7HnYbV7gKAGJ/QBAagVA0Q5DOvv22GVvhCiGIFgZvbNHnzNc3xMQ2ZWXc4r/7gHLuPMZgnoWgvD5juHNoFISFKYISpn44yXQYa+L5EWmkI6xZNNcjJBtnkIYUD+xrP7loFSu49PagGNgWnDNT2Cag4BpCAdLBclzB8umEPEBwDcw0Gh/4VGz/GJJkfO7hcxRzw39poA56ig4oFsUH48fCtHmdXFoCoHLfG9wKd8fwEkR8JHvGUXEiNTSRbiE1R7TU/kPCmW8ERKJsEmfSeN024XxtlMlTQoXt+IVZDqkelfp280xoFWOjJOiSvstcEl+onTs874IpeP/GFzGGCECrvOuBH+ibPzIKBurwMWIubNb/vm9o2q8DkSGxKxAR+Yse0REh0c7L5+M356ImZ1D3HvynWCt8nbpJSGKz6Wmzwy7aAHEDklKaqKg74B0QYXaSD0nRFwzx/fTbcW7ZBlV5pgKbdvmrm35aBVQSWPJsnwYOZ0Mg8ES86FL6LCbWybIp0zlVcCggCbTXoSPLMj2WdtQK9GpgqsogKZETvy5bdm4+2eq33sQJH94zgKt0Cx1szkissoi3f/2leBYkF943eBlZXHmISivD9m+SincXSe0VlmufEdGkKFuool1CGSNyopO5tzcix/CTZfBh5bA9eVDeHIFXQpfwQrGVldBzjxzQgrbbXrM5B4Hn9rRKOTL3n8B/lBxDmljPAx2SP6JpsYMq24uYlK2fS+X/QbtHelm1Z+ATfvESoBNHSPLNSRGKAKDufqo+Hp1NKisC4M9MChVuuODRo296TQ9Qfo3Ro2S6E1t1/Ueu2yxzjh/H4T3xMc+04YBZHGEnhSSpPRy6dQvBoYiyKesxwsQ6FnYqUiE/u9oM8qgUcKBGqFpxUg3zyPJzHvEA29ex8ARNWOIU2Cl9in2WlUUUkqEYaWGU8XgVMT1GJrdQJjbxjKxtDgeEckGbxUq4dkkEr82BMvxIFAOAPLgLNerJV7v2hvWLISDGGPUcxHgCLmAcSymUuL1uyVANkSudEKwyMWhKIC0gb+8Jm5GISAMdaSBQugJyiAAhWLgVeLPDwoo3WB0wU/80M+n5nDpUjFbAFVqRV0H5Nk9mWRwvDgESgUt6qURHge4qxf3LT/AjbiYP+uP7OZoCZFxoEfewQkyC3rIvWXORyE3lJjewJ+mQLqcohmYMkkPuGEuDEVdwKBczFx7oCnwQIzbTMUWFNItEa+ukBaA1iTAx1WA54IYkhMHsYyhV6bpfnuEP5red7guVgjlSBWqR2KK4OnJcG/Ig3ShFgtcDNXhOFK8cCbhA3N8vnaiyQSPg9zcHm+KGp0LL7snLdJW7B7hK67YX5XOj9s1etNTJKLrDtkkq3IbkmNhq6qduWhNo+qvpLZtVMiiCzEjoTBsLlK6jXxMKUZ1XS+sKDtlaq/FiX6ILaHIOXg7WawMQpCLMQvTJn88UYjnnXsOiVN8cMKV4fIxCcmqiGet4oFbxzpoRBPxZYEPhTJNF8gKfLCDyk4SknYIK4FDn6cmg05OdILqIdr/+nax1CX7l5uqYPCIhI4LN+lZNlZ6l5mgnVhoqpx7SQQqMPDJmuh4FnjLpctsVM1Mg+I00qROEu1rC5/bhfPPivWz9rcYyZG3kMi3df+KJhcpfIMh34WVZ7Eb5wlGB7s9rSmZHK/dz65jnk0wPCmwvfnmr/26phN+30jcB8JXF9m3+I2n7znpt2nybKMMH/vqOJGHwzgWO0NZh4E6HmzVVcHQO0QbUAU7OFAhODhgf8ZcHwd+OvPCLdTo9P26QCz6a2oohx2N3yJotmg862byJVlfj3RqSOXBe4RUJSid6/BKFrMx7PPvGYGLMH/EyMwhs0CK5jW6gKGisCK7y4AnlnXXWKYlxHtJOGoxW3ahbO6RHmmtwo0RvADn9Wr5FrncCwTCHWJzerNolUNyKR7i4KRgLC+ycWxzBKQVK7EkWOGyw3wPTPl21NRsCcaZ1CuCjIcJ/ipT1zNhnshYU6AiJXXv2FYkFVn2EVIxExkJgPYE1nLSsG5LfqK9Xlz7LJFGMQ9Yeqav0RJ6bb4t3PH0EbhwCnVA/7ykz52nD6jNnwrQJIH9E9k+JOFq6bhnbTMENQUD+7j+v/XQ4J4gH7zAeUadzd274omTpTxMtAfQo4fd3WuJMuqM/j1NPXftE/0Itr/X0rIP0kw3KkCOxltYaThgMy0o0QteZSQv+dyZddisyko5l3p9QUkA3gleCtnbNQi8hj3AwCg/rGkGmGVEI0/qeXRDNnXCDJex5GxgRsjtgQVY8t3fNgnE8ov/pinHspJZ/fuzlX0DJ8fELGn5k6R4XrWIVjlrW0ImNtWKHSmJW+brXpD+rYhLqSTGOXAB8i0b0SWBSeYYTb/qkUxvm5WO0/GdzgmsvNxilMBEJUXTtg+uwhD+H02Pp9Izb55WT6FSP5Px/Z9NxifDMo5y4SIdelbLqaeYKw1hHcYZIT/WK+YMFJSw1dyznCxneNGTle8pRlY8DaHCCn3NzIW0jynMg4wchyot+GEzJKp42kfEB6dTVOhC9eyLZH0FUarmz/m9ZGlU6YLXSOyIZPk7yTgwrHuYuiri4qW5IhV64pAkkwsEYlNSkQvko/zIAmfiWEJTP0Dfzy5AgZUr5dmU/7KsmcnuMinEiik2Nx5W4qgjU1QpsJAgDWEvcT3DVmMp4nZo/UwC+iZJQF/b2URwbPA/Y8ehyNNWiTEOpZeVSm2PUTLtTvJCzAcxEaKDlZv3bTvBapb8fFk+1tySXzeBa64TcUKa19wqfwdZYZWIFFPHYmS84bqZesQ2uYg5VaJVSkkbT1+b2/0/E96+IOEtH2XFGcmJxQ6CVnq1sdljy2N4myy8kcVHxCaqcx6Qv/eNA9GPmDw4f5B3GdRJfyYmzmJSp0anNBE6p0B9aBrj/Jmwz1KEuFia5B22XJnxM73y26dXVpkxuyxFiH+mb87jA8lAQG25ourHT/t8CM+BqaL3uOFMkQqQ9W2zTSun+o3byKVhrGCu6IMTW7NggjmfFqne0j8TYn+HCbH/WoFKnxOof4RU2kfDRHoJ78/E3T8Td/9M3P29Je7OUi+PlPI79xUvyRCeW/hhWcXzi1VIP+49LvBahft1ZHZYYqby/DocJ7957nveKC96bj2Onkg9z+1+N9F6bg0LZGbfVhLzS1bQKY+S8T23JkdKEJ/7nu8qv3xubX/UtPRZ6YNeI5m9ckcWgZfZ4YnnWFLv0ihHFOyq8S5VrnFaAQqs1pYD2KUzx/N/JiRNDjeeKWbMLtiCvIIOKyLsAC3ozirsIjIt3JlvojNyDj2FSvICJz3ISb2gTCzKFyAd7LOOFobP/z6A+ZPxwA5FV8icPgcjMsSoczAWkplywGqTmbITaSfzZAYJx3lGjN3Dxpg6z7dIEYcow90xTsyjNDMzpyZTYxcFXnpa3jg+xhZgz03g+Wlh6klM9M5PBgEsjJzpIjUHeBLzF8+b4xY9ZZmsPIyQ7g6FEU9BuKUxZZNzDe49aI/L9CxkgpjsyX10zIu7p+CWo1CxdOZMtqRcCjnxmgXATDjpdjJzhbYksWUyqIembggpbW76onkRojXSixOGCAhVYtsGwlboqO8DQLtgvO+Vl3N7JehuEAtAul9eGQ/OVGE+i40Vc045qmnBd3hA4FlsluWQIvjI2OpRTJay/NjjyaTm0e54+FdJjk2/bHB+cIKn+8Sm8+RmbN/hKQDbswtApNBhqbwHcRVoHHQFKJtzWL65zjU5rMpMf7K16RlBQS6kLjQ9eLYVql9xDokhVKQ/EtgVGcUfar7YGcj8xfpnH1OqUGsPTQjAGVGfKzzjdljVmKIEBEXeVDBrQWFc7eLDRRwdY8mm6S73iTzZtsckjkOmwwETAQ7+heq2hx1bpH7HyStR5I0HpaR4EQpdkdoVxq6DRdcOC6/YGJsiQzxWohgPRmJ5D0W5DhnaIolDNkwb9L9C7yoKGrhhKCRfNmzZR/4dNkSjwns4CqQo1LBtTjWew8CnJbwYmRCk9sE7ByuhWkwUNLSnohXhTtQSChXgOj614Aaxcosy/x8BkiyAMp7E/jIcSjnFtk5zRQp4EZDlnnAqwlwABTNidqi3hcPqWRuBcaSvr+LS2i7h3Ahfwg5qxQu4Y863B/GL3lcp4WVJUjqev+YWkejAoIgpWhi1dMtEofYOVaBTCXLG7WyF0mW1XTM1QGaXVGLm5Dq0pjAWYMHZmxUWu0OOWwH8rrJVb1jI2qpOLEDbChknM/mVOC+gjnShrkaODhCKlOImV41a7AUqJt+DQHQFsbgFUNBLIvRd2L5xZ8TMsjJ2SpHz9XLQCeK274Oy5DwVYopNlUJ8meGwySwZCDLJDHlgYztcGHNLI5od3rnLpY6QfJMOJZtAmX0lv00/BOlefEoVTSjIr+M4/E8xsTBy5o5rBMLFRHFFjuD30FO1dKdxFZ6gGQUcJEyVylMrKRPIbY9YeTsiUqF+qnEUmDTi9FaImCdjyYB02GGLwu2FC5P6kpScxd8lN6SbgCMPF2BFD5jiL5RcvHMK8spsd4Xw3C1MJ7OccYVT3JKr8kZJh5bIG7tZVtIMN/C37sqxN9Ev3DG+YB0Ox6MXTDI6Ke9M963w7CXzPiZDEQ1zn1vF8VWxjBdxk3tUqut4biF8/qZGTSnz84NEThiKcmkvLUdxE90wEkzO2JiqzAkfr7rPtlOR5ZJjcLOdf8KMiOPASKpsPFoZUchUOcTBd+c0m8GWlB1CYQkUSCqRypBtQOApIsj8mKs4cFoDoWbbdsgxZ+EPhSuDTM5snuiafREuQeuO3bvzH9TfrlZSZhmm54VLmGaekgdDCk8mtUWYfZjI76wT/an8rgzuXL6tlN1tF2HPUlW9FC4e71GQqVDjlPOKp/FcpR+qBQeckhCWx3TRZBH9ja5P6jXNKyOHm+PhYWCSwHUuxKP4GkZ4uhSF37YsEGL85jX+i3KDlcvKLCVCaesIi6giOYGUcZ+kAhyjdAjpXXLlftjhyKeV+re8js/yyIuxbc4y2f5mMRYHZgVve5GZnMaazxTIiCWOu1ck7km5lHz+kGYgMQvAicKtzygin3mJWv6EuyhwQIKJUmyDWhH5zCt/GsAEId5b/next6cWkM+Kxzw7MB6J95P4UuztGUXkMlO0LJcmBRudwJnJ49A2+9ExMDTrrB//pvze3DIyuV1hxxXC93Lrq3IdFErJ5J8b/tnA8JXft0WfSQnfuCXSdoyz69gX5XfllJDJu5WpLQ6iqPz2nBLUeVXzxPkBw7AfeThBl934d/WKq5STUwL8tETwaPjIDgLmDCkp7hQqe8zkeMqv22fNZKI0Qju9eDZK+FG5GgVLzC4Lw+jOzg0XwUzOEWREhR4n5djzV/51HhLHHlso3qXe2hRWVaYbY63oTp3NqsAUKXhhIR0ynVmBLYyFX3L2eEBm1i2OeikFW6JSmEIxpAbFJCgJ7/FsNU9LcJjKTXUYb35Q7ZWsMgr2SX5R2YVIyztXSDeWeP5dvTIq5WSWsApczDF2dss/ld+cyJfJ8Ugh6ZT7Yu48M5uHqBdg9AK8jA7hiJwTmbTFxl/zPnDs/GmyxaLcFQlcBekLNmnjjYMym+zgpeSbgGQ2/uaLgLtZJPD5XFCeYTaDLP/jiA59O7x8Mg5EIMRwDnHvyXeCtcrbJe6XKD6Xmj4zIuF2KPPnQSJDNikiNYL8VC97iyGblEz6oi4d0B7gA7S2tJuBiGvm+H56xOYuWUb/8QTEbdvmyKNzMz3onJNCJY0lR4nN7It96iw6md8J35/VbZya3G8Ua7ChzaKCbV/hnmCXNosK/T/ai/BR+hRm9ypSS7r8GsSpM+kykRU5zRD/zYy4jNFl2r84XeTUr9ib2/RKlMvMS5adlNptrMGQ3F5SPWN3WDiM0QZeJuXed4dLdDZu5imSOpkBo8TxONO31d6jlCOc88ypISQK/vCcBYaQpqP+7rHwbjj3CjIID47CTHCCnIO6EYK2tvRyhFAiv0ArFAjdBZmHbO49ZGM8pnB3ndBaZYHKpvCRE9YBLNRNtBoLVpS4VUR8Muf2eijKTfA9xyyB7yzFyuGGvkN4cnfQFL6CDY2t0oKceT4FKWy36fc+KRykDeaL9WQ+RQ6+GKNRz1cI8NYAJIdjhfzqdxR9V2WTWAUbxvw2ZrKrMnqbdFLFuQ+t7kveJD1zCZg2Ox9URinoHJXhc53ByXHTs/1Actlv0D8g3Rk5lz/LNTODmdgO7DngPHy4t5mT2XhyeZ5LM6N5Mlk9M1wyJWSaBGOZ7fMpOkaWv3SMUCSc5UdIxddnRkfG6LJjAbYIM5NXxigz06Dt0WU6d8Woc0Dw45RZuE4xurE3naaDwcQIPyp1EFIpDo4C/tY+dRbdJqAJ2z5yntMU5V1yMQUQzZRekcpCCE8INcBXDP6VHXSQyhbZAXP8CVML+ASa0CynQ3yuHJ+1Xdd77LJFlu/DNgfBUl4EDhyh0ubQyhGJvfGwnZEqF+iy8krBY4nkmaUcIxlf+pkXXEgWeJk2PiDpBsZ0ml3lJBCqdGrQFOEUsxSRdOl02P8ZRk6gwPCCEd4pGemer0iW3cA4nGo6lRRmIx+9LDPehvn30jRh+Thn8IaEgJZ1rbpNhJ4IAyO4z5h9QxbCt9B5YB8QSSBvjChqBu+kMyrADRJZJk0ictNDoKLnfG1kUeUO8mjmPaJNPa9lSLeVJiqN7tFZWukyAyjGRtpVD3+YIT+QALNHpeOwCIqcIeD7UfpzfwOFdRaDxcpJxLzDOLpHZWK7r/h2YEiMuh2zC8/M8idl2N3mYA/8DRQ2EMLc7YCid79HRiIcqW4X4cpH2w+zZXbrbUofRAhIHrIWMRYILM8b/usedYj4pSsMVODR8KDvPGzhHCSR4Rjw24BdKpRfIiMY7mzhnkDb2Ni2vMz3HwM3RU3xvCd7z8/dVervI64R7D3rIFjr+SpcJr+yYywejDCtYI7lkJLibCu8W0R5JQSAxKAZggCGHftxD9ZxB79hK4PMHk2XmfDIwrkw9xIJYnvV3sMezKWA7cfI7BBIVXzvMYXYtCfQn3FsxgQySrcZAb0nEMjMhtzomkTzni25ZISXkKBPIvoAc/0ZneTdaCtNoFnes3XisOztwwkUINup2deLa58lNvfSWMPi4JGuuA/h6aDL/MQ3XnqL6Y04Eew9pPWNJVyCZhk7OiQQikhZ9JaCE6ptLPflAtJ51ASUMomPV+7SSRY/8PTKQBGWA0WwCWSaTEJCmM9eVSShpBl//6ljEQr3QvyRSIO9u0I7feYcRDI8wzsLa4aYqu9Be84o0fFWic0aghS0kico6BM8JDDliegtmRM6iXAkpGyiwOSTkt/8J76GDwvOl94iRcRxODUe9m2ldRWXSEM2SXy4hB16nrSToNQH0ZcQ8MefPzoL23skGc0moJbcLnayau+RBd4j9NU1BfVn0F2sXDeU2Qwk0WrpuGI33l/O9HDmTGcuv8jaWg78oWedTaDIZ/ZpBnMYjzNYVdrxfzsB9RlGSdC7jnm2xFMY/5dITpzwJGATBkIeZPPJJPDmJ7YzoR+WJ9ZstbgPT8z1CRzBQnYyp+LC30SBU9czDTcK4jR85yzc3tF2KEA7mTuh9Ug+/kM2ZU+lr2FSLbcpXlTJmHL0egBE2/A2y7XP0A3XZohVsNO+7YfYtIW3PHEWWPuT0Jgz3qD/hr+e/Jc9+SS/8HH062qxACo7+uGdaDEWFadD+PBfj9FtFg8IIT0oRe0UJDz0PltDtSSyPBzAebZoFWK6TMwgLJDTuliq6MJZmvNoi+RcfoXsyC9LUft9pZx9rSSyB6eFLUJcLMfrK+VqfUnK0UOzW759ksrvNsPkC9I2fvukh99x6kIJruhH/ZvL8kpJ/l6YVe5QvmMl1cus/eFJQ+T4TGdeuEw6DaXxKae34IpagXQJ6mkM6EMFm78Y3nykVBYDBX5LcLsX4RypcRVC43kZekxkKFnkYqC8PO7rKL76Rd3PCzpFKzgNF3ao/RZOmoWdFv8vugX+dOxT4f7BHfvexl8ui+MAL7JDfEaKKBSZ19gJJi3TW8b3hQQKRAbJIZnHuyuLbt9SnUS1DeKTQSlke055q3B779snufVtA1N+k/0unRL6lv+SVze0BG6pjFl0eV2Cl54bbT3hKiTlsiTf9Gps3f3RT120qAWkFO9Y9nYfv8hsiWbQwPVAGQdF8pI+Y5XDpyGzArY8DY2VxcQX+nu3Da44ynKoO+gwI7Y+kpoQf/5D2CfhbAlLH6WtsEDCDzcGQn47vrFYZoJBvl2ywCIyqrhU2+YISHDmC8IMz5jMi5Ts2RlfVxkXnYnLL4B5yvzePyvSQROn5zbJsS4HUuwlLJhgOojFNvJy0s1HfF9TEaRCrNEpdjQz0HUtp9lJpMe4wInMJXyz2JJ5iVXZojja7Uwxc0IGEKDJ7+POHNvcb0HC0OHu4BytN6OSaT6vHNfuuLA7XfEY16T+NHeJDpC65ys8wfae4CTxTnyhE2am9CW8B/s06tZd0X086czdilAwZx7gEkV5EdqY2D+QLcMClMeageH8kj0qkXfs+RkIk3GWgQOy1Ueo8UxFmrMQ3VkeMHkirXLpQxCAEVeWtUFePMpECd5qke7lvkOM6RelT0u6Q7f61Wamm+MWTdYEitPxqAAnsFLNI4KcvIqze5cTQn+yhW1khhRJUjiykDMTAv5nW+gkh7BP5lHBGAXr/Lzpkn5z854JxLZPDjt0JqqE4JCx17mwNZLeW+al7xWUF+l2LUmxcl2U6GNnmUf63pmojHCBC/bYwGbEAkliZ3F/4TA3zdQvyDZmAtwn0vRjSSycPvNIRr7npAdmSErYo8cZnuyC7MpbzkBtu8i4IhSUEqoBk33lUDIWZDn2x8g6s1RzvaTi2JI54TUbYpRdCh15ZG+KbcIsq7qghGPQ4nytsLy403vXS7UCSjp+uaiyJjaR86p0nfTQtD1ahTYRAEP+0MfhpOOBkQpv+MRMXKHZREwkaj1Ty9iaxpUVzpbJkx3zJ1gjVNPMsLE4MWGIZGQjELQ+v4ymje06IKurwn4iuQj2tQA9LvZC9PSZERGTSK8wM3y+RM/OV6EDJ6Hwg7dKNZPvsGA0iwE6KGY6XOR6VuwwYwefO8FyZqeGhAmODcB7bPPOzK6zxxhHOcxKerXHKJlUMmalMh/ERFZuK4uV7A3twJrBuYiu0zJv6bm+Rt7pGZOCSIW7Vqbo3HiOiRrk0ik7zGVtlduUqP5zdDAlcgUHkGJee8ITL0iFet6Qbvz+c0lfwWePyLNgfjZUW1Eg2As9VMez2Pbd6hSpX8Mfjch5ELrwqSzmk8bNDCOWdbGZxQkbbZh+16bAWay6XQ8UVpm95SAvuo3clgFI6kWIu+NzxObMBocp7stFkzFjGdDzzb2ojIzNcr9BDo4XF5KbuwiTzdWhiNHneneUFakwA96wZ2c8i3MJNf+CGRi7ofwywYb9VpQnDoSpXs/tUwnh9+EONmPZeLc5RYQdoDWCzLkh2X1+xgl3ukwcfURM4MsLyrwDwmIenHBluFwvwSn+wHJzmCTbq3PgE5OZsrNbv90dFXUTN6SLfFo5bnPxzFkKTm6kEFHsZlwxy80ylBSkfjR/vg0h5W9JPRTv0+cM9RY9j3lClz4zPVdE3MMw0yGqsC9inBL1mJze20pHtJUxOoOpmL8jv/Hreo9KScAsYX2MZdqxCvLkAi5nc+WnrYw4oXaFM93HMrAX51DyFN0wij/U7AR73JtTXLEGJsVYqTPygMC8HJkRUzfw/IwQ/STysRFMU21IuwzF208cMjdLER6VDHXbHMX6970zKfSKYv7JEdte+ng1JpqaWUAVuyw4UdphgakibH2F+iBmS/QeinIV64LRem56bpH2RAyF5ueGLVsZ2WHDSFq0oZMZSZFHOHkrJaaOmLYz2seOlNn8L8nl/q9L0P42OdMLZkI/NFP5q+cb/5k6vFjq8EIJwf+Vqb0L57/+LpJav33a55ekbn6lJMIv4v6ZAPjflwD4G2XyLcqgkpL3kGS5R0s1m8v3rZLFKqRv/b6Sp2aW8pKEp4XTl+bTftNkpPlML0nEWTSl40tTIXqvl25QnfeoyQIzSzhm5r1Mpm+coE6V6Rip4hTY/g+lVsss5MfMDVaQ/ptFjqtmTCqa1yiLSjkEXSG0/Bg5Z944LPk1skeoMnpHSv9QmONfkcbhm6dhSGb7cTIpqGdF+LclOzhmDoMfNBfAD4zsf3TY/p9w/MeE4387fP185Pxvj3T/1jD2o+XazQyklQQHBNHuxsNmR8++SrTsS6IYFUIUC4SkFQpV2sDh79x9prO8KA6heFRBgpcfimPcenNvlA50EDzQwUzZ/WvnDlWNuNi9zeHGxQNMeYda5V5udFI+UhfTxX4Y1UlN6VDN/qOWgWQn54OFbsdt30kR7bHHr4P4kerVnprmwnVN+DtMrfDm+YtqvJsPwke35l5o/cnIqs4WqTgdlpFM+9qgPpQoJqdOkuYV6/Kr6/imx8+/iVWJPX/tLsHgjNQukQ9fsRK7dL8iCk14hv9y762UuiWQ/TiQUIpgFsoYEEXwFbI3SqmN5UIIFIriVwoUVw0pVw7pVgpOfkGcqkKo6SFBdYeh1RcLk+sishXfuRWoXxN2XhU//sjxdILzkJfmBNQVj+o6LCKGO55lae0vCZ8pGkxyIKR04VCGCHmOg6/uATCmHy8KOrK+lbMoiFG6U6K788Uqvwde5Gb66u6c6er3rp8lyMHijS7qnalAWsDX6SAHJMw4BXLDxJi0zd9FfEIOcSQp6guicteuetH9Cjf23+jOPZSHW37q3+C58+/518rHuJY9HGU5Y3N4ATrzy+9tf4iLzIK3iUoUGbdfivb7xPytCciRKWDHiXnyGPNRDbuB5ZF6Yrd3iV77sMUob+ZN4C09y0uDHt0jOhrkJypxI2PCsM1FFBqlqCMuXFaB214tZ2e3/HPvLdkg3CHeCzrhjDJOwt9DL/XygaXQHjvFnmFZCLKXA+mtgFqOZ+QoK30WYT68uRro9/cPhB7EfNczyGjXyyVRgQMmseXkNTOk2LwcIsrfE3MlyCAtgPeuOkt2GApBIKdTr/Im8srJe+EqdwJ/M9B6tdkrkmZmEiTA3ycR5S2BldIKWOUugJXa/CcyEUib2we5C2WVOq/laXbOtrINi6cBz5SLJ44lGpzSzLTy2Q9h/3zJFesxU/ApYQUlWisKRDwfhu8gZwU5DWyKiE0QBeYpW6LZLryAkeoaS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</script><script 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</script><script 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</script><script 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/AY0gD8yOhhTvzrnR1XnQoEOuUtqIp163dG/1lQUHB+skp5C+p93FppGp1k9AhcVatTVb1j3gcrnsDYCLJ0+CDU7mcKc3ff9nQrVMFg0K1E6jDjy0XBxnNgqgZd0z1Ka+wt94dVyprYW40fNij7YlrRPe1WNfNEo0fF0Ynu6d7+Pqq5bcanuGrp9/EpsqlxzLfuQaMyHBi67mVdRjsihs6W8C30kO5b7vvkTsXfpCb8r72WV9vv3J6bvfG5qz2qq+5reX75xFTMC9/RCX5kZq3JHvM05qV1r3LXeCjyu+HOzztvfeh3vz8VefDRasetlvZQ6J8v/82dGp2s9KWSfaV/XSe5RuZJjklC4gnxO5fLNRc0R6VhKkq+d88qUym/ZSR8yid80jr597KStiTdFafKpslpea24Qn5DkiWelk9r9OJS9YJyH6GS/tewuIDcT33fkSq5oQslZYuPigMJWYoL6gO6BMmCNMMqP0lmqifILdKA+r5KqtRKiSTJ5QXZfemTJRIVkS7+6jHpuNgu3llBHtSTg6qChFHxeWm3UbNFuZ+8IL95Xqy0Kncekdwrkw8SVtldyYS4XFpH+SUBQi9TqQbJJ/+/VrlLfF8yTTz1P4xJA5RLVWiXtoq9WWRIXC4poLpkE8rsxGbJbo/4qwFlhbL/WmLeViNpVICuaroUE+ID2pLEs//8xH7J08e3Nqv1si3S4+Is2TUiRJXIjtAHiGyJS5ZE35fqKavMTrvEHvnN45SKGJWWy1Ol0a0FCS/85oI0MYmakN10EdcXy4iZCcmAJlfjkTVT+2TnE1q3BvYQ5c/fkDy3I5/YT7wxKAmI3ygQ+39eallOkh8Rp0vD8nLlt47R3ylLLE10UeclC7JMWVdSM5knzaeP0TfEJbJZZcnWcqlH8V6lep9uQnuM6j+ZWLYtk2rdek1ulZRKMhM8mlRiQOlRVsiO0Ue0A/LQ1pAuShxINorviz3q43SXOJWg5DcUPlVI/snckrRkW2iblUg+TJgOS/fJSaPksCZ/a7nmvvIona44RuVRYfmCnMiS2yVm6TGxCkA0jygh0klKuyAvEX9LJc2Sz0q3KB7QpUSq6oJGclS6QO0IEwtEZUpCcp7cL7eqlmR5snLN/H3duDogJwxWSas0VbVFul+ZLkuXG+X/l0pJkT22ABmW/Ld0WZZsWl2b/Jta0Omo5EJinrJO3EodlndY5aMJlO6ArJYg9lEBYlZ+UlpA36BvVPveCVEHVHXEMTIsJaJiKbFf9p3vlqiWJAF6SZKkUEkrpHflZYpWIpPsorXlygvqo+KMe5mSgZQLdL76Ap1JLCnvE64EP3E/4cLOTO3/PSi5K8kUBxRZSitZQKSnZ2/T5qoLpLXybHJUel5+Pq1Vm05VKM/LzLKlbUuSI6qMBM2uOvnpaamPHCCztu17ZCGhQmrcGk7r//CG5IhsWpelOEDX0tfIgDqToI9JjGnfvKu6Jj5A7JeU0ROaC+JflIj1ifnEFnKUsJNl4sOqyq2t8mylK2EhQ0WdTKgVUymHd1WkjmrH5Xe1iSXEtLhStyVpkAhIjoOpk09VSAeVCXKXclzsotO3BXR+cPeI3CxP1d1NtO4sVeYqD6jHPJol7QTp2V6g+cW0rOXC1i66HeCCtIQ8SRLTsnRFHnmU3L899GhSSjNdKy4nfqF9wyq7QKUqL6isilblA/FRZXn16btiY2V5ZaqEzvx5rimj8CvPa5U7nti1axdJ7Nml1hKEhJBJiN0704hdhDojIw3e2aGU7FISu2VkippMI5KfoFOIZK32iQy1enfyzl1E2t6cnSmJyYRWJ1Gn7d5NkCnEDmViskQm2Zmyg854dCcpSdGpCXA9nirt2pWVuaTWP/tA/NV88c6E/Ut785WzZ6mjx58mWr+kys56NuvZ3N13d9dm5G1NzV76dp1i6evHtLW56eXnxUSz+ELe0bzoU0fEYfWWx87/tPTQxJcrFGWZBd9K/+nJQwtp+en7wTDUJerF3/GJ88VHkxdSsyRS7cLWsq135UTu9gLxlq8v7bpRMPuDYyrixmPj4uak0QTrM0cTl/6PfPF99X316ePJsz84/PqW1MrUG/trHy/509nk5wLipJ96inJl1jTjs0m7rxF5ssM/qBBXnvDrCc+XJrY6f3HtmX3qrj+THhrd6StJfTz/wMlDrbtdCVt0gYTp5IL9+Tk3Hhs9lJdw9LXWb+TnuyTT+6f3H1fcrTr+ZG5xhVVv/cURG3HAmet06fQ6//dTXzmfGqpZ2vb+9OuzSUbNXbo2ufx75/dInx7Nzv2zzOeznk9PuEYXyLLfOvry+Pbo3vt7jZqK9GYtpSzbVrrNnpF5SHqIzDJbzx5XeP6k7MtdT1BHbzxizj6eIk0qUw6cS/hpdlrl47V/vvB2uTgt69CRFzzf6/pe6k/3UNkl3/W/2pzo2uUSGx/Jf4SQJk5oXV9Vfc2e5tINZOcl1CUeFR8RJ9Y9Z3/uxs7jzy18l4z+p4LHco9LXxt8cV+mVDn6evj71h0SnXmrb2vaefGRXRNfatWc3GZ/zHgm9cUsmTU9U1IiTktJTswUV6ToEyuVCyqr+rDkibyv575wQFx3KJxCSbMzs/44X5z7/eP5d/elPn7twGjBd7PEx3Yc31GeqEqUktaMMs21gtQSqWRQn/vNfHXtk8d3v9N8tuKnN8TXDuV/2Zw2/YPzGs+5wHZ79qjYJ87LSxcf/kHd1wsU46XTR2oVXbKKPRnZuz1/PvDHAzm5aQfMF/5i/1bqsYpt+V8q+HLql7/xNZd4PEG/3aq+qxjdbd8hlewXH3upNGPLX1W+nfvOyUqf4oiYUgHaPkAP0DxZr9OwRH2falbZLiTmKVLpAbA0DsgNUWJA/R1IsqUES7AntvqIw5qQ2EMcFhexdLlUYpR8K5VIl9aSqarDNEOEzxN58lHpkmw/NZ8lOUxUyCHZNQCaK5UIKO4NOaC3h+kusgQQz50HZK0ySGCjki4Ck9YSgiOs58m1ZLWW4Ihqc+IFelwsJKh6tYCcHtDFkNItWzEhvQ8K/HtIQI8lHFZBwjmh/Kt/HldxNLJEiijkuHhXnkZFjaqolEHaL8dkkIBEcIGoAEvXuLhcGUv6snSfYaqn25jmhYhZ3QAdQ+1+WZWryFe+NipuJptJ2wV5M/mmyZDxbXclfZJ6fIduxzt/rduxc9e31C8+q7Z1E9/8xm6tJI18Svmtr+bsSiEkTz71tFaZov7aV2S76ZQMWrJD8qJEliJLe3yHVvKV7zwhS/kavTvj+cQnHj+o1T2pVe/5zleeJTMyDirVT3/7q0+/uPuplx7N+ZY27blk4ulkmUx2kCZyvvKUGryifmKPWkemPP/n39klodX0wWSdTqIDDZHtkDxBgDIlNCCwz2vf/Sv1rt2JexL3HCR27n0hEdBZrfKbKXn0G29UKuygP/CD/9m5NEHw95rj/FvxKS7X0Q/UD9TLKyXqCXEtvUVT/scbsDQLxBZiYJs/lZBqpJpauo6uTCjTvda6bb/6JP3aMrFiBathVlpW2gRgN620eauULqdfy1Jlqai085o6elqZJzbSrw2khjWD9GulKaUpqRpK+5pddVKSRb8WzYxmWmkr7dnauhUsEl0pzamvubbm0nq65MubtOW8okz1k9dKth5PfC17e9KO17LTstMy049nbvK6Xlmg/slrPpVdoqJfa1UcJY7Sr3l0Hl1XYldiSAmQkrqhzpOWUUatUVsHegdblKU2S+xUmaJM4Urbn1BOjSaPJmcmztKHqVltqbyCytJmaQcSaxX7qVxNqXScMuvMuguqgLiLmk0YJDOpkyBtpwaVx8QV1LT6iMROP9j6YGup4giRRL9WmZKvSadfy1NXSALU/pQH6gNUacqs2khVJqUrT1JlKUmaAupB0oMkn7pOmkUZE/MVB6g61X1xMzWYrFL5qIXEcUU6FdBmy1spq9qqliYPKo9Q0u0XEszUhLpSepya0FTI9FTBNqn6OLWQdEDpo8IJdvIYpd/aSvmpStCTZsqnOEBUUq3aBdkNKqSmQC/uJ3YpjlDj6lrpEcoMyhygfIlSxQ0qWzlAlFIlyWHlBeqGqlRyjMpX3LNSlQkUWUH5Ew6TlZQZdO0otU+3QB4GxWQpRimVKk88SEl1R0kfla8JSM3UvlSP5gJ1X+EBb5rVC5JmKks5SJyk9ikXiCMApCHZUSpTfVwySh1P3KfIoqKJ5xVG6ljiBF1OhRQhRWuyXpVH1W4fSBinLmgHZH4wQFuIMiqs9cuzqUBKluYapVfVikepBxqr7Dxl1ZVRmVSXLpOqpbIeKU/qoq5p78u6qAKVCwxUs2pQPEFNKEpBCeUZs8lWKppkVJ6nsnR6MkBJtXdlmdT9HfkAYOFH/Mn7qCPqLGk6ZVRkE3qqIl2fmE6la2qlVsquypKUUyd1o2QddUFVIMkCIA3JBqmyHfu2HqbytHaZh6p4dDTFA4B2gEilzisoAExX6oRmgspP3K/IpAaUenEJFU7MVARAmUvSbCodvH+MupBwkkylmtOohFoAF7+khEpN7dKUUtmJ+fQEdSNJpXQBNMlT3qBKwVMXVasKiX3U3Z32pDyqNUFP5oGBGyUKKM8jx5L11IQOtBKgZxY5QEU1PtlhKpCelXiNKtnZmjhAVWoPyI9SWYkLdC6lT76rrKCydbWgR9Ztx9W5lAqgVi01kDqQqgdIUA4gu0TaQYlgHKnURwdTgOCUmqsZp44oUols6uhjF1JHqUqA2EZqUJsrt1IL2qMAVc3qQckAVaKzkhPUbGKlooTKBOlaMB4L4jIAqQeyPMoPeJN8qlZdIt0HYJpA5VMTO48lmSmVMo8IAJRfkoUonzpV2gxGq0RZRxnTjybmUqWKXGI/dSzDmuynstUXACwytYNgAgwCKJRQ5zMzU/JBD2dldur4Y62pN6gHW4/RHoAZldR+gAGVgOe203Y6aWcZkNNKwIgPUv7EI4oLlCphWr6PWlLYARSPJ7pAnvuKcjBplhQDQGwZ1+2nWqn7mmOya9T0o+dTS6nUlOPqQapCdViSS1EJ1+QnQU/ypMeokEYPVqMomJSV1BaNXnqNsiaNK/xUgjJMZFHlqnTJcTCRze98I7WquWrJeM34qPli1OgX50nuiu/fvvFfc05K9kuS1QOmazIiUbfzha+lqLUZMm3GkztfSNxxULJXp6STlbt2ZeRIiJ0pL6Y8/lTGDuXTyq8mZ0hI9ZtFxFNPJWv3JCbv/toLzx98/lFixx7to089vVf9tZfoXTu+8pTshT1PfAt05yS1h3gikX76iYPP7fxqxp69aWmJ33xUuTORTtvxuC5tt45+brdW9iSh25321F/WJz+akfPcT37wPPnEc7u02m/Qf/n9735Nlvbkd5NfyNn5pPLFrz2nzkjL2Tsub5XnPErLiJ3feXSHLDFD6WgiabDMPXkQiN5vvHGXGAf/7p+/f16fo89J+FHCj24QN9C9cUJ9g+hKmtaNg2/4L6qDj24Qudtc8m+YPOLUbdNAls8idr2Rs6tIRry45+AY4VDnJCb+xXNXxnalJKU8l/OE9oU3EnN2vvCo5ODu3Y9K9iR7n1IST8ierdWUax6lX5RlKJPpNOUL35NolVrJHokkJUX2ApFMSBKJRILQEbolsCIRGcQLhFqtSyOUWi2h1h7UKgk1od4BZaNS6VHpV5RKJVEiyZOA54Q6JA6JCbXySSVNkESKMl0RpmniGzStdLyjVNI0GVYJG5+5rvE/yZRmSQcJSasS9GF22+ZdyE05QBxPK9fs03yBfuxu3dq8FfeD2LAj6qPSXPFKiXRag7qjzpMcYfuzX1ouPXNcw/XpAllC1hKAH5IQ6tNKIuUNmt5B7CFkO58kfpRE/IIgZHv2NNGn6VkV7rjynYMlxF9LnjwreeG7SQQt0b54WbmD+LaMuAYAcpjOBUAxV9P3D2UdypaU/fT+69KT0ieXvlmeOfiVfLEraRZIW3mvZ3/9yJ+V/DT9p6k/LTihl+btUUmyLudf0YUeLyC3qE+eOlIqlZcntT55+C+3OFNcz40n+h+r1VRu1ZYmHlX7Hy0Hi3zSDydIF1X54sLeB+L74tpnQsevJauc2vO61KT9KaPnSkuTkqUnjNrDRye+P5qatCPzuX0HB3MOi1vFKZLz4vJ9VEKZNkGztPtB0sChk4DH7tIdkdWpjiknNF2aG1+tfD76n7L/5PDjp1plS68N1JamebbPHsgSy9Jmk/Vp146NHrsBuOay9MMy1R/dPxJODtMl2xZezH25brf+kOprvvTsxyv3LOxY+NPnZp+v+/KOLrFLnJ1VSlTQxhz/9uPyB9TR7eXi1h3XduTbso4/eFZ1cOCprBeufb1MLD2ceXSivGvrNTH1g9o/y9dco5Myfcfr/qb0p3m6uu/VJu+Xl2jGt2fuOXxQN3CiXJyylKT6i+P5rXuOiI2HWp+pU+g1h3cc2fHoeXHFiQX9YEZpxlM7BvT5mRVfHng9T1wizhKfvvbn93OsX7pRdfx1n+aApFJRnll2LO+ldN2DlIIdpb8kDhzefzgjBNhMnAqTHiaVRc7KcWqabGXuHdel6nDqmryEearXVUhKlfqtVLZegu9soQaZ9zN1swk4FSX9bA1yD5MzgZxgUgHSyjz1yMuYe/up+8y99O3TaUzJ5CCXw8w8BbwKU0cACBg4tSTvYlJp+bsvFn3nWFapGP9+kOBn3p4gU6WlysV9ab/h3ww/xr53mHzAlBCV+5jUOFnHwoaaxakwnZiYmKvIuPb0+T0T2wZz2epvMFkyqbtMFinX9P26JaYJSboJnLqvWFAA9uWzoOexd/GjbF2YeamEzGKKGJXXsiOS1sxAZCmhK4GFzQDz9KhOxYySn7zA5B2QVzJPkziop5PTTKpcd4DJkbs9msbB4zzBAy6TQ4c6uR5wv3Xq8Yy/xzdOkplMLYOkkUktkV1MSk+mkzyEvceyXOK01Mddu0rp88rMy5lnDn+FabVUJcUpo/yofA2cM8zyY8y9VPIXeVTzduoJBihkLfPKRFod03SVbjSBfWrlK/9v13aVML2p0OUyHb4hL2cKPq+7QMb0Kyx3MY+O6RJYiMovcLOimSl6lnQxqQJdruS8cnRb5pPMbzKVZOfEAPu2/Jp8LeaOy+uYe7MJLuZevi6JqbNZrmeeHt7+gOniaJqVSd3lZueCfL/svLI02ZeDf/vSLjDv5JJRpgSKDLC1b19gni5wc75SnrcOI0p02ZIKZZn8btrgcwwoA48ZCTCr8jnkkFIF4gTlSZX0sVqCqVteIV/bt3CCJ2EtXu4jl9j30mrTWHzyS88rjX96Y0fWEXznwPb7zLMjpAfMWlXKMdK4t1w5mLBvLzOg8lz52pnDQ/+kLpPpzXEyibnnkpeyFIzD0JDczmLe9lmmxmxqgX3KUcl8NM4Fqa1/wrRq+5btzDtpdibfAY5+hdNc3FhdY+5lk2EW0lzLb5DlzNP7HM3pkp9nUgd0UaZfeaSURXkOtlJuXI/prJKTyoJ3yspGmZmVy+XkeyXlaDQPmyQAr7SBx/k5L9UNMhl9ZAXzul1eIF9LmGbTyoBYMaHL37b0HEst3oWT9OgTAFcKMthZV8fl5SgfWFJYNN/PoULm9rvsTKZGSbb79xNY4ndBHYtsgxzhV5EqEsz06UdBFyZUXRL4LxMw/wcy7VKWYvADzxO7BHKcnWIc4QcCA1N3q/wkOwgcIu7n2mPkJg1P9Hj6coCberMcOUnn+nefWynKdPuYHAm68YSYxk8oA2q28flkArmWKgD5FmBjVHLkERZnZuVbDtufk61F+YG0SqbeMEey9nO9zKbC7FqlCySwU5YlR3yb+SV6nKO9uboHCWtpL5oKEyo4T04msm1TUePsGqrL0qXpv8QvuRRX6xHdFgYW/PKWTkVjplwgzcySr7SutLUTiCeUqdvPP9qArwMXS3/OJBu+Z36u/Pn/Ab/K6fhs8APiX/R6q+Lun5Q/T7RuTaLyJM1/XP78ta3jQLaw0kZ6AT/IFrdSmUBw9knqdCFxUk758+npUeJDnyRb3P+tkPi7lZLvDBLEx7rkPzcrwsIs5yXvDDxZ/nxmWoUMvHpU/M7BjEyGMZd9Owmw9oT2xRqJMg3y5s2KWTbrrHxCVa45v6v8+S1pY7CWJamZrhS25gFRpzsqvfYEbgks/btInDgv/oTOyKLDGspG2cKaJVnCzxN+viSzkh6Tx2Ql8+nzVeer8umAePat8FsBcUhz/1L0UkiTqym4VHApVzOQcLf2bu1AAiXNNmYbKWmp1Gw0G0ulWYo8S54lS1Er7nqr661a8XFJ+c/Kf3ZcciG12d5sv5BaIbH/zP6zComevGC6YNKTeUTJmyVv5hGZiiOWI5ZMxVFxyVulbx0VT8uiFx9cnJYdV5fXlNccV7dSA+YBM5D8lbPVs9WDymuJA+8MvnMtMSCZ/Vn4ZwFJFplnyjNlkdZkzxXPFWtyK5D8xxVLliXLggXmG5DdvXj34oDsGFlqKjMdIw8oj1cfrz6gDImjb0XfColVqn3WfVaV6qiypLq0+qhS+v+z9z7AaV3X3uiwzz5/OSCBBBKqUI0iVKEIxchCFoqwhSwUIxtHOMYxjlGMbRTjGMc4xjGOcYQsJGObxPia3NBXZUImyoROlTG+JlPySifqM5kqU3VKJ3SiTpW56pRO6ZQ7JVN1ok6VeecgyXb+9abv++73vjfvnmU4++yzzz57r/1be6+19kLmyq/Ir6DcAsab4E0UsCnJTCQdmZLMIvkSP5Yw0YRoYgmLIbMXZy/GELcozBxukYlylvg2V114pfDKXHUES44nxyPYNDV7ee7yNDUDF8YWx2agF06OTY55IY9WXlVe5dGuyuCN0A1XpQlzjrvGTZi8TP+S/iV5mbxSf0N/Q15pRb1+r9+KmipMFUbcMeGccEy4/sVUocANE4YJBa4iTQFTQEVKUY1f65eiy4hoTDK2jOQo9Ap6JUcVIM/P8xdgEMbGpseCsEgIAoJAkchj6AQ5kcfW+8UYFxftF/VImIhfSlwKE3baf9V/1U7PEYVLhUus2rWKD1KgCClCpMArmAxNhrwCGakL6AIyMi9G/5X817w4hMb9cX8I/W3Ol/P9VoNbJiwTGnwWzfvz/lnUKHKGnWGjyEg6As6AkfQxtURDPgFKyS/LL6OUixu6Erri4ub46EvoSzk+p0z6kuwlTpkbhEfDo26gYciDRcZZsoxqgI6wXrJdYnSIsrmX5l6aLsvTZJAM5mkr5h33jlsxHdd2xXZFx3XigYngBKPz0JwgJ7hIGxHnRedFI0ISikuKSySRpZYuL13OUmqBKWQOqQVyqB/Tj8nhen1+eurq1FU/reKbXjS9qOIHsenx6fEgpqEsly2XNZQetfvtfj3qAIHRwKgDcIBsVDbKAQWEN8YbKyAuSSgSirgk8bLMS5mX4mUkUIwqRkmQBoujudE0WJeKFIOShbEUtCLei96LVsTHjV6JXvFxY3h6YnYihsto7VXdVRmdBrnScx4yHIgEPKRJ7HzZ9bJJrACGUcOoAqSx3HhuPI2t8sqDzYHCaGF0DhiAY9QxagCiMlHZJEiOpkaTo+qXRGUyqB3Tjclgujr3Su6VdLUPjfqjfh+K8uUvyl9E+T4QHY2O+oCAVAVUAQEpq9a9ontFVu2kg1eDV510hEheSl6KEBkG/cVXMtUO6IAGhicOhiuBMSfU4OYSDtalexrMjc6NTgMdsI3aRnUgIkqGk+GIaAWTTkgnVjArzxv0Bq28db4kuJkr2SsJ7jq6CoB3kXexANZnBWWF8V+M/6KsKBC8AC9QIFLY/PjCeApblwIdtI7ZxnRwfVYxVjpuOG8YKwsU7wrvSoGyQd+Yb8wGV/jSl6QvrfBNXNcV1xUTdwpJX0xfnEI0wDLK4i3EjV+JXwlxfWQ0EA34SFOZ6yXXS6ayBXxlYmViAV8fz5R44eWFl1NiO+pnDjtaRAXjgvEimsIXJhYmUvh6vyVAM6oZlQAl13jFeEXJtUALLADyIkueMQsMowl/wh9GFzHOBGdiEUsTuUu5S2lCxTVdMV1RcV1kMBAKuMhJmBxLjU1Ca6X3hveGtVKO6v16vxzNMjPh0pUsVw3Mo+ZRNbATvkv+S6J/vcbB8oi3bPyYc4I8Erke0SW53mDuJ8wKG9MuqNVys0IGVReKE+Z/fdt8x5UuoEZ4fAGZQfRlM8+oqqMPWtPqF5UweHHhx2s3rWUemfT6avb0Rd3zqW35/+sH72ihD06BHKhRBz4QhydezV4OXglfsU3ooGlChMwzE+YvvTCBLQZiExKtqc88wmtD26KiuCg3ND8Ul83IfN/yf2v5ZOFkpmmhyT5iHfF+y/ct+4h5xDFiH5ltmmvinF9+3jjCkoUh6wj73PxQfsg94hxZZFK2ERtT0smQZ6TA5LtGZreF7mQuT3Jlrd4tjKIEIEPMMJxtdEA18KAckIadbW+xTrEN299lF91F8Cca+1QNilgbWAIfN8sAxUE4YIn4QW3b/gwY9IN2KQJfPf/6uwNupJHCLv1Mww0iCfQNI1KeAMvYFBZEV2O/fPzjAe6NDAl1hB1MEgHuaiCYn7Dg8rIY9d/hYP8F4WACTIZouH5+kshiXsIsLciiFUb0TILnBir8k0XAqmAiXhEP8pPQICjw7NwzInRt+GTw3tjdi9sb+u+R+i8cqVk0i2Urv2qUWN3aINCGwuN+JA2KYMXP0rKfEV+IjnMYUibfBu1LzbwWPRC+9V51+6cjPzI2B1t/MfKTQz4weHAnihBbOsGeH10FO/+OuaATAg+oPAt+vAsWmRlABDLADzboIQ9eaxe+gyKvTm1ydZo7s5sWwYzK0fbmrYbGz/48Az40wp/ze37TmQfTkFA0F5UJMNyw3YrQ4jccHQubmj5462dH07wgL9FcDigzqSH5FEURuVYvqes0dNo7y9OtEVhth2GIlZcHYBrSfEjxOXx7pzDQaeqsraUUl2sIDKvs3F4N2vjMFNVDbDxRc+RQXWM/sQWCDczpEhw/W9+w4ZXduy60uW7O3CzfeKRvYDtw30zdFCE+YL2lunX1OGju6WcsmA3vf3ZhZ101Y3VdKozXN+8sr2Q4duISxtzbnv4h7/+0g4Y2hoXD3x8B3VTnxpb6rrYt5QC78cregVHxUUiVny+/7AbT06J45VVwgDh79szZc2DDhsahV4aaLh1qbWkSvvpaW2P5sfZDg/39fcOR267EoSNbQE2LuO3cOT5vQjdeU6MblzXLmtnYMuD3N32vphpUHsJaOw/WNrUc3QhevnrjlcuXblD8G9UUgQGCqKXgkSOHwG6MuN6z+3xl4N9mbn/35UYKjILu1pM1177/OjxmuV0bu9205VAzWImrgY4/rePzfBDswRqbGkqzuljItJHiAwoSQrBvkBgA9R31PVsAHHhxYx0Q8kE5tN5u0CSUtwT47WZMAxoWELgE6BTwbp7cFPq3xO1XzZtU7cLhwY72xpXE6aPjL75NEPrbQ0tgsmO2/f3e7vITB8JAjkzemr5lRAZ3maDmnaV3+npPiNSLmxc3uzeNFUH7hvc/qkQBRn0Yx1VQ/CcvqH2ZseJbYA459Pu6qwUw6kLUhNgHw4gRUnZ1ctO/z4LaANJeWx6Cyo26zjYFQsTblaNLiXqyHSTb4+2Apx7IICubA5vfFgAPT8SLt8+1U2/9PgIaKxc3a9S35zq87d72YPu+6gE9gDUAcJBfHKtJtyfb2cepEygMMgM9cKiGtrTL1RmwLwBIdaT9HDiBIj3dZnA80r7U3gfh0X03s4x+qvs31b8lQR00I+72xU3gR9CuRjsrDYQT/dmHJ+3YAkIokMRGvqGThwAs125sr94DMT6sA71T7fxZb+oWA8GX+yrD7TI1qWaUnndVnXL1D/+2ryaySUhtUFxYuZVpt2+a3ORSH5lsh0vtLZUEVtdNLNxKxrVwGqk7y8eWkMXN+fap9lg7gFi+HTOrd/I3tMPTbcFN4U2UOL4puAlT8DO8JgxrHSe+W/nW7qZOuhxT3vL5on7ZHdEdwR3vllHOuDGR/TcSrmcaR4KURrP0E3Vgkou+LLvj6FY/pOOpNHt0XW2R7hnMMLIlPoIFfRiGwbiv6Cv4OKOAHAXqUfUoAK5RyjsaGg2OxkfpmdHM6Ozo8mhxFEgvSi6y6HNcxJwXgxcB8y92MXYxxdD8xezFImNqHVGPrCQi3ZUc4ERr64BIA6Ldr7/77ruzSBwB1/8AY6hna+xhFxhJQxfwArEEiWkKm1cp9vAMouhU8VV8EV/cnIZ2JN9u6OwOYQWUEAAtYumMkKlWHR76Dii3kcb2GcRAumvcNaaamrY4LsWu6/Cz5wWAABlkCXXgCbzx9DUg3Ohh7IQF4TcsKKhwk93d3YOX9WRGePbs2askICtq7h2MQlVXgzFfblJHzgnTwv8Xkt1JJn0uWfHli3+2/OcuXrRSc0IByFaWroCeuQXmhF93YWm0a1h+dKr6JNJcYyk5qStWqRXMFAdBQ3VNNeywo4uiYPlyb3pQfXI2uHqDLdmh/9Y55fhS9L4c47fSfQqVq/W+LBERrVG8MB0t1R3TTdf560t3lazVylBa2GFGnU3ZBtnuL+bP46p9Rsxg+WK+gJDUaLXFobX8bhF57tw5P8WeUxUdIfTT+DFtuacrKX/XNPDFZxVkWLKs0R34Yr6SdNVwOhVPfDl/oSbUsTQYIlmaFXYGenzS0HoX1nM7JlFda5FwN38xP4pOihdPxV78cn6gynYmiERfLt1RkZ1S8syZM16KPTOdcCGaZlW9W6q0HXOAq65/XS8VYNbkM427zjSqqLW0s2K6W6rVA++GKaXzQdPJUz5U+398+XX2attzb5te/vINjUR3aupaKX+K5FEsMe8P495aPSF78NBPd/GUntb5gbUCfuhHW1tbp1cT1rV3G05E6g12h3KtkBVOo8yISFYTs0K2kAFYH1g4ER1eK2SgfCXKVnZogedBQ1fgqbUurjZtTtgRJ6Yqpk/5D7j2ei598d4CQGsFpxZOLT0TDn7xXg411cq6PfVKRN+Z3JzcrHhY8bDr4fuvTClx/fIlIFwK3PzZZxwwD1wThG5ENyKYqFkY5yBFMBMgf5zhuWgfO1kQqy/gtbQs8VYkHc4a5itak+G1LPM4NR32mg5lX6JHsWWybpFY+rZBzHmYpxCdFmHxiXY60GGhDfRi9d1aiszHRbpI4CY9JfKSPhIEyADJqB0ETJApkpnLS0oIZJXGtQSTM0nNUKwhWKCKFFbKL92xc51cGhJT3DiXZjKoJS5KYyJaSpfC7w20kUkwFXrp6BpNlSheohS9WhFktBGAQQKDGGhczWE+Ur6MDbXXsg0JCkMMhdcoUvqwNMlQU1FYFLImKiwnDBWuCprRZ5i5FTL9ZT9sbVipxfzVVi9VKkUKkbrkN6agWxRkKCLix0VJEYWVus08oRbrxBRmE3vFYqx8XlxkSFWFUZWeqmgVlazKVDEF81XFKoqsFlSzDGM0VHd1qjrJfO7RTHW6RNnqdY6Bu131SSKSjSxnIftKS42VUUOAhvj/UWd9Agho6ktw7GkHAmQZAGYFwfgl5/49/EHAZztP6xm8CbMs1tgKV3F2rHIBOQhNVJaiWZA2t0a5DAxpDQO3ddiB6TXcVSoZRZmg3KAE+zeqmdMdhnEl3N0FfqkL/wj6Li5N/4+D/x6bAFxCwAyi5Yn4fDh0TxKElVK+9HOyQFNfB5DXjwGYRP2ooWK6gpErqhoycAF19xBRLCFCK6JLeCjBgOlduZIZ9AYNO+AsT9dH+sXKSew9wltpFpnWoLNrT1acrcpWrY/+zOdGvnIRUYpUVeWVEbgGUmNFSrSRea1KvApW4vNgZZn+dXj9KsBiqyxbQ+s/gVfXN8Arc743FHGmWR7MLDHVCOGpe9gVV1tqLCx6vTUdsHT09a1+9225e8F2cP1mXxeAzK21u2xqvfzasVqQWG0Dh+CspeIPTqGNcsSHCSutZBiV47UnJ5GUIFTWOT6kwoqMjNjgcR+zCloEAeECzsPz1AyC4tNlIeZWcy8HNVKXjGSE/PPH70RghlzEDciHegS8g3JFZNsB/i9/6xftO/PWkRTPR/CQHFq//aas8scpVNx9sL++vnVUAKKYEbY0AAudFWSBFdfBRiPycuUysqf1u428ytNUnAwSU4SN+unvvzePf99HzKJvnJzG3UIV4eO+HMFWgBSxw3mUB5R4HJ1HP2kzQzMa5YFFgJbFSQ9GltvQjXFwf6Pz8IchwgAUAhMqRbB5+POTFsCoZ4CyIqAa2EXRCgMvhc1jApzHzRFu7suwGvB4pz78MTjbv7fn8g2COnunG/w1SkwSXtyJR0iK5i+JTu4WAEyK/G4PBB03/2QHK8BJByFI4BymRIKy8lYIKdQAJ84BUpCEHZ1JsD2Be1AFEFEhvMibrmomyYMfDuQoBy/Nr9cihxzY8PZjdsZQByrugIVYwRsa9rfZqmAeWSLdqBJxoPz3DOSvf1m/cwELYyS5JPzMCAPkT5rnEC9iQRZBl7D1Vghy+F20Au9+e6MFhrgSBNqIJIwBP1VpJhK4kYoRaFkEpbSIHYSAnRp0MbKzguydRWe5jTxUhlshZoZDzWGGwX6RjvfO+2bi/aL41K/VCAar9xLEUQ34owTlIQLEga0QdihD911XQjk0gmENqiaG5OgFM3ZJi/jxeXp7HuhIC2kjvWiYayZyVJQw8cw8Ab3M6GQaWoSoMDU6zVXifxX2LWPtUsQsWMFniGkiRf3GQ/uIDKrBWt/cPSWOAx9PhcvxLA1mwBzeA2rFM4iwHnvz9xFhL4+yYPtU/AVkVAJVYA4YhAruSfg3M3h3hgQxcuOxJgMPSqkppLxlGcwINFAuSIp/7iFeubGAyoEE8cACEKBmOohO4Qrk7/PECR81ydiEEnK+ggff7v8ghSZQO/0bfSXsbm1LAh7CQ4Pwwx/NMR0YGh3loRKSB6xcFRDgHGRAgaQJM50v0xHgBw5ogdNwCnw2iVpJFcbAY4GqbLSTdjgJfndgr4TvRLVoEAuDLNXcNoWHKrLcv/w5gkwiU9Qs9WcQJzgAOAgp8d4kwy8J9XnY5ukExgL3T04yAXNEiOfH5DCApoFaTL3dJUfKsY4sOklSQxvnURf2UYxU0DkSyGg1IkdGzGUqvp/rwDjoV6P9UwluFKn5AUSJ2XANHgNMr3/WtSoCQTIJ5uE/FgMROg/RNXE7y0rEFDeI5zAUJ4EEM1LALdDj60IyB2WklRsiU5AVljksDlfFJQ4+6nj1LgCc3I86dMg5KNwrpC71TPFeVZOhMmYqABTWnsf/ITgKhJu6xuEnGGtaC1blzwVs5bZyA27Al7CSGL5nJ/95OWzxrwviIq6iGVH8ycusLMrJNTTu/DqZtBPNzUk4Cdmfz3jgxwkYBwNfJaEo8p+A2UiURphHfEGSw4wpc58sjyiJkjC/a8WW4Z/6vyzSRkSGslKdAzpEwuUQDswEXZgLYB4kja4AkoiRJrrWCmZJNYsikkKJGHSha1gy8fe7cZDDWEQFgB1WrkvYJMohf64p83BnwQKDziS6RQtRqkvJLA9OJIxEETg0FkbvJi+j5Dw/S2bBLGIiwogezYLGKRLU7kpA9vpWhE4QRkpLLaBF9I9/vP7amsj8RQkVcFVspigjMIOf3JlGUoxcr01GqS8JeU+a1NOMoCfpL0xSS8z654BejJ2o1FxmaUTvTVYW9JgaNUML7sD/PIt1RVBm1nIBJ9nups2kWVBAgpCHa+Dp3zOMw6bxPHjTUJpDVhABPsVTgz+ZqGmq684KVr1PXfXbDcxcZWEWCLhhdIqdZCSIjdGxsVZGW/PDfzzfFJj1ubxeRP0ns46cEQfszUl0Ek0hXz355Mty+PnxI7t/akdIeKquGhVRB3PYixcG0uhJYhqakO/r0P4uOboEioIzzCSDZlAOzwwN/BnYfLUG1hESZl4zkgVSxttbL8cy+FEVDbCP6ySgltHTFqAE/EkOQQwuAg/OTnPLyBIuK/t1vbD7lplJkoSvzCHQw58LyCK5ZWeYGbllJM1fwpfxt7+fQox8GzcNh2qp3ZcdwAXsSACZwmMQCGcIE1cBumbZH6VQv3HQc9CNCygLrua+lyXvnzanK2z4LDlX4aF/mwSv5pE7/SZeGMSxBDXN//V7w6d/OofKaDPy3e/yUB4z0BHiZgb6QX1rixp2/6B6g/DFuveXCR3IIWpEj6jF+zuS6M0kSqJT1CuTgMRycAl1QirNoLGeAy3IL04vl1kQO2mj/cyaPzBDxsAyWQ6okMhPTlLTmA5gKBf6eBbcgpvLTeU2wkSgArhMS6kVSon8QEpZylRldmauFMFhmh8RdbVgTcLboLWO7qataH9fvQTREHOUnZclVJiT9tExXoQXLTOR7K/FwiAIwrSL2D3LLPl6GMB/G+RX/laNmPAk7qJovciAmYGbcHJ9CAebQaNACSTgNTOqFIXRAxv1IIDMIllCibTqUB4XxeN8vTjBlYPRsRzW5+cWsCImIvMEypdzffBXOZBCDjjpu4wM8yWCeIUPRLj8cuEIUUMpoYz24zbCylWSJ5RccYaUowaAEQSjOh9ildETgDFVmhltPod8VW6NY3Oa56Cd93wVJEkz2k78C2YPa/gkGbNnlWCGEWjQvRMDbkhNCrMl5fzLCvpcdWaNYK66WA1EEkMNBlbwf/oRhUCFYNi9tkzR0/e1BoN1/3ljAWsEMBM3LWCM0CDUYBj2xbfP3Pd2ps5v1sBVqwOKJEamneaaDsyGsPS3v/0tJ8oLZ5AZZPoB23avJPyAYydPs57SPqzEFoFgZ6G/WfWYbvcvlKf/pth9SwXDgoWeeXRqWLXXiIm2FqG1jIHVvlHeIR8xD6dQxzNL7jsCTIZmjv/k5Wv797a8hwILo5Pbm2Sq5ENBSFZKemY6tISUr/TZnrLDVEt+S0gzZtmlh1OYpUyLxm3qnbLNS41uy+xg7LAKyRz0uf42DwxEETm9c+44D8zjC9yf/mJD14AS/HWk82pNAn6wvTjgggub85t+4TL4BYE9SdQHY2OTTykIT6t5q4I/TS1hPvx7lyWoFvzuVyngA3HEhBxcBlLsleu/NoPf/mjK6VAo/hX9F9eghIgjc4wqlsdiyCk3UJoMtaQ2aTRu5Rycw0XcRHVxs3x/xukW+b81CQ5asBshdPnq9H49qoAe0tIQeMQ5PA08vRGJP1ggPU9PHfqpZUR3KIIsbhyVMU1OgM+MxgVNqEVaWSwjMQ+6gEb72go+6WgQE23MaOL66c2ZwQApq8o7TfXRdok+BgK9iUd5xAy6yC0cVj11+2eXfrxyLOH85Ht/PWoC1mfDpwvI5aXnvJ7ewZ6dPf0n+rs7Oi+cak84zza1tqxURlAzs6TaLmoOR2kLatm80murkuM/dII/7Do/rkKOaNFTp0Lg2qEDbnB87/f+euGTgWsyZK8O6cyMSx+J1qoaPDASQJ8W4Sge3hesLZ4RYSZiZscUhvLnwN/nkegjhkFZ7ZROJZM1FdtQoZHvRD6bRLKDEot/H+dAAj2lOxq8sih0PuwTWqQrvDhj7WWejHKPffczz9b/B0DyNt+HS9v22aElMv9Usg7FXM3Gfc4TM1gC3DSemnP/wgh9iBvEjidREfjJIvzVuQLy8+Mf/DQF/tAGTjiRZrERtH7y1vb2pjtvvPLjWdCaAN/fcO01KvzYPaAGW9+wyS4sPPjPw1V22nH+HwFWp5smvwayhoeO3o/ZjDV/6B+hVsrnBaw3frCCuHd+AbrB43pU+9Bkr+FZUf0qiJcH8qSJm4TysVUw57emgKthFdCCk5H91n2Lz66CWuSPXV66iJLrwFY+9bkJIN+/ivPJRrLLqLYeiUhmxmewJK4CRqB03MW8YJMSjJ7QG9ZgH0ZmxqNH0oRlU7TvTQ5Yrrw+i0sQ2eF8JysOc4qUhsQWHrboSiJRaWRsIQE3jgeey57P7XGqI00z2gzh1OqZHqJQ0JLRXA/0fV5Yjun7YkDat33kq+Rl+fjiif9MZLKK2WZGaswbzFwX3wfNUAn8aBSR4IbzmsOmpqV2VoIurOhsVfrHnPvvCZH6sPsoK0bk04rjn5cky1nUc58wrUy4r1qDaWRdoDzfmcEE3GmkCIpndM8pHsgiy2ii85oCrvCWXSZCe1ou+v7eyYclXakeu9axg5G46V3+3VNmlJ/jpxDXE8YhZhlul2wJInaK0fMqv1IGLU/wbKe0Rx1lOf4sEgVjK3jwylxjyBYmC+2utgIyffYrhNO7deaF6A4BP9I1d3495eAZew0MJTZIyQS+jHpxKa6FBtyLTAPJbjtQd+kfDlRZywUVYdyr91Ne1LV51jDbPPnQNPAJzvgx06O2Z4y9nnqtIqqf372w9TSKK+HBIQ+Cgr2Gc8v+JQUpVKIcNC60AfexGeBCJ/mMzYpIQQjRgL9nd1qf+fq3q9T2Z+69f/qMUsW2QKWbOjtrmG+VPC553O+NkDY0Ojwnu9si3Y5sWxwY+FmQGMgcYUku8x00NQkeEfgth2KUnAzjGUyKKVFRuQgJ8DmOIHemZ4mIleVhFPFv+LX60rJ/9QG1xlWhEzhrp5hJK3CoiLoRXvnH6ubv/exSFnuz5729W2a4r/+579h5+bXoWccWpURSPnfgq16CDpPbGLSc5TiiZbZn5Gp5h+lRH5rbJ3ocfSzIVavve7n7gfVR/IvorAw3uV2ymEzTYT05whlwwuEpTCj7dlJ/KtRheLoJ24h1NfRLwFoigCUuNWF8ItzB4Xvo5Oe0q9KODQTYNJkiIUaw3tOSExXaKB/F+k1jVIIqh3lGWQXrXmb2bOU6uaxLG2IgxmX/KoGEltBmmn2YYJWjaRpL0TM0NseoOzT7COtvZXcOsEa2/tULJmGGVGkjgsYodYWzAvDLmVprQMmlq620VTIVQhCunKuEgI+hIomonnnWJ0qIILW2pcQcGNCIjWJoEnvEFOuCZpqRE+urgL5qpipVBWTVGM1UWM6nUozOhGWqs9XYYnWh+vPtCkqKEgJbVc2oVReunPjfuHEmAetulyIcBBN2rI0WM1KlXQ352pCI2CE5Ud5jgwcgbIlRJq6wGkxxQZzGkrSZ19+SZvc8sDdAJXFnbfRXtyzmQYb1qH89DEooqP6hhHJyMX4QJEv7G/D2j74BGtiNlvu6xoHAQ+Z4DbBrFRgE+wIHbIVCxmBZqHZXNILhNR6XM/zdUGItBtF1HiarGBZeL9+pwfNCRyXRy+gAGnFLA7YoBgw/56qdkt0d03hpCFMirJlQiUsjye4p1DJDCdmBhPNwDhLMqH2T4QRY2xQgKz1ivjCGFJDSoAbA1Dcc1i/0PoWBeaGkpgX2f2F4vTUdGnDzEz1y8+YbMXCTPfTIJ598spbKi/IiNr1+7w32KKVLKXeNUvLGG6U7n6weGRE9VzVXlROtUkKU2M5SzqgczO2Z9wmjVxa7nE8UxS5ViACWvtnz+rPObTHDknihRmCwS80bRR2WXteWld1zMl+Z7biRn9oTG1nZOympnkGsj1J5qcA7Y1+2LStk305sSpri2NIe0bD5iKHGTUaRSEtwwKZX6h2tG95c2pamd70xQ9CuU0tNhmaHg5jBSJgciiKpB5bAPh9w94eeWTLYvy3SmLeanlM9X9j32mtmi9870J85L9WH9jq3mTamDyWe1AlXxMoz2/cUVKme5JNym0ej7o/2W3eIujUtgl0hk/2Z+undESKw0wHJi7KTspNzOxSdhubbjnbTC47nYw/VJZXGMb7laSJZ59tk3+GS1zVgVkRPSJ+N6F1tiQOZB6aH87DJV+Oolvdjlof8j0cb0lVCOndG0m+VkjgH9W7LC3Ld1p1WLmUT644u+MIej2vxGYdLNl7Q8I21K1sDW8oLj0mf1hyb7Fhu1JznXbBi8srFi6FdEm26WjQanzD3Nq7olx+1DySfwfynUxPh4Yhhgx1oeh2N9p7ayR7loGT7vF30fLHX1XffAJl1C60mzKpcLg9RvhfSG1paIo25IenBCJ454t2X6DICG1YnA4v9gYeqtQrnNscOrd17eElsEOWtFktatvQd2VGWRMfZwQ0e0rTNtRaG6S0LzgVf4rnIsYWT2e0zO0PHlo/I62ut9cyXr13fxdKMQtsV7pTwIj2Snsle47a7bLM/Yd8sfTSidzyUufCzStkEqrf0KsKL6lx9+Fv5uthujumrWDq/b/VuZO8/g66kybFP1/z5wTAd/J+CN9+pqGKquZrIdN03trYhlsXxplUosoz+3lfhUc3NtaVbC1VXjWJxFLooGD/AAnT+Un7v/RDNPpI54jTnt4XQRZ6Knhz+/HBxOsxPm55exdLSqPnF3BBYkaYOyJ4QKZwt2e2zj2d3BKXGb0sPu2wx+6Q960yXebDAMTe08hKbZ65Jx6WH5550uMhnY3b0CPtM/JySlI3eX87+4Pr4SQ33gBo0fUlypCcCpxJj0qedjvvkR9eWuyBOPZmXrKgFD6Pn/RhlQJaeun5+llhoEjyv8Z5SHRrXHDSO/Ll4UdFAMPdq9DC2s4BPdhjks+fdFzTnF8+mO4taKzYtPfbJvva9oztfPufsXJcKXnDubKFmEcAoAO0nQjzlqcgz2cb8JZ+WCGjTPekezYWwOy8I1mgu6C9YOjTtLNCcE9P7I/uNe/Jw2uxw9HqcJoekkloi+KYrajllUUTOyh6bqzO94HrednjKNttMblpWux5i5oCc+q4M6vXaxuBjpA/1B4VLj90vhoHOVRG069mm+K75n0wKU8dUl91j5OPeunLPc67nJW5ZLeZCprD55tVJJVbLSPTMU5PD0qNkdXyD6jLvkm3/slor0QBbN29XwGR4YTmouxb0adsF2sVr2Wsz15YOqI3oE1GxG5/UObtkWEwnqAkT9s3xvkUup8azI75rodyPJw75J1SXbU8XDBJJ6fUZN0oeS02ofa7ntd44riL1JxefDW5yCcz6vzFL0AyERWKpbC3JzxLCIpYaRzsKPDc9db8uyCyqATJCYi2AZhY+qp4Sg2oTN8QFYW6aW8ssmNUUHSg5tmLMgj5Dww3M6olBmlmz6jGwHubAKiVmGBJGGRJV8A8AcU9pT57fZRMVRaBBI06KQVIsrepiXtJUWR246+/KVsP6uzUGJSFJC7YeQYFhgA/lxH9FrSYBBTB+Ryvb4w0SrozGXm87JitFeqx288c+oAYMUzTIPFhlS82Gb8CSAFJgtJqOFlgpXI++YF5LMZoNxXaj+/g+Npdf3tWfF2WriEKVVvyLTCkWYrXVv3IjEkgfAB50Fn6uq1u+QT9n0XSFpKavE1aL73WWUQ0ZpUIGbjPH96ZKp9uuclf57b+aEfb6e99jc8zIX//6V0arIsgylv4q5fnWaKE2hx8JID7+iiBdHiM0hAPjUEyWHQ3xcsgikuQ6yzxVk4IE31A2qAExyobq+An+Mqkn/PwsfxoOqjEXXw4ZYHPnECpKZMgkzuPO8iKEB3eSRzOYhhBn+fPY+QyeJZUwIo4DTbmeL+Hd0PLT1EKZQ3yceUsZD903zTdSbmoRCfPi/HOeihjqLDPxssQyz1C2+n5DWb6s1ARqpoxtRKLUkDCdEfr4KE9aPim426Dt602YIhbwLDcGmaZkMRnBEolpwRRRaq6CMjJkKJNRU7wYT0OIkGVigQpgU9wk8sYMmqeFWX4BK+KNb3Awd9lnKMIB/7gbH4UxNy8GzOV+fgrnICRlx9keyFAzz8mbBhs39IhIA25El0kbVylOU1bCRqDYv2egp8JfbmEuopQbtaIenIriy/RKuQPXgjAw8M4p+L8neTbkFpNJF5EictCGFHmLAg1vCnOjGaCCGmjmRTAFX8lfBrOkjMdDjxhAokJDGqAVCeAkRVJSxMb9tRXsS0MvVyOK1jYuMIop/yMJupaY2lJkpo/Y3SjkUtRt9mV3KkwbaJnk7qwiJ1n7MswQi/YkmSTvRUSVDjflYRTeBGNdpNjYKACLVJFan0scXAeXOce408yJQ6M0kLAhUaVwKJoPvuxnj9/1s4MsY2pUrsbalDNS0U6VRABLQdagA2gFWbEaj2isMFUAc4W1olSWWI3bKinibAwXG0yDAVOlpfJuixOVqdKFgDEQpCI5Q2pR6QYb7egXBUUgJIqImEfjopRorbY1q4rQiHXiUsC62CVeDwtjPjlxQbx+Ja1SVN3PoHV2haoiVasXs1WZKggKVUW2HK9aUF26X1sHv3qPIH13jwDkGQNEfJcnfomohgZshBLzlcL/my9fxRedAJTQy0MwxtAuBVRRNFWyjVehyxxryF3tTKlZwqbJEmYhW4BikXs3tnAB9IsZW5zFfIYiAAv3FmF1m4ABNh9r+fyu0j04Y0AKLrBhZGBNlt4CQgjevydMGCZDJMgaZxgbExvc/XWiVc4GyDHWdQ0GiZvEq8DBZWx4gmH0D9+BJVH7H5K0ZQR0FMh5Jk/E5zdRpbYwKxhcRRaYRrEAamJhxReWAvvE5WLWcUHcD6ESI1cxpBXRbDAlpGOiWRHrq2AD57anxUUWGEQ1a0kLVyHArM2QtZ55q5F6ZvRFtJL1B7CINIpAJWPJr0YAwoEm0ACGE1VLVdS+f4QLDMwhn9wFHr3qBABTcE1KSuJgrGCa1QCZYV2XlXvCgq1u8zGAMaI6lID3JIZBD80nGHS8+vo/ITlg+j7Jqa5cFR3QRHcw6gElZsFBa0rC6xB7xICm74Z9RkCQKXhXmsD/SmlKMInT6YoCk2mqEW68K1iMKhIFkwCGmS+W+kR3v/pKp0nw2SScBF+kMOjq6tzCloGf3fckU7RUuK9vEohA31pFqzn3jrvXos/Vt0g4CWWPssfJnGXgs8+MmJNAiUXks88C9V6wSEzDMJUj/eU+Ko6FD2v3v+G1umwmykrpoB0XStpTQv1AjJTSC4/mHo/Qy3wRtTJsOewHhXOGM0Xx8oMiINhmRnTbzvl2OAeaMrv1yBI4csazy1c5J4qXF8pRRISaQapzERTAsj4pjO0zwLDBvsX8FFlmNgUEuZqMNY585AUarpEoUJJhzR45beJpz2TP5PuixLwp+rBm67iWMSatUP2892AM18Gookgl6aYAV4TG0Nrc4eCQs0XbbWsqCuYpA9cjiLY58RWQQRlbZz+HtglIfhyX016udKhwwExjHoG2LF7WmTllds91F/vyvtCI+nn/qF1gr9BX8cqmNklq8xsUZd2pNju9gr1i4prP2uyWR+TqLfLLeaB0Wp4Jk1io1d+KoplvSxTpgbld8u8YuY7L8+2aB1CDvzb2oAxYnpLuCRms+206EnNXLVVIpZzvZDZEBNYnKKNxsmmpiTwQfnLhUcVgZJPzwSxpQPR4hnBfCRx0bnd3G5r1tjGTPLLJcmShzN+t3O87l9WYtH6jEpfsiaPkAG+jzDMJ5dvk3bHzqYalB4OUaFfk25mR5B57S9TMqZ+uDHdmuuJtC0cW1UsPxHZKB1FK8oJnLDs2X7Ng54yigYH/iB02nBS0q2R9GXTKaH3Qg8xrYn2coYwge1L9jJF04SKdHNHR0kpL1Xyjeu98XX5rGuhPcRyO1llg3broj4sSQ/OD9Xo0XTf9SBBqNy+gHM3QJHeRsmGFQzpHAFVI4u2exzxIFHopFxSRVlRFeygXIj2Xf5osy/KiFI+c5+dVaYmittDhGuBdNI3PjMq5Sl62JgNqFxQCIvWtrNOBJyGPslMKXuj08iGRftFQoLV8ztaVfgEsnpwdVtIoQYIC1OM+9GXFA6Q+aJe2Wx7ybrNuLZL541pPQh3bHTidxTgNHoPRYUAtyDIe6Fx4yIRYdvp3zT+jc4pv/a66e1nM57XnN2IrDye6QloXWNiCTW7T98Jg/4p+Aa6gVhB9JKknCgPmAd2j1XqQGozt9iFyc/xxyeMJqwhKAN9pc9it4I+fjZ/Z8ukKODCgAHe0z7pPiy/D3rHrd8R39sItfb/f2XFroBmmjx/3N688OASugkaLcka5sWHj6JbdsGUwBgZAI9YARyCoAw2WDWpR2hyhzCL/U2rk8h8C3vnrifaffRxXh6FqRwrV9usrzNwpq27/+3PPql2/ulZpE5+jb1DvHWqK9Ca3Eubt77q2y3eebdAgskdNgy5of0xrMe0DSwca+TLQVv7vySfTtlrqxQPCXaIjcvvykQV7+ffC6pnNGfKnAvVwdpMHF1nqvEjNEekTK08qgQpJMobeoUFCdWzu+OmF46mT+9+7/ruR+OnAc7vP7XWerSMMF860oRcCFzb2+090HT3dYEZa9ylaow8NNzRDUN9y9NyNxkZgAqDuHLYdgLMbNjDJBlgLwE5wrPECqGtrH+wBdbV1Nc16II5tzW/95caa2tra6+W14ur9g9XtlWJ+TW31AXHtUPMlxgJVlAfNvqetw2EBD2Dvi8Bs78jrOcq9Q/vEd+u1wPOUHsawDHgtelx1dAmQVeaHfK3Hs23mjb99I9Iv6pftuLU3s4PSmj+uvSpH3xRHn0hblw/UOA/+ym9rsB45sbG3+VV6GAU/7LAdix9v6OOBwcrXwVWjSzh16sfgz+D19p3WM47n7vRf/c2nZ8+fPt2VP4HtP9Wzp1Xz4BL9SdYzc2qPQbyyyYFGNhW3dbX7ervVu8nB5N533xfsUwzJsA2Xqb8OmwEP3D41uvc0LByHyRPVQ+17BuH+m9PPCjC9YmWTZshannTUCl7IeXgvFMIdd6gB9WZPBzXVLYJWbXHbNQGyjMqA1ZiipI+IBtVPTw/rjkWGf66uUbZSlp55INva+5dcv6ef3PEWr0dSoduVr14hYsBNWpkpNHdWIQoqZdwltX6zDC12zfZezyPqvtnt8yAy0OU2vZ4zJfa8WusDNd7HFy1B8F1x5S46DT8r/63uyNHUU3zinTPiX/5cSIXlIaNrf2x3+vmp50xezzEP6d4oUwcQx2Zv5xzgdNWHt6l1Uj2p9z0yi0wb9itN0UHtnrqx3wl/ZH08sa+IfEr7kIO3PhSLLwzowQ8PjLx/7tCHNX/Brr1Nb7e4lKe2b79AD2Dbuw9cBX1bQNc1OHvGJFTuSjySGprhO7EVx1SlHeVJ7Iiq17TbavTWk82vJS2Te2799PvnPv3475NVsYfQzea9UydMDoVoYVOvFrcQS9iP8n31O5M7C5gZ/G0WBJFK/uvS/RJb6qDLfob/XuRw/GnOY5NNSptjUOR9YzJEPvSHGaX/aSkYs8P3P/WcTe1wdmeg5TljTYqYw62YBssBDjOab5uBusyPkMg0ckmADzVSw11H3z65d/zHn5x57Y0XdxqfBPCPoK4LNMik89s9Owr8+ENp4vVfyOHrdiwh0OzwPhvv86qDWHxXRiB9SvJ4cbf3KnljdhO5KUfpkI/siEsU5To3EfZeDQjpDAYjUvebSxkj0F2xPR1tmtE5QUYr2f4XSZ8ccYECNqrA7M86B6O0YPOHYZzjTwRJMNdnJP4wtaNp1vLmAjqasOoO/f307wPg/emjwtDTzqc3+k4UnIVn3ucA+6nCs+ZnA6dNp0NnMm7fcy/2Duzqu9Pbc2I77ICdHSMn20Un2jtAR2trU7ahQGrpvLHYmd43ifjRXMfclgXkV6kenVEN9Y+a9iwBK7ztAS++MY4+KT30KYmowIl2HRz6j7OvD/59+HZlP90PtnycBr09uwgV6Dc+72twNTsoxUH9sRlk+tiUWKGInRHhrgsK4Hk+5hCBqSYZEeieGSARC5ABHTSZPFiMVmPKp3n98c2ix2c9wcc5DX+cRxaw934QsmSszCLkCTb5m3zPS8BrfjJBcBAO+rcQ4eaaUbR/oc+LqLDcwRzlcud2CR4MnHmHQyroFXvU6lYmdUaumU6XB06YjWZBpNpnJoncs+7zMlSGLXXHOjwgD4wwC1HtsnYWUXVaNEFUwJNRrJ5l4zL6FbWIuBCfttjjAMbWxEYO5i8PUs7v2L7zFbpXb6ukXb550TBrkAAO1FstexaojhiZpHctPJo3LaNLqPtR16Pps+ZHXCon5sRCY6ExFwgAQW+6TlXu3zQHk9xLEYNmZ7A7s3VUjUyiAiSOmNFFsAjmL8xduF8ZK2I3LZ1xjfbEuk7m2WdGzSgP4SECgIIwmqP06A9+8Mtf6nAdriLlJKuuJYn2AuWjUGyWSkMNqsFGIk9o9jjwFExBFdRCL0C5ISJzIXlhEWdVObd5Eok+bNhqecDyAGoqDNot0ya3YIpkf5s+yzR2GZuBM3BknFH2tHQQ9aGMKrHCL55aODEDrc8eONF40OKOXQlPsKXSEzzUdtC3caWFfFD7pNR6TzfkPehv87Sl8MXHF60CwoR9zH5dd3JDtBNxNxeV79wsAG2ZiWZVFIujtaP9zqeTpNw4t7erdVVfcT7WfuezJSR5fOoMig0FuFlq+mT0pAPJEz6U/X59ecv8FgO1iBb2FPd4ECciILyUkxF6ESnAP1LRPmb0lsgEaoVsIXacXIz1Utgzv4fRVH2Py+laM+psCaveRukYNeSpS0o71HSae8bAdVAC/J7qGjjwAYd2UksYyRfgu1bVV8HQdTOt4u6a4cq4HVFaRReBgbRh8wRLOYLpPXcO0+KZU7xzPjBN5MvSaLg3oGOa7fNckABWy7WRPuCnOETHEmXnCkCRt8iNIGlMiQxpVJ6NQyZMgJ8xUmwp0aPRnW7gA+36B6cfvB7XZLs6ZrusXZO4nZn91eCV0aEgaaTmYPaU4IQVcSBThOWR4qMDvjFGTfZDF650puxnglSY/PDX1em72vKKUYPM7Vo2vZl5jlWZC+illYcKrac1JtVuBakgp+UJOduZJYZvIkJGzMJweYq7qjHOUyJCSUiAzibdI+JqYZYXIWXE3IHYnrF7auTk8XYpFkOTD08/POTqndGJCBGRgnOQB9RPLFUInIu4aDvnO0tnJEC7j9XGHbSZNhrDlrXJwETHG3gqCVfC9TKUVCfVcaYmxYhsRECQB6RHAnDhUfseLYxsym72gjyf1dwX0FsZQk0VgGncdtGOTI1pfYNyro8KEdbdhf2JDc7tnuEv6LMOPIouAVanXQJaxK2It6io0GnrMTu+qt1aKDtjECwiTtw0kO21gpI54NrKDscc13JEfdKC2lFWwgvYuNnm7555YAGNGNyPdlgvLHs9iAc5f96k1WtvzxB2nL30Gz1G6wTv29ajoiHe0JDdLNnTr8PIAcNge+EF24gWZ42JtD6DpBENEuzObTMaNPrRUQ3UQA+D3lu3PvxQfU597sMPRUOioTn7nN2KWtCCb8VvQuw4q4IrKBYCqgvehpjlo+WnZJtnyPQWO1hB/aenxsJiB30wj8eJv8uQyIXExW7fOeWpfO1CQ/Jw8nAEiSD7hj7KOKXHxw2UjatolFbUFTXBZxUMtizMa1zoW96OBHdyWw7kwC8+sKPK45nhkRlkHq7Xs0V2MIiUajBzC+gMxhb39fth6GHDt5Ib7KgKpJsWJCvbzFQeyz280JY5oQUmLIAXUDdQUArqlVfUUA1RZtn+QCafaWRfqsRkGDP1EXn0bm+cII8U4Hm2FbdvR3vCPQ7ETC1jIeiHWnxWJzCsoEx3z/nPySgZ5aZLXZ4kNBcElO7S/W91I7c8ZxaeY/k6hyQQBcoacH+3UTZKzzCfmaom6TlkBvmB5UjK/vMPdJgPPdiheCBVXwSJY+mn1EDabupYwrzbHAM+grX6DGdkXBEjyn4iQNlxF/5BcLtsgAfCZ0Nn2G7NMODXQbk8twHF8ttzvR0aapIaGR9abtW0ri19ISIHisAO0H739giyvgCuuNzI3SXQQ320ugYGN7+TIpTUNXYe+sjDS3Hf1RzNdK08KABBPETGsARmR4I2yVAAXV8lE4PV7iZTkxu4wcj4HJSSVqZN81CF5J6VeTjgYwFuQ+vWF1A/aDPCBeTc6d+ou4va8QAZpYxQY55/RESuMOxCqQVqKHl5OYBifq4bDeHJ0fka7zOTJGvSbtQDAUM23InPwmliESngk09GnprH0tiLrBWo5LYryBRhQ2N2/cHBeLP5wZthrpoSSyktlUaTaKA5tlvljRFZ7I/zco/B9AwPqGgZxQMyUsXwd4obJtUgiflhGmEMZtMRvzfgnyNUCOqd19j7bxvoBerjPFQiUjy6L/7kR5lnsif35tYs6cjWPB5od3d/EG3VbbRhZuyDVK+5r1qpXGmRYeq95gO3k6SMO6Td4tVygAvagBxVMSLuOSVycjADekAAHa2eNgFcxnNM/Vk6htpxO86OrxWxIuxsYIW5jXr1INo+1f6RnRBRGe7KM/PPs3NoAZAOyXABCHhKioNMwV/+8iM7Pj+o3keirsf06Jx1zMIz0dfNmBJFAUdLbnUAHjdCFB1SmndmZLcBOlEe8cvVkxu4wMdW6D1qGP7/gvEcbvymHqviA86Om6YR5+VXVfC6Yfs80x67sddi7nvxhIoxVnMW9MlL0ifRQy5b8PArw8Uj+7JPDY+vHM0c+2Gd82k4f4LaHQRal+LZ85pnfaf39cLto44z/rPlPVjPoMkjOP/KZawDtrbBP3lOCEBbI9EC9w/tppqpxv3B1uRGUIS/2PmzIvhwA6ht6jv5anXzhqZj4pp2xvotbO06X1tZW737fGVltbi6ulm8q7q2WtjYUX1m40bxKGgVA2Fzg/BUdWVDg/BOT+Uu4c6mxsFqfjldXs7nD1Qy5/oG4fa6FmHr9fLmy3Q5LWTuaUGlZ8c/9itEq6dQh8Z3NHv4Dx8qzkU955Yr1M3HlzapcEXnoq6wNaH7paOX6N7YLl42dOW3/pc7IS5x9v0PeSEWm9WtVmVK+V/pirBp1KKZoW/sjuhx3/NHrKg+/AYOiUr1/R6JwLFK1iWRPb544mucEtmzBQ/rl4h4fRfud01o0CT+yWuhs1/vnYjvq+6oXrIGDkwf2uA5FDx810uxfGzl6S86KlRjy8BNKBktIALzpP7Mvjdi4u5Im0G14baji0S63zBqV7Z6t9j0y9swxcBbB3Q78sb6z44YB1WmgzVZU3r3SQmjIVdnHu86cMliAYn9l1xPUCtDK1bTk4tDvEM3qAUwQoTss8PCgWrhPuGR2n4SHB2E5cPEueHoifSJQayHJgZ7xdjfbKemT4+8OlrekfP8k76TNLoMpY8EB7vuuk+u8yTKVur9DsqwpeRC+VHHP/ChmESVQaWjJbB53Y1CXIrprnt1dv26K6WJD77oTPFaAHrg6/wpkmGnsLh71adyI3Ju1amSb+Lr2z7vVyGqL2CB3nXXSqzfNTBjIFpBk9K0MFj3FQ6WGZvj8H/mY4mfdrpX3Szm5zxn73pa3nJav8rV4kAFUrL5NWYl2su6W/bsPfdp/c4Tfy9PVe1GHzI9pEElNtbvYj92SagXn+c3ujf1WtsimuLmpvMrW5awH630EawPhrdzZbcZ+B5zmznmucedjy/v/7wzxnvw85sK7o2T5cbznMdWxFHB1zhojOdkyCTX6wpXTN8gdi23JuEsCLYNZbt/8B/qLYodTija8z/BgyPBUr1f4cOR4tbj93txIlgEW/fk/NlACPBAPbnpmgBGgAjRIR9NgSGXyP3gKVXHXb8O1BoC2+d3rLp28qS9cn/c63h+uSLTPNf2iattfksSEWwdyvXJ0GnsAwkoDhbML+/1gfLvZ/dIMBVYeIF1BjWc7vvQuoV1CHVMP/IXSZ8CN1IukIMHX58sy+3I6Y2PWR6dOrUEY673V56Xhua0eY1AO48UtxyIbbt5KN4XpbOV0/xV95Fc8/KpDwswBuLIz+MvpF4iwfCrc32ybX35AdaV9K553z/0JWVOZk99pTcp7TE+/5UOpRmpDw3TejQGRcDEzxtRPQnenDw3eSXb9g38S2Gb/7DmsG6YdTIJjparjg+FjjtPnH19kHeSPLXubVo8LXSf+ZzHyblJiszsv+d1Om4DjgqFovVI/SJXihu5TkRyTIT7ny4Ij7+V4TL85Lqh+ZmYQweyFQVM+bwW97t/nRVelTW3qNToJpcus0mOqfCf/u6PvMrvqzfPqQvaey6rglG5e9VpZYNT4KjyaZvLx8/Wsr6r2pAHfVZRFW1TK41I3nifE8t4QOhBXBhK89AY+GmRa3FLsMmHXrcxmPYYlruDvahH7p7ekuf5m6QXRUgB6L59QavwqMlNRnWyUW5KPVZAIo9EHpmi4lQKiz8uGpzSLtHeHbmn5h6Q9ZEu0pW5On9t1buitM4+P/t8eiI9IaOsW5kVjrGoM1ezVx0yq+x+Lxfr2QpsMbbObHR+x/ydVe+OHHzly41Qss+Dj547K7H7T6ToOwngGSUvz17hoJNA6Q+Npq/EJwRHZEdDZwNneeem4fK2Qxrem5KB+AuTz88eltgWByxlLzueWH0khE13aR7sUJ0KIBaBwbmE6FuWN96cw2YRP6NXzQMVo7LOYd7tptH8oTB2I0MN1LylAu+KkDTQ8HMgRpJUaJjTxmkzMIdf7pevtkHFs7xkgfzxE3asdBLhkkvmDkf3QquNLki+EAFUiv5hgxLuhiSwAQkQlKJ82MADDs2h2bCDUtSBmFEwmgk2RmC+FLKztucOwFpgiqUCfNVhLm2wszvqApFIJBPJRUqRSrS6jc7uoidESRGAoBRw4hA7S1EnICfOMwlZlbwKgDC7Az5bNVdV2vrmVfOqP/8CcR0bRrgioSoxCMP4/7ZNkwpARzvLdmLtR8GAKv3kBsJSXMhqSMjavj+TvxqwwhRhBwGsBn4AsIfAIB9gjFEPaSH74wc2lpE5sXEECSpJEWA1gqUJCMshoIna1bARCmJH2CL8VClo5ZJQvICwTXlj9T9Sf39DXU2NHbEhoK0Z49OlZsyCLFvx4OCXAIIRTNXvvSfEfv6H937CRh79kCBeZWNWIAH+LADg97/74TtwQ92XAHTsGHbuDIMiiCWRJAIBB3YMEpNAy5vjlWCVg/83d+8DlOaVL/yP5/nDH4GAFSNe9YpXXTFCwIgKARQCRoioGFExYsSIERUjRowYMSEbckMac2NuSEsnZEqndMpO6dRO6Sw7pbN0SqfsLJ26UzrrnbpTOmun3imd2qk7607p/MAkTZo23e69+/7mnXfIH3zggec55zzPOd9zPp+vYHryftWR4V0mBQvn7NpN6XIg7Ga7yoApd/EMOENmMHYrbBfyyBApQSr4DvkBu7uBluhuhWXgjbx75XufT/kOssjU3C7GMXuveD0oSJdCQSUWiyeVwupcbS6KYrHYUnCXCSGkS5kMvuNXQDOoBPnp78on8wEcSbcHEM80CCwgXdktdRP8VbrF3KNWdmUl8IecPBd692QzabR2DyZ96RHugiuaJ0SCu4fGZgM/4kPSz4a7CYUFd495t+FmkJUgHM9YMs8++/hGDHZbMQGfn94xAIKgEu8CCATSz4LpZoHPc4OcDKQC7jIqeAJYA4wMtgRHQBi4M5yKpGm3ze82+ce0+AvnAeG/P77X5GFUjirTrSqMgpmrWKCD1fcugYwAj72fmO5ewq/7Cg8AmRnye9UGww/+3t2eedO9J7v7fv/dmbx48Hcp73ZNKHgVjt79MfMk/c/qve3f+z4UBVE4/MhjTeCqEOdlnhmLzSCrXd62odKprMe5Pd1lffEz4dn8C7IcP8OAeY0nXhV9OTksNfQaALE3VV/UtCX1HmowQkWwoFLSyj11Z32Se0ZsDu5zc3c06707OvsAE/cqF7ky8hYH3hj9LABenXGOpSw7egqjQQ0FRWq08ON1Semm1CxFk81LzcsthhZ8oVHBNigMrUWt20q3UtMubw+3T8o7UqqYaulo/7vVNLW2e5H/K09v3qrGrUn2bfYR+1eP5a/2j5QSmFr7gEbPPRJs4SLME+tD4WEjbB1WmRlAbKYuXpqedj21w/BVqtEOD4j1evHOIfqkb7TmDU9xvhnYORs19hoD9/cFjjqBhff17Y9kBxP6b7hARolmi9E77jFVFY0lr3YLmw2grLTi0rpIsCWus4oJGtmyFAujxc6WThyUxP8x2eUbCxCFJut5x0J0r5LFY2YpE/SlgY9T2Yx6Di/QzMlWcYXgJashMcKY0WN5c7p/2cbq4BD0vF9YkJB88GuGNNossDWjOThFU2ltXME5MlC8doTbVvpKVjtN9caW+ttbUeBoL1eKYZb8MA/Y8uyal7uvt5UapqKTG9l+YJKsiJCuEKpXWwaTA/QT2C89Q3RgIJhh3LEobIfkg7qhi1lDf55+YcMaO2vI36le4joQX4P5oJifV4HNIcib1hppErUYj6VIg4dMUr00Jl3Ay2WUZqQZqznMkBkg5xF/ixwdKlV0lLKar0qbQqQt2/Ur5lnHwpepk0iJ6ZBSIQRJRaLVDg1ViEomYipDZ4O409y70r/d7MW7FRdvfZTAr8x3dncNdFVxpuwLn79iGXNWxZnbQAmIVbWB1qn+baWxvfWt0qFPdzqRLmzhXHW6WVPV8Er3eVN/pNHDvzMcH/YPcRBidxJj6OTrKKFKYfU7f45DzUWcVe7lGBdRv7Hc9m5wRHMifOpbV7YTk7jpZ6Jupny/ktX363LedsM2f5OnV8ZJS/+SgA3ANBVN38NHG57Ov7JtbcOB5cmZriTDhKN3IAolcGZvSY1Fjm46GM670CJsjB4eXB3lnjxfoqsNit7mKrlHPL0utU5vPqHgQrozwifrwocuisHnRglVdvmtj5+fj4PiCZlyXflCcUrlOf/VlSVEfbXO1HhhTNZolPjFOxJJQ+HoyJ/0zYHD58UtVkX3C2FIjYz9yg9SJH0/3Vg+4T/lnNRkb2OiejHFjWw9qWfp0Rv+Gkd9tK6w2sGX8bcFr8CFK4DSCPfCNMQKGUVKYfxI9HDosJbIKLDrX9kgmeT+Q59VJYbDExtdzg7XmcgkbRbLNPvPhubdVvsCj8ysJ0JZnKjhg0/ef5Ez4aDj0PX6JM/dwBPC3Z9zGgVWCeHbTQlD1sSVwYEWKijmKUoDrdttFEx/xJiCuzu1GiWyzKztf5nG22wIHvy4L0v4GR1yHXW3O8HL76sXXNbi6sAM8bTaYplTLWSdDS9ORY0qSLNPg5qObO4d85E29M/+GifSyg1jwqFZEzExGEJje+w4LUiYZ1QkydRVTrfxqEoj7lEDP44IihodAiG0PLiSrSHvIDIiMlo62qafKZ+eDuyxInklSm3o2DJInOaCHWx4LrE3hzyWo2ZxWRIfB0Vf6lWAwinbAaytftZbT8etjlqwXjg8CeM7OssBL78mWEWrQrKdPS8uU8yUwvLTBeIzHHgVyM8G9zoweuz7rxYwT/Om16yueepxLd49FliIAo+VhOSXV2v2lTHQ2IIOVnhn6LMyEMXwDO7Kfj2XIFUCyVq9if9hgxxEMFlQliyuaEDAt1d+y+lY6xDMdi91Ro/OJI8uq69e5vYEe2ZLfL1WTdMFtHJ5UF1O37choQo0CuIhIZZzgnuMeUqN2ZoSnimmQlkWeV6+oTpXvi9sa7VOec8zF2p29vqq14GYWdBEqf0bjdtNzKTkGUSOBczx05yzNkgNym/FYA78pw8v5tGGY9k7qCHbdWadkqdi2AnGoSyCHbOERE4HzhJH8vwMvS7U9YfN8Z3RLWNqwm3aPhUybwLrrG1B9uRnlUtdSI5y8L9D2VmApmIo/Vg5FG0iimSHqQSPUq0jbMPmYc0Ecbx3h0LdzwUe6P2v/FwtT9zgOfjlc5/TGiPiSxRxZ/LIW7EjyU4z9PbLALTd1JP8+A0M0jfqnNCOt30RM3/GBTeL0wMCcO3K+rzSyliIn+M46B2yTu6prT1iiAPS4SgQA7cxWkkwsmjAsd/FqblFhKy1bFtDM6PhFna7sW70eaJYJRMewkEd71WW620noqbwqaLTH1diURRVn16R6iEe1oHzDfx1zbiNOE7VlQWtt667bvmYfSGA27/THT/C0K0N5ARHwvoup9EMr5+ydyp7nCM7QyXsd3TzgTPqvSVUze//TGxpNp0rsrdtnhSezPMbhqeDY2LTtnGuWjSiPZ8yvvdnYnVpef3LdBCsx+K3+Vy+QWgW2Bt1jeqmRCNTInoGrua/7pMSBly9xK4mrsa5h6jbWVi1iM+nxr1VkwN2bqA2h0ESz7gRozlp/YxySyTnXAuw3TWrHL6x7m/xSm5PXLc8sDy2AjZQVbZmLh/JeymL1RntMLQUdRo7yntcgIa+ahowkD5qMR/YBh6grGcRcpYONrsPJgRtcqGscVTqpVynYRzwCuTSGEeEsOzk7djM9mnl7IXr7129duX8K3MaK/fcqGVyYtJfVVR9o3fAjuvo6PtkvR4vJVMEr703sSZab3w92ERQStBX6IA1QAS4w6W5hSTkyKeObD/Vnr/5H73y/W8G9xM5T6tAm39/EMmCiRMOiDoZMasgHEYMRSZsoFu1j0zhtMbY9NpSDdSLgP+ypfuMiOBmCNo55iRHMFsQAnjg0//6HQesgOhy0T4X7GDikzW8mo6semVdS+66kJqOhd8NC/mMFgeR2C7IgnSzog3YjX6+Mb4JylEqh22rW3DU+XnlPIJQSAR2IR2jPxUdM0wnf2lgWqrtHB+bFDlwlQE6RS+s1yMHh4J8vFU4HxeuNrY+vdmE7hxal6A0mbRIpj18eX69habgMxQFWa2iBnurqW2QXcxtT3ZUDwZVwaMNnqO8rqfL1UXd/LwpQRzyZK/1GMx/uvm3NZCybC1O9fqfWkrfggQaPPFoKVG1pbX1rx9PIIyxKiGQA/MIL/stAxww2SyUfVxqFvw2jWCC0yE8HDNQ0PI9fVNRfqoFPD9c9+Lfqqpe1rXn2ztyTXhjtkcnnDSMiWe6W00zG/Mq/bufbFTpGoi1AYlHzJASNsVRkAVkmjWUhzAQDrxumCihnQst0M7JJr68Qqnu5OKVPaquyl97J2kTr4cs1DlnE7dg618NUDkUntgC5aAIXYZktepGnUjUStRt9t0cQ0qUrN8R6yM1htPDjLEQ4M4GgAulw9axnWxvrUAjwpLf9Yi2G2WNaFdCepk/1TokPhxtGS6S2xRjr0lHu5+JUlf6N6YNOM2QJz1s5cGauhob7zkTLymICHAinZAnvfaMTLpQ1Bo9stR6VacMK4NKexuzDUTbn61+G+lwzBSBJShkd3PiiJxLlgs0BzU9IZSLbGDK8VoogjXhEkj5rdp5LUcDWWA72GINP38N1xfsSaHFz02FAV854Dim6iyCl7pfMBpjIAAbsBGUDhEnxYgGWoccsA6mAO3Bm6Na2VtqcPtTJvjmk/ezgPzob+iarZ6xZdQMlrq07QZwjWninSpcliuRlW7OcRsSH/QiEY1+rxvQx0SiHev2We55ipELUSFTlV62RAojWV0jXoQKUjAu3cC5XDqiIm4c0Z5U7+McdMMXUghRHzxhG18fjU+HTVnZK2qmSgPcvaEK62l7jhlWQjzYdjwMbfV3lAP6pBcg4C9UeMvktWKfcd/KsVcxqnqR/Re0LM6BufABhbohDsmAShDhJmuX+tdAOIdgHHGe4WJ58969C/y6WlYfOyFY4+OlpMChDYlF5iFt7Akc4jZuN8XlAVxRXhayjdFVRlqZnU6USlCdmnVQ6BcbBNpzCXJdba3IVsXbx6phD+CACX7ujQtCsOis6y6TOETlezfatD3/3fly/lttN27DAFuQIx8wHO8sHCSRsSRpXiGhoxJPjg4B04n8NjSHMVyk7/PpcSdJ6RvvSDMBT4Y7CvEEAQlPUqSDTJSAF+Tk9abDajy2iUzCCvA5+CY8FjtX3KUoaFuf+bxMNrkOtJOCHSylW5Zj77NnU/v9cBC/0yYQTSx+vfaLVjxd0iD5vRBQZaijWfDHPlcLyj3iVgBz65smvhNZm2wodpV1cEVeIV2SBZbhQRssBh+HlIb2rHaNiq6SqI4Wto3ounjdsLDb3POaKochXT1BgeiAM7V2gP4ETia75ntqs8bPDtS8YT4gq7NzpSVuYTnP05rMkwPXQHiY7HuitZWBjcG+S+FR64mLrLd2iEvACIoWIo6+CWmXoSGOKG4oD8paKHvnC0PHgElb+DzLD4iSNxLgIyLMAB6u7AhLBj6YnfAcibcut6Il+vaidmeHuQPpPP91op5ulFeVQ0luOSbGd8pYC5flgK06vNIyG5epUe6UeL48Wzb1q5c6rFCbSHHhj61KaOk/1AesHOc5JmiGJ/IkzdgmQkvYKj92+5m5514yDWiHQrqofs43PFbHAymwvXdrH3WfT6YB78y9G5NWI6eIOuYi45dCo3nxLT97u4rSOn1bB2vbXR0lFedt8DotPqK94HC+sFX7jaDPApQNuINKfrwRafSJg00BJe4XW4Yl/eow83SWKWpzOwMt61idVAcKVODTaH5NQxXj3+jqD981pDsCfOCYv78AW4rtLCHnC7XqgbxeQn5+Wx5xcG2QlNtRnJPTn5MnycWCkv6JciNl3DktiDHxcmZhZ4jT9JYZiA+aTkQXIqjxP1mTAwWOWgRahrLAIHJwRfABAlYgwrsU2bUNeLIpPHYlhfmrGKvid8s1n46N/HZxBYocy4/05/bl51+eriaJj9MGpyqTg+Eh55DnhOaEdjgdwYCiEQb4lGpYNUwT6cG2mJZc4QLCfpeeEEU12UTIO0PJ3hnU9NOObCpjWu1x2alysmFmsTxnHdqA/aV/402uYIkzQu36wNums7oROsO876N1hlCxAxgn7ejaSKFw7FpcFa785vUtoUy4JokddjGLmEscibly2cCE/mjEPBfbkzWwnceoYnAQSAiYsCN9j9wG2/A2z2feqvRBf/iNr9ukQTSGYzt9WgQlO5rrvuW2sGVtXVemBgeuFJRSwW0AOnhqGcK+gOQFf+FivV6033X+tQje22usoULbh2oq594wwvPsktqaDYWz9TYFNmL0pWrIg6xZI1OMWfWka1QzxjmZmM3CuRe86eGrjosAGxSto4tgdPhlm8gnfa4tDunz/TghkYsWmcqx2gE3ev7ynH7IjnV3fpivPBruKhi5zuhW9wgGlL1go3cojxzRRPvyyDkfkclV4X451nC0CKs+5B/gABow6pn9Vo1Dt1ppv67Cb07G+XGUIrU2+4GmRdm7A9bUm8g6iO7VYSgXnr7StgZtWMoXWDNX2Mz/dIDyg0RyfqRZ2CEVtmepAohqT8PF+VZ8/iXsRM6zv6/Ed7xHHiNgR/HoqBRbMFvcXNi0YXaDxJB80GnAfvC2cdaqWsW+nkuoIqN4YD4aHMV//pnOsGZCX7gdNkXnsHREMyrLsyPJfPlR5QhzaGXEjtgJnou5iAD+tFvxZxQtjkKjwkMVTFmLXMZrfvq5SzzIfoRhskJcfDx9dlcW/ro8v3qO+tR6R6KCg/krXEeF0sN0jPuMYbECuwLk115P9aMNCeBGfXAKVcMwwb9vjWqkyA3E01FUDdktF4K5y0VMEMz34JhoHFaP7IyqEPl4XtaidmHnXOqp1aodXrzHMLi+JzW/U5OzAnDA12DRJUZRzajd6Ec8U3SsuUeNuqAdSIvdRJZAAHzFnVI+gYW9jPC+F9+bA6VjtyKQpmY7R1FO1e2LsiiVxkomFABak/QFOro5yR33Zca0p2yg6ZnlHAoWYduwMp2bkIX1Gl8rq0yd2Z7dyV1nbTBlnNeWWe5/8WPs0M04vDknPMfs49W7DoqyoJBQL6GLfedxlZuE7V/grLCYMrVN1wAXhUZCjhNPf/Xakikd3LCyMOG2hMVgo/W+vIVj4laJPvCl97TcYgRCSwDnQrWLOtLmyOCAHo6wBUi9liuUCpQ5zaF0HyPQHoXN6hT4VnCnpCWnJF/xqxwCeYq8kHWcPjiRl3+B0J8zSR6mDuv0ZI4eN3Ib4EnxEftJAilw0jY6P4pNUK5eVyxZ/PMiLvxayoggG9WR+nIut8FVX8SPASK8JXJDbWZ4cxbUZqb0LsJwA9g4TTc/fZEOmlDD3PYcjIpQuA5tJrFgWIrysbXYYWxT+l38WlZHlUBeQseVYxxnZYMvXaEcT07oIRqBgkFO4jKsMFilF3WEu/y9L5Z3umg7GGZ62C3HpmAdZIBip2VnwrNqS+7rjjndYg7zpBwqYnMOdDSbOU07YomkCBNiu//Nz7Lk6GRrypVW3YAD9Q7O8kx2bKXe/N/KnILLflTc2+Ew4+YCM6t714SXP/hikAZGcOn4zI8iLWuKLPDtax9/kpU90dTthAFMGi7LWQQTpMKmmrVx2iAJ7yeoBLH8VelyV6XqmLYjhdeQKndGmIeXYXuzYcB5LGXcgLcgHByCeBjlWBmqhNLnxHrDVm8ChWpA51cIqNoUWQ2FwfKeNcd/jS0NUveuAgekMu7MryB0wIZxAPeUnRVApL4a5r+7MEvzG4v28ax/U/ZF95rxmxOhxbh1+dyyxFQkRrcxJmjrVFTKwaT+xQHTiJ/RYSHI95OEaAAJzTMZtjbZL7/89MWpyLQbws3oULuuHF3VF40aTzZF6WVyNn6uKyq8eaf2Kq5p5VRKnzSon1CDkIVnffNl3aKTYoHeYiDPCmuSDRt1hV2SIskX7Nsz/U1dd6oZhxMtDW+yy34n+kPx082WdkDtXCHoO11WWvrYOOPUfTEmD4JhhvhXY5dTpACyjo9NIOkBLCXbCnTgpcso1p4eYL8ZFyWb1ppCktmgZE2qlrplr7ESzSxin5bOQFchDt07ID61jlqmOGe9Z5b2xg9caf0UgclDgr9FQfPOwbDkN5fFvCZF54Wl00nzR5tmzRPEf3OnIwU57ENcinx92/t3qu6U4jodRyt+W93Z1d3JLiwkuHpsvU1tOs26Bj/CX+vbODZEqmACE0gUJTDIGA2ngWOYiSY68IGkMC41gJeYh4XyLPmOwqMwt371x/c/ZP2u61JhaaJLfPpV0bfec1GeDQyxFr/cBs8/+67h0Achy5q1dnvMAumqSKq6FCLm47MEN9fBxWDjkthWoi5QY4owGzDdSWetQ2bwa+OBjs0OFYlOXELswD+QX+Ve/JAHyYHyxhLvRhb6YssYDTZLsNVKmRKsVSb1vin1lMMUhJZwY8azgYVb6glXJSlWPQGXBqq1rCXmKlvUj+M4uKvlySkGtAML06Hqyslfu8HcZ58spUPTa98691pai3ltpdS2gmRHLUkPqvmVq0cpatEA9pNSV09E8wL3WHCQhqHvwaHL4L8DkP7At+UQF01qDNPxsdXcHexUCsi58YbuG2qe7eAS4ArFTR96WK9c2iTtQBHAAO7h5X0r1W+/tgqI2ZsQTpBsJDlA9+cTEziQlJXFh6wYKsmACWPE1zX7ncxgrRIsp8O7MNjkc6URsVjvHthCkdLCm10vUsGLjMaJgQT2C68pmsvhfjrsrCPy7YCYDrFMdSPT1GZvrg54YBx2HV4xbJGjBxxsU5ONjOTZgB/SIcvj2xobiGPmbQcDHErt013PeoGqIMj9Ey59zS18LJwYSoJUtbHyDQZVg1Kz2+SQ/wgClnTV/avHiboWJlyI7yuby/GPbI305fbjC5vyCMOE7rycrlxCC6krr5uAnc9rIT1DwgMFWYTiBVh8K9r6ttPaTemMQrx2zQxD87odlLNcAm6tQVdOd4MQeIsD5pzj2EKkSskyQX8ZidVstPtZOshicjXaa9o6bi5+tA4JpX3p2AssNYuPwKBkoqLmo/6+so8cHYhqCivhda52TjKOltC619S67huJzohheAXblQDDKrzZYABOxlAIqDq2cKNCsHCDRQX6Ptyxa6vd4kpV3TLfxKswnqTnc0l/WRqjVbE2WAyICThACFSQoDsBX2GIrgVw3tll/A74nHsLqXmpgMnxUpEnaI0e8rc4YGu77tJzBnlj8tE/OYg+lFi9DfmrXgxcL2de+Q0NTkAUAtcyFgWRbs0xC8FI0J5yDX8op+i42wd0kH+OggnNLp0yWJUUC2Htevy6HwnlreQBP9Iig377xTNFo9ER/78y9gN4BYkiDqQcLGMCiBJ26ddx+lHtaWSaOuef1Vu8czSQOJe8rodcwCgrOiRsSx55EYcILYPJSeV0ZM7TRwPpgTq4fv78wuc3eUZqPZdnUxLTwXUuWi1DkpBes3Ctt9qCc5r1467ZInQZ3VJFBcZmm7Q11B5UrnVUXqn+raUZ3iZvjl7nDm0Bes6f8lZqKQe6WpjClz56xyJbwjtvCauRfb+/amrgNiw35Ebq9cIVgVIUF+qbPuM1xaRkrhTFV/x+CZO8RCa/4HrKUEWrSu0j7sva/1vffjXHy86JHfAccHFnLn+SrKdCRUcDR1zjOIPJqJl4Ywh7VZhrvkVaOwcHzpEct9A5L8pAfDhTmz5fNj41+paNqNHienWD6QggV41SZuVnArPEOfWZvBGphprYt4Oz8wWuxrEBRjtXyVX9WQ+CRwvD3Qu/fpUKXsE/7+7fGiS05RIIqzrnEIlAgPFNefnNpLwcLBZWEEj5HH1EjyUl9UUjF0grI8mRbt6RFGRmGI9wwY7CidRVZIH07cqwpfvYMbM6TQUyagSxt3/haH2eA7eUUqeFppQ5Akyz1Nx07SEdn/zGimqfWGIo0Xjp79iufYHqOlZlA0tdLeOpihjYBBzIfhsZtg+35BByBrlQIdcY7S3GxqA46sDpTtqMKxNSdXYYZzXbpwNnDVo19tZ2XVdtYa1XPPmrdUlYypEyoGvbPeXdMoKF09SnY1+hNesP+dQh8KfWudIy0kqPXdMd1kT7c+/kXMrPnwRkQmtVB5s8QZ5yDRlPFBJa8Yxhy3BbBbl/Ca+HU9jtf2eKSL+D0SJAbJpHKxMtoZbimOIDFvqOlbp4/sKFa5/q8zdmrWcj87dL3Xu7N3DDT9dSTvgGeyVlpbhT7xtOGadIhO1TFyoLNWdKse5Z7t4tKFRtmKWlo5yo2XGRCw11dvy+Lar1HtvEyQTFWTy+CXpzSVcONgaHfZNLVvHhZL4XsrCM4PzlQA8CuYFDT8QQMb+dutRrh2TFHBIB2/ar9+UQDpJL1lqQlmRLM2GjJXnEeSSs5CoNFcz9YWQZDUk65/QihiTRlJIStFJsNSmhqAgpKlZb3a1+pUtpb0sqSZFOFF4YhuG1o2b1tbU+XXYUAO1c6Ez+QMo6xTT+2Q6lSl4fG8xfJTn3f/sNA8TARjpy4n1AA4zq0C8GytO3fJnA2vjs5c6P/JKCaqvsOXGz+vB7lpZSglPxCbdLl9uwlouifn0MI4bEyDbJZypsdjwxHGUgT2/hCZxLy/u7Xxn2P+GRAkS+1FJJab3yxZXfXibihWi6v68kRHRLJ3JQHkzuLe6tmOq9+tuSzkH8ZXQgB5bCKLYNlQA4B27t6hyqy5kiNeXADQQiaJFKQjiZ/PLbclmFvYMIJKWTfdcUi6LzHRO51l7xsWv0sojIJrslllpatg+TDArFjdaOP7wjuCA9LwKlJa/aj24cJd0ueZM93XlxsLJssmKwtjgdmvcVlsyCXPzQBfTShet4MH8ZEAij5D5y6UIFaWgOTzaPig2M4s3rPCKHGEpXrZroPGQqpp40jVvPUub8uQ6ghdfZeEG0llKL5iDAIdrEGWWpZjycaF5t6SfKy8pWjxCarnGVVmVZ2ZayvL2hwdquVM3AcGnZi8Wii/kKlRq5WmK8XoTbGXWPPnc5lSMg566wum5fm3uOBn61Xbt0sMnJJ/CEA+RyIbexhdtIFyvSf9zXSY4nt84kfskSs86/8wJ/7o3udPQwNXttk+f/haPRgc8aT/Rzqmj1RaQs0qY9hgSvIJhQ/9qxDawT7LQ5Wj75mnHs0pUwLDzNZtar6gqzDi7q0t22U7TSOLMM5sRg5xCowJvkFDkFEDEDg6+EJtbg7Uk7QQhWkOc4xuRYg3XGcrrbSvSlB9x0kADcYfXYxeRY1qQdxIzeXCIutL9lwd5grCfTm4Ii1qqYLxPza1DGYeRwqbdl8DVNq5xNPNCL69F1vPPSEqYjpiAeltjTZ4EM9lqxuktyYFMO/npHmNu/Io2SiemBX41g9ShdnZ/o0nfnvJo7kXsBXyIErL+R7eDyFXwbqYCwlo4TNSC3lYT2wqWDI4NlnVhk1nZELLcOB46VQ5sjm2gU7ouc4p1eAYn0sCw5x7YuyqyFdMp65aQVNQwb4LXj61NR/IZZlye1c+j7sXh6nZFbU/hKoNfWuQH99n3OGTV8RQ6wqG9+NW+yHN08vqFeHUe9488oelsNZ43QdetNMWb19Df9UZJvdgGhNuUQlNzRN1V1pR7+KyINwB2sZRyONTPkVSNwzeyXg+VKS3vzzEV6l6zZs1fbNd8xWjCBzpeOrFnV1kpanhx5biqmtLSq1cjR14mjr3HwtD0blv5kzjtIdlbtcl2Ai9fzkzzcwXX+lkAuoIrmOi6+W+cQ6yQL0hVJSromNcuyZN6WFoOCgbNMbOVZFnZyXJUd2zULvel7xIG8rgIHn8L3HiRCDuFrFlh+7JmiYyl4Ne81M6NgVKI6IMKib7lqxXX4Za6R16DjVYqBB1NXMdlVUjT5Jwq48fZLAOhOKyoHHJ1BkR/JYsX2v3bbDlxAgzB4+KqYoEnQghMOzS+34XJWNZwJD2Q2Ks9vzjkWSM9ExpkQF5BQE9Nf81WyRs6t43D9dSmu+bSMyj2zaV34C8f4AQMwqwNMK3OHFcIxAAJAvgeogBQRIoeyJN4nfQMbxcZDH1Mw8my/XowwEAR3OU7KEdd5aw38BC918OIwTlhFawrw/1g+vKqr2Dj55Uc59JN3eKQtOzlh/wk6RY5hkACR9Aii4uZrKonwb8pP4gzy0YWO59fPbGCUN+n7qFW+amG1mi3ELMHOBjIhcBDPdh3Ml/jFF8kff7Qm9Y0GjnGpm9DLPqaAlOOpiXBQdW0BDIPnyLnPGLl0aPfL4o2PA2BMJBtg6zr+SCMm+xQ740ayafZvygXqgvXcpjFYmZuoHk5UT6qQteuR67t0TATxI0nc/9uITBnlYUYmrFxuD+CjnWp4rCw2OxoG9jnKnu3eHwFnKOhW8yPojJNHpMQI38NnOFQn+wFAU2v+RwgaA+xJj3h/SNHsZLvS9fI4ksZKsEMXDeC85nTilGcamR5dx3Lbk0odWIHisLLDcuSjbR0Ok4JtBj1+Z9w5lLNsQJA4MJzasixwwPp/LOywZNVXni/gieVNiYuO2cCC+HoIbANuy19F06IKCxjiKhltpVMbbcYORoe+s7Ds5daxgjKi2txNuiFaAjFNvM/bRzzW6ziW1Y/vqsDmTRByZtjzBeTfsfsYgAj68/DkuZLIKev8MGPCV6gDMPYLFaeNIlGKC+h8Ki/QRsdEVAgSgUN9SqKM4BhfDJCIlCzKClCiF+aj/eXHZBgfso7884ghNWRv17a2Evtvb/ZwgPg0bbqtYXuOOceYD1pKZtyL0yOep/AKE2o8rMgPN8sP++Fe65FY66xGud5+o5AHbtkJzzGxDNTzRKd4ZLpG1LWEskuqJ0AnaAYVoBiUgoqySoCWgT6gmAVwNSiDW7vT20tKQElpMai6+9tDCyft9Urs0wyb+Ia6SsbwMj3VZAv3tTJ0Yf61jjjgNPiQEOJUCluWAVP/NXF4E69mxw8k4Q3wu4szLmIUEc7KDClgzPXVr3Nn2GiyMdhYFT7kk2xIv4FZCCjLkIG179X+Hm4ChJbaUfYFsQYG3snE4DfllADopdXf+dOX797+BCeCSQSqZLOJXGU4+vlHW93R6+anZEgKccOX5l3HtzRMQLvkuanrDjR/rYPe/zqMKq+abq3VWKEk3U16lL2KkAInNQMFTsh2lgkCUNZiUZ4b+Zk4VqzfjQSR75CsLTx3KIDZwK3m6uYqPRQPtpydU3uhnKf45Ok/vvBJXOhGIsg/BdqS4awY2zB3KDGVbCdgk6xA3SaXBq0gMR6x1vdkcGCtWjjswERwRWOR087pQlGh+yx3nmd9w2qlno8+RcZVC/etVneCfCKT1OZEwjMrJyOzlPS4vAaPfyY6z3hClPg3wymZTryXQX8sHaaCqNkW6/pcZWoxNpGANNX59Bot2KmR11654uPS6/M1dc6DIX4VU2gX3PGCZCOCaJu+Sk7i4J2TTcXu0yvT1DNcs2eeOD9vO4c8tYRxq34ObvbFhXL4on9YjXFAn5omaNlcCefgQGpEqF/CecHz9GbxIVorUbEMZeni6NLxFRNpbZKbHTkWBHfohKwhSdhIMgPPOH1PCInzsBVx7jJo/WZdrBe96uqlY+7E+8pB0bnQmTrzOcO4cl+/kjVRxNIifiX1iLMz1vHeX7YwBX8aXu9c6Uj1WnpSiGVYAxjoNopDlZP+0/5pURFODieO0FpckDd9MdiOxEl01dDmuGfcNpUB5PwEmcQHZ+Aa76G25TGxoVR4ijpZPm03LUZnKbOqM5FZNL+QO4/M52XteTC/sIqzMcyMH7J1dnQL77lfByqGdJq/WtO2CrK4sgZT/WC5wH5Q01QbaRxyzUYBc/Kt15ZyNAIDPy6YNEDS/7I3la1LA1KvjClbPnxe2BJtWWmhKVpaXp2a5yi3gQVSoZpTSLYYIpMRi826/p9U1mp1VYsRoZFSxMe9akWS4C7vp84uvgv8PTeRAf70ZB+SeYSQ5fbv0L8bdkK48VH6j4FfJUxeqQ1QPaiY+NMgoLdNDf0jKKBNE+/2qjyDD3BAR7YXWUP+HhJIF2LDjbtUYJ5vIUShLoYWsZoJDSbAMtfFOapT5TiqwbpniKaQoSaMEAp2LSEaSbBx7vejKeRvLjgIZAiHH2igQffpXh5uaO1wEBUqXJAaw6zKOx+skpYzR51MBupG0kcEP2API9DdWaVP9Ee0xHh7ymDXv7JDyvSw91HENR0u++7lqilX4bVTuFMVBrMQCM1Ji91yJbQneQB5wij1dfigsOrTNbQupeDIZcrYEXefrueZUa5BNqox8iZEzmwHRn8ieWw5TwjCnIFL7ycPhLkvIHX4IE/PIyWErQzw5XWOWAvzENdUcrK0YWcmNF24uSB/8kdJSDrZuvByv3YqSXNXd/FzqdA2aP2009jv7asQLFhwPzZBtkPSOrQDMZZSVAT0GNLaoQc9Kh3zM8/Cl205NrIEKll3bl2cf7ZMOaA8Plo1UDY5ax1axSD1sdoQhAAc9vyzL4iP0lqCpOCTWUjRjZZhGolCyqCbSj4OpsJquRLLVQ5QoRcqX2GXvV4rFc97LCOehcTZXFq+gJ83rGZT2Xh3rTpdRAxuTrzB1dAmcIncAhrun0t+fsG0pCAZwjXvLEgbPv881Ps3HnTRKxQebl2wwzRFUFF4s7Lp5bcibbGOlyvzEmoD4jlRqgVffasFSqMSTqUHLgzgRuztYeJ2dxAWzy6bVvPmBFgrm73Mdte8k6zBp7jdraE6E/T336OFAqUbDA/TXu1k3zZW+eWAABM8LV6lpORSQUlZycfP1OVxO4ldgzNdJQ3ybmdP3nKPrZdFXszrNfRF0qMu87GaUjC03O/QCm77MJw9EdR12nUucAM/oKofMdSv8uQ8Fg3ojtohBpAfVbh05r5gTi6zfoXbLIZoJx67jxzwJF7RZt9691cmXHhQD55VA7NmhHM2PLdMjozRAA8hIjaC+klTlRy4oAAEAyKkA6uch7lamiPSGKVwWv/wohx7t6HcGqNhqZTMpK0j+wFzS+I8DN0yUS+yitwDb1UnX6+YL867oNCSf940r8HoS++9orzH6l5M78olP2bm14ZzH5dn4/GUIaXVcya/oLfScG7nFrOKUUUm5/BJehaFtbn/PSLbB/cKD4uba+BYq7nVo9Smw5wGfXseUVU4JKj8r9uKZFcETpEjeZw6H5qFEgXndcNaiANxKPapyOngNGP2vQUhyLJEzi6NmKuqeOjD7539yclnQ8/PO8IgHJk4fytFsJ2yzeJOr1EG6YeeG9Ydssi4zW8qwVC019MTG6BARcd79ePLM+5GrXDeB9dSR792jV6/gRAQphXaOrDETwHLQabYw+FeMF2nUNLnlAGdN7UBI23CY96FndlR0g8+0DnjaZcdkQhad45TIcfgohX3/Z+zeBaeRDi+beCdVpoCNqJzDqvjcNghvquhltSAupo4oGaaJ0FkFWvSmxu/UDFJpFrhgaubB2zcVC1ZW69PV6+W/7mSz+T/+Dw8rzFw8f/4TLyTlGlY30O9I7jHHu3Xj5QxhUChJMk/J+ZYJiAjzhMqo3JcB8yzWOzi0+VgaS6aF66zQ7q6jQYuN3oues5/zi4pFyr5an7sOil6/WHkHDe1cjwDnTtHW3apc8YMAqZri8g/EzzfOFBzlzxnQNvIj7LnYVQG79LnoRPV6zMPAHTP2eq7BPpNfqmieRdCf78wddY1H9qzjayPavHEidsFgQX7WdXi/w04ugpNN/FtsvzsP0Kl2zABsMulr6eHC3fRdNOpdOnI5zfPVOwC6mKMDHkYUffMVchz8vwMDobb9z1OnTFVEDKXmylzGVSdc5ZK/g5W1+NfujqdodVd6Y7zLq/+JUN+D1in66gjd5H1DXy67teu27PvoutZbO+BnwOvUwf87Q/j6wPXd/l1xpza8j2EPc97rvypbeLPoNhDtcUPY+zOpnVxhmR3yJTgO5Z9JDWVgdkZ08nT93j2JMGjyhDtqp61wUeY9uAtco7tLtVuQhyqH3LtCMExkCHbI8OfPkDbDRi/KgO3l5WaziWvxjD/VL69pOqi5mxifqSEnTjnesq97zvOXaCHlPj7qPv6gn+RcotELu7ysHeB9w0Olm+sY9QVNejr6RBN+wPwnZNfU7rEzMDveAvCO5Lh330dxRkAfrV3c+BV/0Bh0+ZPQ/C2Dq/qH+PgucyS/hC3o6MvWGdtWK/H1+Q84OEDjXTxAyQ+JnXIHqLi19r0fcku15g9n3o9j9B6j41fY+Nq7uHxXoh1l48vXDKroLA5uvAYRF7csMP7KUo+ZOHl5xbtY1SFWTJW/y4r34JmYPnCqtwC311cXi1S7PLy0XZ2taAsAOjZdtsj0DzBULfgrsM+hM2PqNG3EsYMOL9zkZwzZGBuVQvwxu/T89V+/qP4fJv2O34eVv80QA+vPELQO/tDvZ5sWZ8B3KPo/fO9hcEHHH0pD12DiEdLszrn77P0+hNCnBXc4+lXhisVWafuMfWxS6FjSFfZ9ujjwPrtFqFiuC6uYLSuHYkpvyPsN46qB36cscfLG0J1K0DKvM/ZGwA7C3gxm4P3UXv5eEnB/ETJvMhrzfD20Vu2KnoVUp2B7oOIFX6A3Q8UN4QsS3P8HdJS+/fZewqLU7sMGbg3HsXv+dcFy3X3APzFj7mzbrN67jEIfhuct/JjEH5KyW3ndqZOhgeI4BEWn2B4GMZv8R36KRo/qd5EXh7VTBcB5xR9RnaJj71H5bf5D2oOsr8mqh8G87OmTWcfRvM3a/Ts+P6pXTp/p/fZXTz/D9d28fwkJvPc110Eu3uf3UDT1zl4DKuvr4vwM7S+oPcRXJ/RHUz3O0OdD0P7ps4Ms11WOsE0OaZeLGQQ26aGzV0P8H0tLghFNOGeL8VGN1gar2iViERs1z2O31EVZlIhL2NYL6Md8ql2Yf4AErfbLj9/zSJfgnFwZVLphlxI6DvCn4bNjIDKhXc5fx5EH47pjDg3EkBijZyDGkDEuFA/+gj3H4RW92SYhQTJvftRVCjjAZSDGCbz0Uwo4wMYZmZwezjae1CDn5iZ6DFCGUPACPuQOHIfcjAMpKZ/BHNIIaEnw//+z0UdglOZWQzbcadGo93q76j69PGCwhar5b6hYKvXHAzxs4Qqwe9t5ebyNTjVkKwdCx5bA2o1bZSQOPnrEvUZoblU6lmgnp3k5bfwmzLiAruKza5iCCwHsc3f2QtRWWZmh1KfcRhMIIq4kDCik9x1GWTtd6bFJ7IQ44hu0j+hy/a1Z6wGjSrZQyV4NW8x985aUV/68Nfxf09wKBD8/204UM8ykYuflz1dEZmIjnsntZMCW7YDsErMalkOceD9ry3kbTgjPHi0ZZRR/4gbp6ILRBPWKsu+r6OVc9gGwvfth6VmcUtGgKhMKO4aEIaOTIvxX/lxD0KpWG7dNSHk7WX3VQjLUVrXiLELva9DuLXKdDf8Yd8XbNOuFGEZieEsDC3j/gp4iLB2QMi9KjuMk30WhzzpemFc9z31ip0TYRMCNcQax4F7zgQDMkBuYdbBzz2tYcWHg+z1ATmgH5fMUHFKzFh0mKw6sTObsShk85RztFtMjAwbHnUM55UpRopZb+HyLZi2qat/HjKCJYz2O+SGC8JIuNFV+55rgDOwDr060SVoOh/b20AS5FQz0Qo78CK4Yf1Qwy6Ss0z07gntWfvlTzsZ5aPUivtWBrGurjSleJyXEVVFO8WdjC5Tr+r6D/wMusxweNfQsLcUZwGtPC6LI02s+KkfMTWs12d/qGrYL4ThH5c1LnxzV9ZQIpqmcGORZEdsP7TrbNzkTO3oqtkFzMVyRwrJmBvSBT9bxzYilFaqIqV42N/g9lFmcAYu+F30fPxWwVVBbV2l+4HJYeATHlY5AjNhfOYRx2fW4xJAbbwrdly56j63fKutSoz+GOdkJbkQzn3t46vaT/3EXerpkg8eGnTnLDGWUI3tBema9Pw2prM31UxV1BUpOEfmc5qbAP7pySut114uXVc5jyJHw10lvy1MQrjjbiTziCDGiv+xQKI1/jzaat3kg/+HvBURk7m1U8Z3Bl2Uu6YKPqeT4N11VTxsLXKPxkqPI6X/Yx5re05r/Skiy9SR1P8IkyVH3dDwcE3t7bjuES5LPFXRW3WfzCKSxOX32ayvKhYzcNYHb38HZ21hvtmls65403eWtXH3idx79k1vbka/UR/Q1H0n4HAF60IEUBrDEsK7pkNvaMGV+0DXDq4FBzd9voPu/pdEOYALLBjdDB2+aJ69RiX/nXXANUR3+b7U49rnPPBXMTbGF/0Mr4ds+xGxhzlDP/qI2rM9qpohQlHzDW6eDeNLd+ouKGP5cLCPW39MYi4LO5NtUkFMKz6RuU5C0D0VaEBPybhA3qp/eHnSfrSQAXzAA3syC5+wEbpnE20R/EgMoYztOkX+M3LKrlXErRajK+ntxgFZjwnHya/dqqZXq9EgiDQWcV9n3ykpDk3bQej8Ixsi5y8H2oQKO7IEYuDSsH1o6fgz4uyiqbtqEk7PeSJc+U2vFE+qcu8KShqxP300PFx4zz1RKbXPAX3jBxvDd20l9SlTti99la6PZQ1oc1X7dFUF3xeXDMLMy2LJNm/y68R0kWl0tdahiAPH5NT0wNDl6RL+H/0sJzDyy0Lp7ob+r/oeY//TRaC0uDM6EB/MLR4iRXTeIbJ7SHuCPJprnPClT9nWnmis8u8NMOkV/nSrTHV9X4rKKwJ5ZiDDf6dGVW8qM26UrCNLdaWgNKpaP3obgNUus5qnjsH+dOUpEbYMZl/4RJzrqFQU7vpSFmQTz53adabkByYekaaSCrBrTcm6AsfcqudC0xl1KnXmRTs5c64bgALfuRiZWp1UZvsRD+6uTcUbvfA4ncolIvik6kMuaVscWpVnDig2IR8uIgM7g87IETK91SwJngc4EHPIj4vpcKdURsfppGmEtzsrl0TuqVdWfe+t2w/ZV8Euu1quNnT/hIMlRtdHH78ezrIzrIwfrIlfciJE1JH9YGXcjYbbA81fb+O1w+/4BgQJ1EvdQd2Y978mZn9XU8SKb3W4zpscXEiZ1eLG68h6mAc5MJ7r6qemM0vpSC01x0ca5nWaVCq5TnrxrhQWHuRi25LAAQWOZ9ww5sAHwuyXtxAH7JrLAKJ6ifs6sU1+SCNbgVekN3A6A349D3fZwHiUG8VhHqzPbos53I08PYNWv1m73RaXC1vfvfWrN9/5y8cA6+kCDnXHpnq5+84Nt9Z+8vZ5E7Y/MvrSu3LItZdb7dyHJQ14OWJOXaomUOOo/cjGvVoYETAFZI1IKyBwZFGpRVZjlWFxh+toh9+7sCiTRJv+RO9hdA1TQPnJtZG2JC7RbIZXD79D0zoxZX/dHCxpQjCCEKChnSqr9+zOXvLgdnWoumQFVzQU0l5nTlInZnvLrlvOblkqa/VknVbcoyN21a3vH93Y3++CqaQESJE3xlXlX1MOL7c+NzGCwymzX+bRV/89PiGkuvHIf2Z8rxikx6xBIWgJs4mJQ66ZTwhYW7ojJf/xEh3grq4ZNCQH8CCq03cs85sW18IdxwLfT16d2TDUNFWmZp6tBaGZSvXZjcseJLOYuIpswJYaxUpNZzfx4BpPLxLC+qbt8c/9+qCxbdB5xgeWJHrRK7HKO9uI8oCJFyEyD9WJ5ZSW9daJZv5QdcMku7ZutHORJYofRdRlNQOVbOwgyKueLHT0mjV5pRXdrIFE/wBTu3GMNlCA9favYF4ftXTbO+aby66U0qd3pgQUog5hCwe/KkKKTkQnVsYTePfxVxHK8vBFjwXrsBjOArCIfwctwKNoZCG42HzJMJGTqNqu/haPLWet7B8Z61SCYI0dEjbB87lYNNKEbom54vydQ29+snz4UgRsHAv0XqYbEDQ0vjJ9g2Hie0hLQIk1Tv2m5J3ni0AK2pgNn7XNx/fEcNU3zaYs04Uo4e5pv09DRT5ABJ5zoXk/lRBga9jhmq5O9QEuN1CbWbwTCo0CqnCAISTJmtIdudh0iLQlIZCr8cuHlYdJn8hRMfrQuq8D+cHyqPrJe2uNIdL363hpt4Z/ojanH6pM+7Ug8miprmD+D5WprflnFymC3ivQTcLPLkndjxRkvGnkQnVtYZ4fEjYnjqxS52WQFYsDLSb0FZTQ+qvnsKgUxrbNdzQ350raLrbUoih2DkXZKGqec8zVkC4CFDRg8W+Buvnzkmp4DoXLYJgPYFAF4K1JGLBq6wBgAQCz4UoYVINKuPqSrkg5t4NL35puZTFvUphOlptFY/dt7SfVBWsm+z4EhTem5HXICaVm8Isq24RnvE8UOByFNO1Nd1xjQUPk+MW5C5Zh3yhxRG/SntKdVc3Z9uo59upuc1O0sQE7oDvEPRQ6ZDzkac5qdh++wGwJKqqrbgsRz9HhP2uggWjfliZ4XD4wv3MyNmLH+UZokG9AldOVDsvCzBRkxzAM3pPNdLxVlZDr9H8N6uv8OCNEO6pUZ5ndw6v44DltX36iwgjsbRbE2DFvQf5XFzBPx5DvNGuQjneCEwUbBOcv7difUTpyKHh8t3xY5bsFZM5mHn1QREy8Z9I7nDAhp7b3UA/2fznS2ned2BgUB5qYY//EwqvawBngh24/G5gNoxmsjiBTqzki/4J/rxhiiomiPELo0EAt8xCxhXE42OJqoRzxKFaP1OTXzouVa8qwMg4yqkLLOu5/2Y28Jcf+UHeozNHdEx4QOfm+8YBADPmSVDdcBC0DD1S1fpKJtzFMjEc2luMTeLYQmIkPNxFNlQFKQQoadreVjGzgd6a+CI9yT+unyohnEhixjst0CPu2BCZJ64RXgpPZpE5ZTVtDl7Gl6JyFWLRMr9/kGhpGPqXxBQlhZ/caxIP+UgQkusNyRWlVC0W5cWCt5nantmerCwe0mId/0mPCSBT9WT3lWvYq/CN9JRO1Qbu9ZcW68ae6yyV4NTu+sHz5wRXgxq0f4EApEKrVIkZITOASrE1ruGV8BFsOL3fFcWK59vBfjWw929uuVLsRJzKhQnV7aNlW/TV9vuqX25iqPNkcpTMM0BIG194QrF/jc/kFHJAZwN1V2HdEMdl9if1bed9di/3lst7Cyujem0bUhulbtQSAa0jFsO0zoOVsUi2Bc6DtRuqAhl/Osx3caGACBvwhdRwxME+tGS3ZMug1e/86NoWNjXLwj3+Ngf8+tLBEfsyxKoH/5E1kj0zNZRihtYMavkWy1pRE1AOe7iuWRcSKWyzWWin5fmZwn44zo+E44VYv+NrZt9zLNg77hlS4B34NT1x1T7BB0f+RYROpiCIdw2M7GB7mRzwbFZ9B+vumjaPNn66mH00QQOF3G+X/WI4A1bwBvvnrGuuQWzcs3U0UIByXZa+QGhh7MsP8h3MG6Lu3QHAUTxlNGj7bMEgezhwQ/0/rPluVFXWnR05Uvh1hCKnd8qPv+4eZQ05cJrBzYNyj30snwBBtN6JosatRf2hUeQh7P6kAo1lzOJNXgNuW+fZlkMku4BmPm7/LL5DvPkd9yorRylPi9VHHSIHd+Fe4btuIM22CgKk0Oec+M+S1ZrINhP5DMfU6B0T7MhkHcP3DCV0m6YBpLDoJE1xGXzqeiyJmZSb9QMRQUkw8bTXJ5u6mINhrqo6VaSVM4Bfr+9Q9Nc5B/fEqoT4O009KS6+uEjzICuKeUSFaY+ud4ryKFev93AQJhgt9S6MWdwZ7t3sumQaLIATEhrg4JuIF1JFlgNZRwZdUNARtWt3pMqFr4z054vu5DIpqYrU4wKlZP/nP0G/8RD+yjvyUglPSd8/BiYnw/5iEs4T1Z6aq74k4FpHof2fi0Ge96Y+7a+PIBpZBebYXCSBJzE9bOWrUmy7CjJmzM3j9x9WcP2YCx/XuH/NzKOm9g8jm8fXuhV1JR9HxwNKhYTLz8omx76WV+P1763s86TBcBZPV9/JLWHRxw3cZJs779+4wfpBkQg1n2soqZMUXl5Ut5a3s0+0TyVkypj29NYyE2u3NM7jJe8knyi44SR7Ejxiwm5OO8aqWN3mkzJRLxhiKGzxzj3eGqIfLHpWGfF3Su9ZQbymr5PvekAXxpM9cj2ZSXHQOlw03PRPbq63aqCTF2QhbjHzv1mfAZUqQCWXSXwhPik95jSU372bAoOXV9JHCd5NgyJmZpmaDmT33kmFozZz5zbnCgtii9hZHEKmXug6K1AfVom1hYSYtRrE7ffZvaM75p5mkwockpiS6Duw96x0aMIHMOsHq7PI8d15r1QKV0UDPFEVy8n9uOaU7cZC5o/x91+l25mwe9p04VQMFo3WEh4ynVW7JrvKUk/c458mcrrt0Gx58YD6l2PYDj7pPucPLbVq5/tiqhgZRDR4oMEbJVmF/TIJScXgHcAdI34lQDCjz+bypn6dDESWZZhjt3SREuoOLd9ORZFV1WlE/sob4pPfzkjw3vzqlPsUz7SYn4Z4uImZ+5VsmRYmkb64vNasxi2IkMbiXq8ShX9RNI6ZKzendjCX6udV59fxVBtmMLhSBzD1/GflB9pJex6FM+pJYh+Po/QQm4a5Qz3cpTNT9Pu0PsphYhtQnMolMcoSPyWRiOK20/0QuExtPKfjfZzPx/Yfu1IN8JvrjlT+e0CR5VAezXqwNqtaVbNpJzwnXeCazyY51xXw3t8nq93ObCG/NEXCsTH6T2khNJsEJvoqg0IklEoYYx8fVnC97YxW/XZ3c5+5zH7v8/7H3PkBtXOfe8HD27Gp32RWSLMmSjAjCiCCCMMJIRhhhhBG2HGQjgmzLRhg5yLFshC0HYcuxbAtbjuWEXCs3SkMmykSZKhMyJRMyJRNlorwlX+iUTulUmZIpd0qnZEqndKJO6ZQ7Vadkvl2E/8ZJ096+9/3zfTqwe/acs+fP8zzn7PPsnvM7ot0ZU+tzqyDNaa6Nt9+Fe2LrL40Mlrt8h2QDLPiJRyWvlm6prbVCdkFN3tAaEEps8N3m9MbOC8woqs/BoSh2LO+Y27FgNAJ3s9R8HyqK/zDdk8NFmeuZc4I+7sjR9NGmmtGTbB8q0yLvew9zyVn7L8sDvZpeK5gm7dUzkpipN9JZTj/23gI2DVjUFENHz+yRcke3Aa9ksVM05jHAoqe8MdZ3Bz5FFOWOVtxCUGnvuwtC5ZXZI3evJKZBgN87rRJxRHy4xAtBy4HJ/ShIuliUlbzjkbNzT4plB4tbFjZ2Uf3FZGMKOpsjjcPAh/H585dSN8cPJ5jkQ+Mn7uCwRC8UBi5Ww+VA9tLEd/aHqoiqY5maltEaD2RvSd/MonwQPX8LnMVYcd6MWQ5pOrMn6SdC3rFTrxQWXc/htIx9p/a4GlsNUfS1UYtp995PfY/bnEvEv3y9syZouLK+4jnRkjR9kmjVDT542XPY6TZ8deGzp020d8pi3fevWP48c0bEEGnu5iIgEPvJHEZNyQ2C67NqOHPtc31hqPccL6lYPPc7BfReGL8oiURVnNFLCkxjHG4Zv3QHvGb8+t2rqD1bVnkZnh3943MHyxqb95QVhc5kvVEfMRCg5Zy7kG36qiLFpdZqSHJbS3aTFUKLQWmwNGYMqh21z8qbcN7e5f5Vl0A84iaO84HFfzfgjUe1WHkX5A1ZgYvxOnmzx2jeWT3XzG9hwW9WTNpdOfybld3ePdWlE3ssbY2BNijdewsJx2NTHA10NhcXVnflAHGU31l5hIXEiap5Y9UQ8qsLG+ehjWPtfevE9dHe7qUzdwBy9JXmbUHdat18Xc1c/YNwcqjJO0A5nyUPWzonQGGbLun1nY4Nhn12v/bcDHcFnTuS6L7Rb/XkwHPmzxZKJa0N4lczmrsRdGIN3OZyEjc3R4zEzuXmvJboTi7V4wzchaijAHr+HUydiT0A4Cysjn1ftL1iuh3tyIHrmB+b7qxc7By2da7Y4ndQdrwHlw/eC7QT6JKoMdVRfpeh2wvGugPIEH2ORd0hVMoaO0xvraFwarmeRd9RGKZ3mHa0Yt3YdIu5RRxqvQeGR9FG7E1ZvPuk+5LtnnZpxy1InnFIk4uedxu/DPWb+IJ2lX61rlyct52F50kZJpoUTW6jxTjc/KPwzuVr9wD1kDVz2mwtLpmoz8H1eBrMO9YAexxN8z3J/XxvDrSHuCiX8HiyFha6J11t2vp+emt1uwcJWKxc6f66Y6vOzJHmXgvpfDzPEToy1i0RC2MXPzP4fRdYOB8SJ5vwZm3d6jaFnsX1ke7I7LgD7WPZbcPSJ+7A++ifnL7wtQA/2epxDYvxs1BN538Tyo8E6veWaPZSX8H5mbFFDuSgfsw9IpQF+9E8LivZY/QGTzfSgzMDjrO/n0BE52c2tuo5E/u/VHVaDrD4P78aO6095YBrEEArNdVRrVvLm63bP1W3pGeRgGzb690GraF0ZcdnmSaqPYMJk0+8cy3veGNzP+HLIQNFzi1vuIUNtLSlmsJbeSk9qqfmGqwNYqoyugYUJG9e2dnX52sJtmZMpZ/x+ZDm+3sDHNtR92k3Z+rJ8FOof3pjy/3QQcX1rxqbp4xR+IUayIns2Rzigmnj8iP/EsyFWTh3s9h30465j8S6b3767hRYElDkZG3hC52j2ixjvr3p0v2jkAwyPvvAGvb1dc+fTA38wTGQBCzIUbJWYtP1RnX4qj4E8rb/cgpMNUTqblwgj52xo4nyy/C3gq6h9khNautCTbWqbq8uXRfXH1vRa7fvN263GvY0v5K3g91DrdT5aHrXUMvSISdAuxI9we7hYyxKkokcxXI4SSbDlCVkScBDNTOOIIh3W4+qnZFji67jb7vyGVH6ieNgEMTsXmz2JnfmpoIT6zmfOvLy92bAfNGqhhSzcEoubUKXANa6NhcwofOIaGAdXoKutmvuRphguvu+mTYH57nXi4srMmd/RQDp+Xjgwq+zLyYr1iCY1Jix5EOVaLq+Kd4kyt+bZ7a0fRWJadalOJYDY0ofCz8hHHvCdfzbQjKNX5KCNVCmkcda04h9QNPfr5dU51W+F66ktyir/Khim7YWRVZQe+/UgYZS5bkYcPkVFz72XUhcPDf/oukRvHC+4hDPUqWuimlYzKYYND8qN2mQ2GkWualDsueYhtu+tCe5axoZcu2Z55v3TyHE9fHztODEHKSw92+A4hePvR6oCUDtA8OjcCWwjv3kHVzcmMQo8877IaAmLN69h0oX98ba7wWCKgLrSFCermHiPiyosYr+ojU0KMMedec9eFATzvlOP+HmxR43nPlj3pnVC8R5Ky8v/zZIVMMrSZeni+kuZ7Tc/wxHsxVrYFHWqoBGDYZrJmvVtW6dSte0Utew365vKgwYbqgaP5CNFEyIvEovxwROpH0Rcvn8UuAL5XdqWnQ8n2akekUjU2siUMTn8z9+N7JfC5YfQ0ln0N1Ho4ZKB6JAstYxob37+uqA/UldiKsAAQtd5O5tc3oWT7au5H9z/Go+I1Y7gvVZ6OMkLLegqvQ9gMWqKu/b46L91QFkUmfpXKTMB3sHZ4+FgfuJG6tkCk3qp2v7smdpmKLxsje4b1xVBsbFcTLsfM11WO8ljaen/EtnV88P/UF/oXhx43TFIeFMRZ8GywMo1Zc8N3wljJS8OdtTM+cYP+47tkiYLo88OXF+8qz1kv+i75LzO8VL2KfoHlexiOvy/EQlcqs/catlNtQPahaOe2AAxt1N9kF66I2Poi4+fCN9RH0BNWcb5cwT2QO7k6cCJ7zkG99LDgT95YZtQqPOWhfdNlk/hlQrDC+nUBsYNVVO13/+4Z8MDAuvjV9yfMfHkW5TbpsnVCfKXFBxcpWaeCbyjA9fAM2rZ9O46kJE0BeqmKoMVPJa5RrfIw6O5ehEF49/xdk3gUjVgsmajIZr0na9PFEj3Zbdpm7z7G57e/Zo+Igcv/0C2HTJATVI1uvNT54ZoX0FAXmmMoy+74LV9idX+1W8LOhXA13AOXVEZsUTLbNN/IOux3z4SMsSnuFNIhTuOpx3dOZImNG6fScXT3tOh55UoK/ODYa5MxhaHSOVSByfamgjuy/3jR1ZAfIj46in0qvKYgQ3EnBeVx+mD9qwe2unwpPu8Z4FrAYV/DhcIQYvtRO1jq1hnQG8mKiTOMBbz65aHRYLTN10nZwpDzWp6qf2Uh7LW9NoDIthdmQJfuxoHpHn9dD8KfEMyq8PbDunAa8uYlLH7IGf+7nVq5Ud85WpKjsMaabhh78KYzFP8MQUFYDKEyhqPl67fPE91QUFrySENKeRuVCoJ8EhaFW9yKNBI4gbvE7g/EdDWpUl+KimY6wzdM5zYnjI/aJWF6ekhjf8qL3Rh2Z2sfgk85UjNy0nUWisMmtnavT2ZSKFjeB6RIOyuybz1aNlbkzxmJ6TtkbwaZJ1KfKr67hGnnZoFPjCdjt2++6bozdjRISY7Q2TakLe56AWthqQUJ0RzdRkq/unkdwndYdyHdJt9Ka2Pg9JAXnTUkuyhb3LeWoMW93CREptSpHmhLxWiWj1mnwNEWMqrC4+J8emyCnmAXNmCvWdWz7porL0OtTKqCv5TOoZlJ/h+R6/BRRHnyiL81Wgm8rBxeURWTzdGye9p6bJ2QE1NocmzqN8OVfETd4MRY7N9AbIoHgu5KdYpxVMIXlghkkeODVzSYkthNK9c4fTuOuSF8u7vtiaks3ay4NHYq5pY1G3YBwbNc/1zvWGCkIFk0xVPco5uARF9b7te1pm0Bjh13lq4uc0fR5q/FLg8tH5Z9LPTPcmmObGb7q+k90yiriLRBv83Ul0FnU1a4ENeHam0SEPKd2m2OaGC11mp5xrL7FX31q9PB+KPTOFrmHfBSjptrxtt761uFAjqkCXIIuHN05+aSXmQ3MhOVfBDZ1TcsYu2ZU2ZZKxpKfIuQENlgrdAmKicS+yAn/MJhxFx1G/0q1bOsyi6Y1eyuAsnt4sjDBE8RQsG6Po8v4wGG3/Q2Db2LOuU/ZTkXNyjohKPTNJKlQrW3PU81EJRpImyYjMqXSdsp1ynor1TpIsyyKUTWVT2U9pToafVe0KmuVcKffGDR/loVj65hEOlVE1fmnioufChDeZb1GNIWHEsHUap7F/BEYncxa4a/+nwOJYkG+BeoOCu5eJ67H75r6bCVdk7BlWEsKEAbEgsT0p2WUXGNg7iSigvEANx0+mOFmo4dj0s9vNeKeac6iFj3TwhNeVCO7B20aLPYStx7r197FiKafJa/T/W/DfRvZFHo0U2ZEVpeOU69TSjunGVRB+NLHPsR/OtwTAhfYzKv1k/e6yIYhXft5szl8LWrrG/8GdQOIaes1FlCiviK5w565MXwEh3UiDMA940MIiINKDeMPrH3zwwTQyjoDnf8cYbP4do9u94PIU9IIAEEuRUf3odmmVUE9JJBKnbIYeoVelGpkMAliUu1jfrDBEOynWrUh1TsRXJt+7Z3nnV2pIQCPna+o4fCX6tDSc4vzc/ZGetlBTUplMhq/lrCLCzPAD8TEiTYBCElAAszPjBbstWYbMy+dCHOKufG8+byR/IR8UCSG7zRxk930rgRi+tsscBFgZu9kcJQFAy80KKJ52Q3gDpuNhAEgwclioFvEgRQZFKyJ2FroQuMUBcWFKbNsIQUMhjgEeBDgQAii4O8+gdFnK5Ay4RRCMyf5n5Krlt+7FIY8HlfmL+TUQ9Hcs0mmSmyGt+X2v/sDOtBL7GBBIEAIZBcAySN8mDQRrtOGNgRnAEkgi/M/P76ZP3y8H76NQBvETU/QtKi3C69eElEeUFeGo2LERHMKx57vkMovILDKIf/apGrgh21yVGHihnMO2mcmWQGcgGc41Gw+KlkWSPKiGa00HoKJolbG57mn91Qnw+f3NH8VmBXcIEJDpfvEW85Mjkh+vneQIczIDPvwNcz5vBmzkW+f5UI6cZ35yhA/PMwG/4UM26je/4WMBKPnNbzLlIYUZtaltsMZaHipTP8x/xOcOkzNg2fwjJSJXGG2LZy3Icsvy3unLeQUJnRH4uep66VUTcsF9IgoOhRS6Oc8CtoQs+Ga3WZBVjrNZ+eQkMvN0uEaKxKpdmFMpl2k5c+hox6J9/mF7TTAcfjiJPBsAU0isO7C1IrYjQzD67YbgZv22hYJss1ynLJ7q/JFDkVasHPIcmnxcg7h65TTBZ+tpV8+rjJvDVrQ4idmgGrQMvf1h7egVb4136w19t7Is6PHJZ9sdhaMF2cup64mrNvvE/km3o09eJi9jWjhxwRlcvjHVd17x0NrJJ5vjRKjkI3kPz3FClNkTAWmh+uJIcbDUXRQGJmS1cLRj5oC13F3B1tzJvY86MbXr4VrDY19tz0h7qH16M8ExVhkOj8hnKFN5CEueFfWnOTlixjTDl8OXF7zS03fVPCkRXdBcZJOby4ngdCjXDtX5pSddj4WK7pDI1TRxYuIE/yH+QxMnEo/SD7lPrjZ4qlbLEiqLaappD+r5rNZ1mg0kNN5dvl3xJkXDLcalG1hyWnvX2Ge7npEzDJzfnKN43318lO/svpuRHixxMeoYRhUb5znjILJz2G461Ks8GjhawR5+PzykCQWfWbjubkJ3xpsSTfzBvMHlEytkEsTP2Xu0jp/o89VtGXoYMR/2YA4w+nCQN0+4d+xXAYtOW247nAE56tNDqg493/f41HY9nXjUqUwU+89rLi1oZ7V2RUQ1Q7qb6J0Wk8WUE4/goRIHSJ5InpjaHsPM1W6PCZXTM6Ls9kUNcXVlR5rjLptBwr3ux8cPzWyRwpWtWk5PjhNLnNWuKblqIEN6Hgvvi5cYy+RPuy5HHvYrDceMriRqhzbGlUd8aa7v6qhrlFIRwadS11PX82wLhnbRjdkbZPueYFh5DTgu29GB6SthnbshucVMZSW3R+YwgbH7kzK9d5xIETC3syM7AN/a39NHBki2Y4+T7Lana1unQnZzUpDbDZTt+G5m9F7bLJLdifTWXp95FEHl9kSFuS1VC0GcyrnEuhtnHEhROYelqTmKwsRCWEsBSsRdFuDsrp2QGVqMG2yMYzcpJfH1igGMguyOqAAYhU5hrs6Q3WJ2SpjbpxXQIinjlIwziOB6RdmtOgG7VyczTokmRewuoGu7XJJrO89CzC0OitdCmOFtUZwR53aIleY2FIW5ctc3w4xsTGxcq8v0xjQzIq7t0onREtHa9qYNMClJSdj/O25SMsU4kJawblaCLUkyEra5IalIxoW8kOz/Yw0W8dfkjkaWAXdtB1lKgt2RNpC8s0sv8zDBYH0sJ1tsIL4mW2BdsKyAaUIlI59pMrclb6VAUsNnBI+LVd6RtQQ1dre0kdhLTK5+sC78GHgTCD68Lf3rJP8WHYDHZegswGQs2ZxMN8Bw7tqeq+998M2d4Vv1BobnDL2ySEOGmGMuF2gKUitwTUiwCTQtYQSkmBUKIObV4PcKA4C3RQHH8NyevWkRxVS6e1q8zPIZF6+lFKzxFVvfC5bxrLNUC1GhW0g2A0JkETFKzq0teOGeclAKjk1sXNlIHvxGhpPY325JEneNwyABb0k4adwwLYKlU+A+Kccoth5MW1ghZ7Qr+E8KuUSwJuWgnNKxHiHAHIykU5QsJ+xREAf/LfIOcJaDE9j5qQ0Z5pIVfK5NpsPYPXRbW1ubIfvXCu/+gTyURpk4Phy5FZRL2brmuf3LXeVuCQvCNOtQdIS5a1iQtyXbwPqUykOjcOlw70SXvkhMbxpuEvBbaItx9xyLWSL+/KUpmIdkBzxVBjH+rGT6UGRARKUFq+0TfFo2APHzVIlpf/q8ftBwXhqY4/mrVAes8ueiYBnLuvgXvCB8PhYK7Ag9jJ7jm8SVVbU3a+sGppoUT+vQq5mBrHUFke6cObnI1zYmKpZFLqky5AbRp+OlrodmO99wVIabRi6JHqlpweRFRE/8mP6UvnCCmilZkvPFLRPAeHbpqdjASL1pl+rRZaNPkSzN7JpTDZdpai+O6xa1sW3W/e+l7at9V1dO0pYljl4zjHiKTBZn8STKz7eeD6glE9q5C/M+gqOitCdS5bs1obRDgWQ282vmOoZrO79wYrL57Qun8ezpRfHMfruM5L6633dAU/V2QOMojB81yV86jnf9jSrvpV7vL4e/nhW9zKvESN4xdIO6+p1jzjqRVCuNKQrrC1GHrUB62uHaU4RjZygo5O3lXRdr6NRxq/b9nxUKX676IqyO6QV03exxqOBd0+JNpoHEo66OsY7fF05bQv4VeH3Y590hJqqWHjEArkS8AAROs3Oz9bFgaaWgTV+kPOU93VJSF7eNFhGtsoqXRnaNnBkbGFFMPERXVNaEKxLXdOHuZSy2LVyrBSqlqjeyq1bUNX9BZJ9vN12Mg7FLUcKK1CXchRCn8408rIyR80w/I6hGED969QVtrxNklHvb/Q+byourjNrsmZFWCyIwa+Y13SUtRqQoUz6j4JeunBH1q7y94UH15Ti2enVMTtWFJX8K6Ao7HNs85sZff0Y/IgLx0qnG91s/6CZtrXNY+PLSFXr7wX50E35eidgeH9vvR6ZlX4aRGF7obZmsW93mo6fOmC+oNH9zl692Auv28cKeVYDqpwKZ3ZLrQqiiFTrVKYsnW1nq0szqZOJmYUQb0BQu8j6wd2bPBJ+sf0kAdq/i0SG6k4y2K9uHMT0Y7hrWTaKvyMFkmcNQVLrXVBkMGa74e32AK38iLU3VXVjapK3SwM6ygWFTnB5rWKqOBqPBRe9IgSc4c6nNAlY2gt04xi3aDTGsizxBavrzNEt7hkWqnjPxQJMejD1tLHJWeqpjLmWfTF6RhxsLi5tOQC7zhMawwYMYvkem7Sd8eUjAb7mo3KgB8CIJOoYgrIcU97QM7h0pUG917Iu3l9X1V/2C3K0vdu31bwloiqybl3vdvXuCmBFa+hWCHvkl55NK5LlJ3/wu7tVKKmBesDZg1A3TAZGiLqpQHDf2ZqpnG6Sq838U/OzgvCV5Fb2Ut6FWUdOusGfZncVbnmOem3g9AB/vhXpOthDWkR0rCr6gVQzJdiEXb4EmoJHLJOOdxgY7ECQbEtWm7RYqQmkId91EveWg6uGp9mXUSuKRnUutEswIJF1KYMy3cy4UTR0aUnZjr1+Xgk+FKtD2Q1wwDAQWxlz+lVDRr+mfQyCphk4kBW4YmFHUCupDJ+quf1T1wuWPLy7Cy9Oc8U1+rk/Kd2bhlKjOjVnl7yxx/MjnE+ZZtYObapofKo88r6lV52dQAzoH+IgUeABPAdsngPmxkf0h5oprRPDXvnfuu391lmsU9sOiE8d+W/Yxyp87vMKJa4MNlX88cb4I3fhW5zLKVYGfepg7RGBwHNT+eQlggknkBz1vdWEvdMP9rXt79hhAa5cI/PTFOkzvn/Ffbbo2+MFHtcdn+8ErL/WWAtD5fPfVqudA559egSWgX4sMXS492r+7rfXy7uu7i4oKVaC0oljygUAmqavrqqip/mFlo26wpqvfWTxbVjp9OJo/vctDEvjYtqjejH/Qm0U6LDsdmsTGhYfH8Wj1at13aaCHJZaGmWY1x8A1w1lkFvLRJdIO3jQjvc3H573ZJ/FX/+PCCtLwU2wcsZx8dqwgyR2vmNmiRytnsPd2F/70e8tkmwKJI0IXp9CHzKIvcseBvEt5hFpkLMQvuVaX9oSmd1isZ4aYEFBUWRvscB7asXHUuXXkClqXUdsdadGxWD7f57pk9PipcU67Sh/eWfx+yhjYLBXnBeijGnWy8QV/AzbW4iecj1r3qcEfuv/y8wWwemD5qBx4j3YljscAz+YfszoFBGbGh4lxzIrhmUN2meupPSFYnzx5cBr57t9W+MtcrgJMI76SmSrPkQwaPRwvUGndG32QV/4LYYYcwZ1u/UnV9hHxZNH3tDxpwUUzd2jUFUaNUM4R5nHDBTGOl/rpD+fBaF1aGULe8nB/8qWh88WaylmigwBLWNPucVTcYELfLddp6QwqRyTP+oCwnUcRQMgTB8GhoTyAa0EeJKV4FtyEx+AS/vyzvy5/H8LGKnAO1teAujoQ6q/G6nSgrvwG7K7q6oaoxK5AsTjXjcYa9QfpR0ae8KKpUltb2YTIUay9pMLkJydbDPw4Nl2bqTEA91YNqofqwz6OZYOXqUd0w0jD4k7l2d8tXjUZFYgWOeEsTUlEoNGN5OEzntpPK784qqQWsGC9viUGUDCDCBPYGOi+UGpDXotDEej1dfF7Avhfzv/wT91AAQ/hLxyfQVfQm61T4GLUs1huUAEo37iqVCsUGzPSJZNJMla2TM34J0U/m+LYEDn0oJqGQPNcw9j+oixiA1+6oJA7i7wC0ijN+WMEnQWNmAs1OfWccb16o9K+tCk9mCVGA5+FH+LjY6R/Q7Yhb8cvnXwrWqR9aNSVwVbAOFoRzFdyXcgolkD/9MN3rMDpWDqXvZhpNxdKuWr+JEgfsaJ67PjLHuDSRrYZiGFibLej6SfCvN3+p7rl50Z3ZozmI5g8H/KU/bMdc52TxZVGuf2oWha9sPQQ3+bjOCzLG1bgEl9wNGIZfXIaSQJUp2lxa2uLVLp5jcPgbHUYFQFFg67Rvd1UV5Ouv1/jyexawf0B5hFhybSPtiXaglea+Oi8BciKJaAQVorBtbIiU+34oAEJ8KVSHgQDlK5moJFvo/fXPCcsKVUAU6e5vl+iNSz7PeRdupLvDF9X+Hq66l6NSS1d1pcUy4q6xDFt8IzB+9bkhXbppbu1qGH5vK7wosClNfls+yz7IvuuN/JQBC3/FrqVq8hfNGpLPabhRTWGzYymlQwvehY9wRBx3VjpKMjTEzeS9rGKnPZlVQZULiqxPSrDMbGY2lPGVR8a2cI6YquGl66IycyVEm/l2pNxuGD+wFzJ6P6bJDiH13XgJCTFhWBvWen5qYNrz8zwY7ZTIo8BsEcjuFnz8c0a81OmxqI+8vW6bKl0a9n3xTJx3SfVeqN+Z0ue9isP2JEriVMqzn3pknWL/EW+tfIB+qH98GrVAzVEjW317JqOGDij9d2vJTqUoj3fqCeitpnNeSW+om/WFc0hVhtwBXMa4+JVRisYHlrtnNtyv2ag7GdUScc2vZ7e5jV8gz5pkuVpVqr9+pA+89SFb69aeltuqRzD4byg4lJO7Zg5ZCo7RtZcxfG9EoFAAShSuuErCmik6O/oJtJz79gddympAcs/pam48Vu6rbf/m/oQf7/vwrVQwOprMg9kjkJ85qjHG/ferQebnrIM5jTh+A62v7m3e590P+nxRn1rulDwXHIfJK9ita/is8BCzm3u4nlNCW/Z+0oyzS/paQyd5ReXV5ZVmzYbpdVNunr7xkneyhV5ByFYwmYw2TB/rxLJ459wY++Ih5FWGwfUKqUz3LbFzobY5uDx1w8FT2ifeOEll9t6Uu/OyqcPpjhDjDGcx1qLoIGLtZIQ6EDOXJwHZKsZj28R8zr6kkbpsdKvzydizSXLM4ZdR4twUAmqQAnzXwr2M1lVQVDZXgpKIWgtujFRqt9ra1v2fdLeET5v9748cSZVmi5ZUwBDm3INDhlziqDBcjvpxKBpp3PX36GDNZ/J7/K95oV5MzsGpGSW44lj36RWrlTca4ZoB5NXx66Gix9ojKAPf+uxPaFg7BbV07HyWPmYYuGhwIGA/O7Bfv7RpZKcNTPj+uqwP68J5JtpkV6kN+G5wd+73V1Umy5aPH/H7rGFRtEHWz7Dsl/lTJ/Z4zF4I6cyxzezNpDx4fe9Tn3PtzGE7Pi31LENp+5YTHRREL3bZuLvQ0u/xmqKNIwcYO2mgGMOZS2naMf0NsZ2mm3S1xV661bzWfsJpeumzoh8Go6Bk1HljKjJ/d5Njk103T2GlHGnSMeaUuWstj/bzthTcs2ayk/suMusSmlY/X8YXyy527wa9SeG7jGwJrpi8rFKk5ouGtaldIGGO6aWrdx+ynbKe5Z1nrP+3uHe/wZTIqS4+22G1BiSW0UWznxXAAx8GeKZ60JGsQn1IhQftuspM2IEaUyE1BxTgh6ba+G4BSTgmMd9BgheGuhpPjgk+PCzn6r9tvNwCF440+QGlS3Bfhus7tYTcTDw6m/koF1y40evFHX2virp7bxRWFkoFB6T8IFwz98a6/s6Oj75vrC0TXCu8aKwkFta9mbV4H7BYBFV3b3/RcvW/9/i+RdZPKmaYf23tHnmB8OnHdzJg7Gy6HblRhMy/IgZqJD5J/8rltBUJLnl622hl1POf4ExNFGj2HPLHNJ2znR9W4MoPWhqlsP/3Ywi25ZIUxxb2DDTnXxBof+dYpOC1ux9kI2kbV4omq8yPEHDoTgxu/m/0WDK686cZU0my57V0/+40WS9SMjvNZtm/238xKh2AU2V32U+of+W1/4AAyrdiC21uZCgRdW5bkXpK8yF36UcyEsyXA6//+cXF3vMlXOqJaUmf2D08TwwSb7hISeavPhCKwkM1pQ3NLjMTT0cQWzqr7O+RA2po1lHXtkSliiJ7rPggYLpLqtInS8avONPnxeRk7wU5qjMqrLQ550rrFd6akXCKZ7yMcbIE8zC5wZ8XGyx205YwKRO3+hqWGyNkuNIFn5uQ2LgTXzp8CyuLY5sdW5fQf162jSdL9r0l/5xHt/vqliRLT7K5r/wcKTM+NRCqwbhIzFqEhpQL1ACgaBtBTiBCTyrADVu5MXrpWe6KhWYFP6Y+iQN+vaPgSWgOjs/ZGvSbFA9hl41n1wABvVUja9Qjfx50ZxH2kvurvScJGdsElZP/n+9+vMXls/9NkSMo8QToU1sS/i7VizL3HFnyoKau95JFaWKgjp3bbjQX8iaoDrWPAup77DFuBkdkF4UhYKXxg9bnKvemVOoV7vjqJ2+GTeE60rddY4DWqMO3SyO0FFQa9wzfCXSJYdKsAQXgAr4wPSOM9H2vSt1/g5Q+pMgEFwAGcN+K5hDmIMeB/whYsg0ZB6yMK6YEgz/4xOEslUY+xlptNZZvuaBa0eTdJlKUYTUIF2bLpS7WJX8U971L86jlHnN5Ukt21PblZtmOaGS9QjMQGEYZl8700y0ZbtOQ6QeNiCxxrmTX58mK2MMdIHaIOp7QAEhXKRUqh8QoRfEFI6tD4iICYaJsSKGrn2QefABwMMxnOzhFcOyZlJchHFBRyUm5qaRr0mBC28lMQ5CzWVr7TDtpDSy23OhqsEUKQSVpd0kCakWIZdsXqahWqQSxUR7m98WSPDCViHXL9XKHLIHBicLfmSjMiRYIdfzoQaPsfk46VXaxFkGCkmMuef2ncKXzt26Uy3T/eoN5jfcaDC8IUI+/3yuIdaoLF1QV2mrMo9LQVpuDvoOoIec3ZJ49+hF4oLvAP/QWux6yOjFgFyDjBWPH08cz92weCXYwzp/z+LxpcdL7GhsV5oTQRx6S78BHmV0Mqy7pFSFFJeU/rzdhBS3FpeV/HiPL79JiQkquC/zkoBX1hMFVBfpBnsPjtgnmxaouGUtKyNqeOqaE2lu3jO09JRyIHXRccrKS1xKtaQOqP5H4BPJfjWWO4exyevuK9IrAr/O3RCp8lJm2Rqdq1ByEoxRs5SucL+Iu7RhFU5JliQ6m9QpC8nuuVyix6gMsZ7YimQIJTdNTkmmbqWJoFMbnDK7TIcCphv95S/jTUFAS5L1P5nLnzPQZ4mz2iMR9+3L2SvGXYZHx0KKfPSy9ohlwD2QeTxUNCESmJHiG6C+KIAK0Oupq6zf/7ThaQ+H5JUDCGH8Ck6BySvYP9F3Z9SjW9NbR1hHFcIYJ86R5E4OmZQrTNF2mcSem+8n5S4yVxbZN3hz6UU5IqZpL8U6i0w3x2hOScnorvvDo3BBPX10+oX7w43A89CobWEw18NoN8U6uUznE0R5oWrHplv0GAeR+qlt99CEDbJ9NE2Mc1af1ta6G4ar2BzXMtLQHWxdWTcsu1VvnXmTT6kS05XnU8cmvWlr69v6kPLp1rdT18L/VghBERdy/wmqTqsFUUosFrtkCm6GdsgiORLmLqyy2971ms2tN90m02lwdcXCzqhZU3l/jBYffWRM5KFa3yZQ441cHaefiV4t9XxULJPIcj9YFzMub8z+uyY1y9wZujN0lEpkEqhzoQuiYV62eapde9rZoeboaxMMdS13JWPz0Jk2nVdfS7pRqK1dpH3UyJ34KhupR9x0SOgUCtgDQRrIKPuxXScC0mb+hhnfmmtLlgaNDtSBziA/oiO/hc1RXZZmlOH7C7JsmmpRaQJVrlpHrZZ54OZtuC+BCI/LVJe8ccdH1o8MPC0YFzDBUe363AopOFeWVBlptt1R46o8sCGmi/GduJEtx71dWZWL4rfMKmdrYjpWkiyMJGlYBqDcNK2XqXIMmKZ4gAIQb8ABKeUquJgqPxfQhgPAEN8hI9+4P2CEXr8H+9p7PDKdA0VBHErX3axi6erw05aTKsI34GSc9rL2sumkkvAMLDWbm8yHFruMTJxnQH/SeNI/MHJCv0WkdylGuMnSMW+AxhKuUJtrv0oX36K6OHXdXT0mdegXGT5HH9io6hjJ/RsXvrpCrwh5KYSC7zhlt3xLBVwp0IK1+DwObx5ZRXIRGpnudBy89xLzn2wcqZqQGo6mekKI/vhrzyklYwXRfCU9Mng7zLLJ9ViCh0cb3E8E+CLx7RT9WT3dImKMK0JtAinXxTxEIKu8AJPoLZ/n5q8roYsZdUXo3zwqOldhGyV8C06Sgo+wXzD/q/StK4dM9wc/8pEU0qWJaplfHdnpQ01oXnuoWwoV7ryrEfi+/Klr167F/tGO6mnoyatyvpcdnSNY5wCSBFXE/8qwJplg/EXrlYyvD0d8mS69neYtDzmPxkg1McyZwOSYAc3CZcRpD/YkH7sWATJe0cGiX/4Bq9+TJm5fLj/Nv8aEuANzH7ICaZXJMKaUdannE14iSspBjFLQFR3ADyOCjHAJmZDopXqpXQaynPsCDPznc6kVtJzLpHeAW5EOGWAI90c/MgKSyvQ+JZLtMICcy6pLqySa7XPoWL6Dp9k2v30s387LPm09udg7HIyW8sw84mF5qfEJPHU+FeqQ3mgUrKLR66guRrso4wNljSAoGCAiNKNW4MwfUxEyJsDJmJTLxDPKG1jh3Beg5Dth2Z719BEY5FRaZXdimYH59x8mgBx+iIK9FiAvW6ZoZIFgj1N0nMcno/l+npqx2EW0KV+BjRBWGAdxHoqFYAK+lyQzuJxycqL5HoGCXFbBCKNHiZhh9KtDb1WKwpPUJMVUo74FUHzuvARn598AXCxl9B7IC8ruD8nQo9To7buEz0NqhmRn8NxKJf7u2iydX7Nq0uefm4r01nQdcUNv1VuXSpdKiRvEjUyDRucNpED2muqA8oBBqVdaqq3V7FnZLGqMHV496D8nPWFBrdfjw76nNf/D8f/UT18be7pDonruLQGXfd6HruBhXdD4t4zWSS1L75+NH2aGsz4ZP18AzhV9jz3EacEJ5lo4WKSV6WxIANo2xR3Ddv4TOWc9N+JbVA5Fec5q2hCQq55RfMI60Sez648fE0s3EXeBtsqMObot4wB6Cf+aA8G1maDDRIQYIQRAKMYYDgIMYBAjMZBiJ71BLvsRAWBVPACFOMSATDayNmktmZu0xr4an2XnrEGc5BZVCDEMOpgBflgwIogy/yAmWGbcimBVQG8gNjg3VFTgOBBg2NoNTFEkCeQipQgnzaJhEbeQKwDkoSKIlwmZ2Mr68XtmWc3kZlmxRWYky5K1Iq3SVakYY9olwv9XlGrn30PNCAFYUiqRPAQI6++iYyEX6xJyGer9lFtdVUOvTUvMzfgDNLgKLOA2ByDO/YfoD9fID9fWTpDcScRPiLglDBsAY1vfx4lVAWAJkkbnJQxJ+u8hRXMh9/WyIqb1q4ClycFDx8Y23k2F3PQ2kEL+Bs3wLrJSAsl/gaZwjaS3Ku/H5gRWWfkaYcViG6t7v8/8Xoytnd6/43/xxVvn92PgRTbchfxl7RdFwmgY1UItnCpWWarl7csGWvrD+cc0ftfZYbOALnNzvD632YZoOqKHJzipkmkwS8ztGx8c5vKPZ6viZodr5ohrk6h+8aDR4n3U1bnIc0tc5wO9PunHo1dDqsTDo9s1MLXTfyWvSn7wxbGu9P5x48LmOGUbWKaNBQnsIC8K5YyOQ5XkISHy1fIEfxZgKNUd3+AVmgg5EoRziLGA4BihFe6NwuUNM3ydj7bzLOh1A7waFCsElWMFSX4K8aOVXA1oeXEVapAAYc2PIjNoCMg38KT0AvrmmzMF6YLVDSIS8zIPaz4IckT4MqZEHRwPdxZ40QVuh0iYx3t+vwd7XQl9aIJvRZR4e90xbA914i80MkzY8Fo8DZZBAqhoL+ZBgBUxcEY5KOrCxMOAgK4Ne3ApOIbNE6WtEbjAm8j3w58+m0Z+w/t4HpdMwxFGiavO0IoCDe0S1GhwDWEgZ1EjXOQsceYQL5HAs9gyGuPwkTBYppfpN41wlXSjK5zbFMojvkKdCGdVHdc5SYk0IA1MQdYJ33777Vm4WmDKn27mN64W+DbkCEhTM5w1Eq4g2QKGiEagzf9HyJgpmAWzIIHH8bsolhLeoqz6Zpgeb3+hpqinyE+9wY1XrRxLIv5TLEEZrq21610VqkQ1aAhXwnNxRMTJQ0exPpYNc+Q4upQ/OTgy6G2Jq0HeIx+XffG6LLn7WzEhBFxexeA3MuL3rGgpyHVuuMFqPaE30HfzZCowFXggX6JU1vDlccZMQzpeq+VRGrDfCRp3CwtfqD6YAnh3HYqYiaRX2CfHgqbCMODvE/ZJcXNNoFqBMSrNPvNmU1/6ir7HW/w9NfcN6wE7ZJ0HJ7AFfJb0oHvUxDuvLKPXi1oY2g7FgBL9vV6Morzn8FcM4JMMgXKCiJHsmAul0dE9Klyez8d+VVfhY/rCqwSn57SemELU8PnvzSrRCtWBDvcBxnAuJ6B/27fNP0UYuh0PO48Gi9fKURYozpJWv0eNbpjYOQX4L9xcKJgRm3EDpdqicUWlBv8qaSUU2DTHylPgq+eMA9YKO5yrNO+YN7+ABZEYDFFh6BFE8QRBSywPLaMBYQAuHrLypoDjeWO16fDopcQlNuUSJ5dOTfPPjrhsgtmWZHl/E2hqu3mVywzlPy9bwu65TDcmGRUyQj1ICfjqkrzxhujT7DI7Pub+KMPYdSraQoXZ+/y0iY5Ig9J1M7liJV+n0yWpimx+LXN3CAk95FN5NkW5Ixt8XaYmuWBYRAP9dyIfha5nr6wml5ms5h5YhWozuVcDuBKyZpL2CK9NIoy3USm77XUVWIBEjqynSXHmEYkCXY9jClYycmxF3v3P/ww/NN8bJm0np3vATM9Mj6hrbnB2cPwJ/+lbwdM9Uz2q7tkW/65cbPgp/7NWu3rrUjCNpgOBHvcG3yZqBaEhcxh59jJreKxAAiyqQuttJlaRCDoriEiTGHu08PJgBE1i4bW3egSS3ZjlocEpdPoaeyTCka0Ofko8zqFFecfJ9iwyAcn2PQ4EOBr/4VcFnipl7dzDFsp8NyvWvWbGu15DLcMr1g1LdXwiKx31+cWEjy3a05jU5wr3NEY/CgHiw+F1xn+VH1XT1HOT9JLkFYWMOQTp59T5L6/kXoT+ah4blgXPsS75xPBGQ2tHtML5zML1LyPXieF1TxDzXy8Cw7oUI3Nayke5Wa1Qw12lfTLXujYNA3SXggsADn2yEVnunJRNEBME1HOlbERAxljFLuQDM7YqVDkvq466w+4w44lax4pVYK5seg/rbPsuXLigvvlbmLqivRLVsXpo+B5DqQZIyb5aW743XxLLT1BwjNHG8RlqgSKbdPM05AsJoUlsFAfFFdNidmL9rARflGQlJC2Vykyyb453y7LkArmeaRL01YAHlbNCLdLzNI7n7l6EhNAoBmyO5XfluJLLkX9bCXnxfUa9iCNulelo2rfKWCl2ZJQzAZ2UB3FwZPMcrWiBZ+FoCN0IqSGTPPneTNcqPpKvfW7mgkQi0fOnq6XqFJ2iPQXLffKOjFoR9ni/KYsMN1sf3DYHQjBonmqbrUnoFp6YA6+sPjlVOwx/nVeHdb6WGVq8ypxmGqYYvhoeyNcaRrEcJvJIjFeO10l4MngcOwjFwnoxqeIyyuCKYHEDV9ZGHh8XicRS8ZgY+wF3EIpdUoWskIrL/l6KKVmYxOuUIIZ8cDlXAqj4/QW2hFmkzgSL2VLmheSC0CS1Y1Pg91zZ3lxGYHcavMbmM4wNjmPlMooRrb96kL9++OGHN4ehB/nwr39dgStlEdfi4zOoAmYReYGNUMEJRtnForSrQA5enoQ8SlbROX9e4x+1rx7IJWMMThDeYCNscNaQqc4jYhc1J42Ozv9wgM7/CHNCxDh36mD2iNyTEKevTDDZJWEct9UrGkKMFRSlk4Jcpi8GUIKaUQyXxR9yKwKoQ/BCg+CtjyJAxWE8U2Hvdcbvuzj/tO2q/YMFRsCdDyR9dZhUAQBZPb+b6VrzwiwCWT16RsL2sHsutTwtGKP8t9N/mMJQJjJ1K82nDHn4gOCN+8yc766oM6FM0ZJs9pBqi6c849dsXgucuLiyeUK2YBxuP1Y+Zrs7AX3JdlRVmrg605jcmYHsMfAd3AQpYRfzRF33xLDM9fBl62XGyCkKXXFcYZfYRJnBdmaLmVrIfcOpwh6wZmmKeYC078X4XOprlsTMSdgFMBYZHpL93SQx2X2rtpJMCTMPWirFFsu6V7Es/TW5LnzdIp1ccRnJOzhjYeBuATNE2byigLwCVFwtTeYHNRHaiagFNv50lwmxaU36cSEBkkhdSfmzjpaRnZP8GxGpi3NtwqniTJNOahyLQCOMYWrUDmPADHi/e73/d2d+uliz0GjgTXZZ1SkkT4BdgxeMyEWrYLABq0n3gho5qJoEpcWgrdwGii+CtgslpS3FHSpw/fniy8uYRCz+a0XrUaGixLlVJaSxJUt31bMRqZErEA5zP3gT68LI2DHtxRS07u+clyjRy0nIBz6gIGunsZ7n3kzln+/6DxKnVDz7DfXeiNRB6Bk6zW7OIMuinznMSyCEJLgi4N4aHdB7smJnd4zMI7OcEKJERhuHr6aOWI9IMc3ZlUGjxIFqOQ4sDvd7QBtaUDaLnBlDqvjICHCAd3tM9GcR8MuIdU79hbfYRlrREVJdcSgCGHWuewq5aSHRfx+rf/v6GNImGydPCDJGfqmC9EkUlKZAzQlSjOqOj5+Y5JDDOy+ef2dE2JromqTcHAP+mmyRM88oq++3EdBC9Fm6zG1BSrspQszWRpBgWZYwING+SeCumKjWc9406uJNH86JpVyZE2C/VYObJvjc7/fg8p2+nXMS1dEAfb2rX4G1jcCj5yZApQig4PtfCtyc05L908hlJ1IkwV/4242hPPA7Dd4bAwMHO0xI+4+XQDsKUAj6/7OOqq1prq+rVnuw2utYdU9XBayqgvyDU5cyLQ4QxsZ2n0grylWci3rwpgh+kao2VxIlY1WhnSJifqP6SCpouJQqGlEsleYxSlHSFXhqbtB3KrnBgn5uF072KssnjGhDQhLavIg4TdmHfoEKDHhewbTawTkjfF689+ND3oKiD6LgLQVYODtaO75JtFFKzeDJI8YKG2+JWCGmqVXONFPvOPJZqsSqdwJasArnOuYVpqLlp5adfmoOyW7hM8qwstNyeLIo0izV3BZ2gloWdVd/mhZzdwusyJ+02Lk8KAfffWWvGumYOgIPgSjvrT+1lvzwLQ+4+FMjIml9uUXY+6yDIy6qKePtfv6grEIGqJeqqUDtN3Uao8huToNs4xfKxv9je89oy4JR41o9JzryrENlshHIqz8zIBf4wAiWeYcq88i9+0XABpbAuVV4Vzdz1S5t+7+/o1n8ns6aRNH/ab2N/3R039JGhh3/wj43XaUvX+TEH3pwz1s4Eds7Z4nmp/uSp3q8xLpHixgbWBeq91T0j5RAgL3GLQNAAH5yTcArZL+XUfhlCEogu5Y2zrk//p5oMwE0Q0A7pB/SDpWQMHqFHLkS/Mc/gtJbMEb/T9amWJRkPcVerK2IxW77FPkvJ+i3lyS3Xy6vv2d+eZSyym6F/+9ysa6/RNcnfCxJ1kzDTQmuXrUeAY0UhNC2dl6RrJlVpk0h3p/jRdMb4mJPmTw8j0bHH5DLXRNN7o1gp7D4qx8QERNMPDSveUCEYtOExLn1ARFaQZaY2PSACL1ggYwXPiAiKyOQsPwBEXmbphFr0XpEblKNbe283mi9II8rKggXTXHl/JBwKviALKSbZlHtxm+WUjvgfgHEuJvzYXkIgb+QFFcCKwc3oDzwp0IaAzOohvOOH/kJBO3cSqEYkGGOAf0ryRQVQ4PIXzyoH/lDcfSbJf3eIj77p4oQ5XPNl82XcRKYLoOR76cYI93OtPPbzF6al901CejuCUGmweD3Jyh2rf+DM/qG2U7OKl5xDa84Qlhrx9cL/GoOCQoYKYAB29qZyOWQh6secg2Y/XZiyTN3ilsmB54+zwkneuIv0q3u6rXLmUfDpVliZPuf7QUzYJ7j3as5oIcT4OL8YecRgnv+h1LY5kAyyDzyAtb4iQfMgjpX/3y5WaXZyGQzC5aHlp7RQOlW50MowmIGCHDAZZEH4CRyXwBmHPReBPYhy1ClIKpjaWr7GlIwFLBTABqY/3VK0JtGBCH1GHDzlLu8J1mn3DGlVKCK6pGtc1BUOLXlz398RWQNoWjBKjAdnUZsV1eHNAXG3f6NcVJV9KHiIps20Zw1Z4piijfUFT979ryBM9D8V+aJWn86dM37SFCjRP4Qgl/JzNezgjMKCZOh/sZc0VxRYq8JHW+7K2uVZ5ZQAK/u64UkwTSIYQzTJOZ8izOmTT6uzzl6OPrw7CazKun5C19l5iWbTbh/n1ds6R3lKIFFIZeyVyptRKUptiOft4DoxVEOjUUvrRyI6AL5xiellMNTASCsOrZ2RMnfEbpvEjIT+1WIkRBWRG5XxULQYf8xJTVycHivFOTOyhurj46JZh+jyelN1twQf2ugX8NEUCFroVgOHWM9cIn4UAYUQ9L1mYcMo+HolZErjLmYZOpj/Zo6sXW5U6n1OukFBvp9Q3sU+YUPnJ7ZN+8jjjSAxgYwRvwSwEovk+HXi88angbTUnS9D2zKQ/q0bmzJLGPGB0HT2nGWoK+ahyq93yiH92VEbDJvnBRM9fvbxRCnZGRX7jRyeeI6zuTkNDJ6re5b5STdtNoo1/vtOnm+fRfQNn5Ta75hhqOxqqysLP2No8JXZz/6eGbmjomvZcgIhespHMcda+fcfSLUAD2lXu0IEtyW5K6hcFiJ9JVC09AaK76et/fPsFTmpky256ZFzjIVcRrt5d/mbnYa5rSCnUd5iD1oG+NMlFp69/vD0nlqj4lekeScbJ5aoGSsD64RzS9QESpimnQ/5XLzBctHFo+4n1ruVoKXaoputPB4iyjrJSGPvZgnfwmBaSgThH4dWw3tPeWwIElYDqfl9msHuIbO0uKmqVsgILffK8xK4CL7dRiVCr8p0kVh43dj0kC4QD2wELbXZahFCTb9laxgVvK1JbDr1FAp1CmQP+eJMxv/7KUjeAQfLlogAx3OrvFayxb+gB9GsDS8/rM4WOXM9P1BC57tHFfN6om2n7kGJy5mT0rhPD+OmkH7OzSn3L93/qSdVHAnOzVwtFyBK9Eo0CJfvrKAvXf6933N7373xBj4TftVKdBiJmShXwR6FI9EHGmr5ZAU19r9cr1yesfowS9d3uwFH+14ZrLBxh9tcFzJnKDLPWdsOzVbRF0vTlvmMKLcU+Luz5wba0zXy3d5ERsIAiUYBgFyqenjxU2+CnuDVb87setPM8h0Q4JSctAtq/of99qR788aR5EESABna7wt+ajVfcMNfo4ej524Hshvm4WtpnN+f1N78x4raGqg+s4dn+t/rUlXUVUVKUse1JYluOFeKWdGs6B3wgmEQCYkRiwIbr7yXN2vX/rs8ttG5HQAOX7oWHECtL928E8X+Yze/Jzl8jiiuTLrmuFot8wjHmQBxM5Nl0WlxElnYRqzkTP1VqRj0fLFHwhgtCQLZ0uVaL+DDHVGS01P0ByFwKyfPfTWJx9a4SuD88d8YJL0FjjRWe6wM8sPcmP7NZxRTKs//kA+LchYRi7YrM0uNIHLCQKIpJ9PgYn8T1/UH6m1SSQBKGzSw7duypGe8mebClFkZv+/gLOjFzKX1nhrK58Bt7hrP5nuMlZlHluBWdXf4bNxYLyWkJukmWpFj6V7Sh/Z9uISf2H7HMZvJYqIIhd8EOcTB6f/ff6yfvtX+B+xJDiZYqdqdcco54vFbbeEoXPwf4U0WM95/PqAiHlQvsPKRFY+pbwjFf6nVTUTdAAu1Rj2/T35WCxQc437b8mIrb6j5raUjB7RcrxMli44Sf5iRbgstun4WwPU/UIzrd+jzo8irAtwlDC4JbY9ddmHjO9La/NQLzJxwuYaA+myJa2+xVg/jZh4mrqJDe+dSKFBM5vaviM0qDimf5zvWnV7kW4UdGn6MwInZ3gYNUZalVBK5XIbrlRCN/3gHAPUpC9IBNFVV1waKcvlrrbdqrL/DTrCKlGsRUHnP2hyUrWNlJkAnKLmKbBnL8oNCStFEM4xwzvISiwyn+y+AJonCzB2a+6eRcaJuPNYpRd6YS5ZlnGscap7++c///kyqoZqaIXyh1cvfvaThWOFQL1pfqAKc/ZZzgYusb7IwK2YVYHlrKtTj7bRRVlyFV3pGTs8czC1T9m20qngjR2/5Rs+OXaYbh9/mHXOo8DCmbtWXsy+N3dsNRFWwe0HiTvfmW+gYOX92F+MStWIC6tKgZTrFjvELAQNduhBEFNrCV3SPFkFjMi+ddI8LjbBqKXwx6/cDYhGtX7p+Pra4HtKQIrEZiRsASh48/7sqd0KxC7+5tLx/RXQKdPpgR4kEdb94Afy8jF7HP5sVJYlVMeH8RmUAO8qcA1eR0nSiA4vHAHHnDCOiEBHum1M6CqIIyHwqYiaeVTqcoL3lFBvF4lS/OWHjEVuyZQ4cXnh6bxGU1kwn3YrgmOPRyla79kZhLZHF/bNIItwGU1QDvR48S8q3okjK+iox+abQn75H8PgvQvvyU/2ftFxdBFcPe4Blyc2G3cs7RttSgEPZitYhIvtUdtssRVx0tIjcZKfP4fGYQwGsRC0IBEwDhiCTJzWP74EfAeH+67bkTde+74cHHzZg157zon0vVsf7K/7+RcK8NvGjvZXFECDVF4catzTv7uv6cd931UCFHu3slT2vKynqn90u/TEDC7H3E2zLXEkj4w4FnbZiqzEPGO7C//6GyUIoD9QALwhiMTRJHj+059Pg4/HPX2fBktTT47tcopEvFHSjtJIjLHVNORx5YmE53fvvWPZJ06Urp4ZD6a3ebElJMXxUfOSgHDCHqATHCOl2JnEldjSudFDSnKSkOJ8UoQp4DAcR3zYKGIgUPCyDX40um0eLjca8o0uMz6KeLctNiuwNAamkEUwjEwhNnQG9YDrxxZBCHgY4kaYKyNoIY4oVNpHZ4J8dXDjNH+OXngitnnYL+Vpn/ByxhGaGgMhQon9/pcB1A0TiBcJMJZjQmhEwvtGnw7spVvmrrIu8/+S9z7AaV1novhw7rmXey/3IkCAQBGKUYQiZCMLWchGMYpRLMc4xha2cYxtFBMb29jGMbZxjG0cYwfbeEM3ZENfyS9kok7Iz3RWndANnZIX5RdlQ6fqrDpVp+xUnaqz6pRO6YSdqlMy1c4q87sHJFt2nD/dfW/fm/fuJ13uveff933nO9/5/51rD8jvBdX/kLzWPfp1RXBwOO33bzUAcRsuLoNR8mdZ+EkIVOAPcuDnv/ztB3qO3pfX/4E+9r2NwZP//KNbXWB4r44eI1q3/RB+eKl7g2THpb4rr63qVHRJDys8oGfv9/t7z+4S9X/ccev6rc7LK5pbT23ofOfoMUnTinep7fcK4JTGXs82Fgi9oEhmvNkr+WMLoEKPQDO19Y00Pf/E/y7iKTsSP/FAAfVKZaIvE9HEcZNtDBvb6xdHulO0F86QhgGb1YD96udhMIW/pQdcl6HMVWF6aAaSm990gVvvXv3ts29NPaf3f/tnzqCv7T4JnzQPbrNYfPy458FybtTP9y2X9KLdsf+urNuOprv+Cmm3HDOdWpT30vkZ5f0SP6aYpb9K5qPOZeot2ms7M0GoD+pwP63rUx0ytJei5Rd4QC/+zvxxscK01YwVt7K3Rl9CZSTay96avJq6UrwRuWQf9PJj/cEz+T1m6cJ200GXzAY9mAYkwCie6aNUbjiKK/KwwGjNg2QK31oQo82WOLaRKOFLT/Nku++a4xog/yPbjxLdjI6iaToKp6BZvMC3S+7fJjMFlZSzcYG/WA3i1GAVHBLU0fM8lBYEJJ/HafnT+PWx69xL8GYgvJGI+h1UaeyLV8ho2c6yoK+vb5xBvxVlb2aDb91Mo8Hk7J19Mqb5VflA9iXvjfCNyZdqvzLCdxPvTZj/Mmqo7jNa2jmwuJFMx/wsRH/66acyIfq1NvYGsVRDRmgQFleyUN0oI+NAzW+ee3Ic5uE4XPjHPKWiKeJBMaHqP05VjWTnqHEK2TRHthvJqk0RgkCDK0TN6imJ3Bi0RBm6BR4BiYxiMsim54IAZwgZo2EAaWKsDCQJSJ/dwQp59ZCGBGmtd9VXR2hQFICp9gGR8U8JwUUv5D6QgIYArc7VcmCSyZHdTaFCCiDNfXfJfXIgAqSkOsoDmwBZNbEKIw3JBibXMNMA6EqDTEGKGFqRUDgaQ43/S5KlxBCZEyVppvU+pomaewAjQTwScdnGsecHYA9IcQ2cLgJ4a9bJb78Fq2uMIYca5OLYNvQAztPVxeHw++TfuwVeAYfsl/GfEWNJyMNp2LQCSuSijQ8it63nQI20VkRUM5hB9KQ5f68Ts/L5ht1CzjEGES8Bx8wJmecuNxE7SUQsJ0ES6etvfiE75YidChrEgYQL7pIH5CLp12XrGB7gc5IdAXpiAdODNyfBD6v/b/6weqFnPYFgARtna6Dn/Pr4b971uhj0zWog7/pAnU862J7Ykd6sOdwuyuzNbPFuz5x2PucGznqHVNkxc27+jLsn0VeBI0T43AhceHFhYxmzGsMgzVc+ZFyh2+m0pRXBxqPjbr9rzmc5Fa4Xd88+amJST3Oa4INxbMsovHrUc2rco3JV1olxO38USITPaoR6jBBbTWrTw1pZaGXkiAPzi/RKhsThbFMjrQI/90rHn02uSdBB7IelDqXM0FG+OHNYTU/uK++iAKeaw8ZX0wfGVsdX7koQZn3gsPnM5ZMugfO0/UJ0m6997MT8mbcscAHXMnrnqsODz/Bs7m2Jy79L+IJrzXrTYxOPx9gRUUFrXBkBpcupPbZVV82SzNpKS0U6L13OEdPJ5NCOWcxX5wdjR2NPug2ficHYQNnq1k+stjzrHXavuHD4kkWQ1Wa22Hf6dIa2snSHrqF43nWheKW8y6mz7bSDEXn4jKbf1LfE13GZ9ar4v2kG3LqRJgSmh7LtPp1+a3hLgihB0xPFxzNnrMABR4LFTfqBlEQMvfzvJzBT24LfdnbmXPGc8fgYGOcvnC9uMg04185hqpafhJ3uHp8lud/j9K5DwLYWnDWYqEeQEXGI86D2/HSglpWG87EzXyszM4/o4Rdmp37XzNZ7M7TUMoqNYtOK0Eqb9E4u9FqetTzr2+twh0+FDgb0ug2GSOjC6L6gJ/VqcDBK5AdGt694S3so+LfWi9mggiQ+PR07/vvASkNXQgblBGHqnjrJWE4jDi34jTe+1FvpsiN2tHAtLfnLrDCEoXiLO7iXnOgTNzGxsmiKs/pT5pNq6ZJYuMzaE45jGtsy0Us/bzo4/myUL15VFb/xJ9Inp0+MPx2xjV0sX8yCuEdNZ8+UGngy02N+cxwWwb2yNNkexqrSlGgNnVySVWsotWLhER/upDgpnD4REoVEsoc40Z1eodxh3xNcOzJ4V4B5z/va47rolVt/zIbGBSFRpn4BjCtDykJDRTpb59zp3GD+/xDIPojx92hCbYTnGum+Joz3hs3/bumLUnlUs/spMzUpGbvbo41QoGZCO0flqJrl5KoBZVg1TB2jc3Rt/wr6vGg1G9CcUkI1G/JVs5JdC8NjcE73IjPZXGg0iM59PUwOscI5CfeETEcv2dO21tvqa7aj76a4dNWMeN/9VDVogDYzEVWsilKlrLpBBWhlehmqFdChHUsmpAHMyHIyCJbFy+jlg/LqiwfVVTWHqlotykvyO97UDboGEt4NCWOcquXSHGuYboCzyHo0AKyCre4fIpajy/0fDirtjcHG/yvIpGp237k6TEQAhgTSKmbSxV1OYMkGO9NRNfgOaYKpiQXa81SdWOGannIAbXSBpkEZSVS/IiVA1t43VmvMAKgJJDLoXo2pu4MQ0ks4bBv6MsEE9HsfSkgFAX9A3gYervbnkkWWxOEPvg+XmXP/vJwio+GH5zDQq4MLsJaDQAJtVePmcAVHDSni8rYVmSvnWn2NyzOG5sLSTJrLjupxCrV8FW3N15hOy7l6Ww5qTBbBqp30Gns5GmBnB0EGpXaZYsk6O3mKS2RWXmmgL9eySlJdqJGCdwRrUa6Q9fWJu6K1XLJqGXBoN9OkWHKpWgThWjuvv/m15Wt0mXwtClga5EA70w2AEE0BJoHEVpNaD9dagTTTUkuc4FyiaPvhktiBz4ndl0rdktAxi0tUDo9yDD4bI6xo36TlHhiOAu42bMG+GIaHh2OQBx7kFAXDNR/3RTV851ru24rzwMC01kjEqCS7uZPxbRm1tLZGt/3wnTStdRT2vWTfPY6Z+AZopaKygriPIA5Tg6ZH/O2j+Hekyqf6bVv+EsRUBHt09pAOK+BZwXezj5XJD4XupzY7QWJwELb9YNTWNH3TNGxd+UrlSPhZ1qDWjzOuJ1JmCzmhjfE1a6bBFNY/ponoo1AmeIveoRUctoF/KoBRbMMPty2oTAdcEstJ08HSM+oXpuPRx9S9ZZo6mydSkvLhEfDOh8mG8yf1htE1vr7RdUNDpSeU62U470CzDP7bs/v/tfW95JlvZ/qiGywDlzREcBPNDk3Djf3hnRosBgp1VmqCMJOfvFskZvGshbfR+5y9bvpGEk+JeQ0ZibF+1VRP/jEcvFyhIvyA2PRyyJ9uDLVOd5v7hqyPalUen1OuH4rRSiDb4sJHHpscKB33N0jUgrLjehjmGP0TwbZLA+82vb7Vhd3UEId8ZxMnvf6wSOUZ8wUEmmsuvhf6A7MgAwoey2ncyiPi9vTT01RmeOTgeR3XXXbX58H6zeTVjUQvcfK86vKIRNNPPVY4qnbsMTdkGmzyKdHCwMJQcW127V415urSdI2v8XRP8lkiLFS3j2w04WFw0o+f2P06uVX6W8kfyW9HRIlvfui9HgrznrQyPkxPvPmtvR4wceBdT6z4yq/JMv/0a1MgyjcO8kwzpJ6f7+KZU08E+98p10V2+RyrfEFnwCwP+3BXBk/zzULL44Od4U2MXIvNC/H1ZcrnyTzSHlpv7xoBkQ2hzXPGinQSboqZlTAJHPo/s7hTmD/3phEf32p4amZItZt+UYMflTS9PybOMgR04x+xMNj8w1JXk3vAj08MDLnsJWHUNeCkTNYcUNo9Z5NPlrvj/PcNJE6r20Z63r5kZNiHCiuzaxJdjjrrilnNAhHeS9lw4XndrcFzE/W8Dq+E151eIxNZhNNw9ycx/KtFPcNfEN0V9om+f8tjTqW/3SSNCe+X+Vvv7H3llb2//UEvTmvrnI9/PA2124O7XYI/zOwzby+tGu3mmeZ7lIPODeGg+eo47WZngRv0F/Ayf+zM9HNm8NMpUVSkk48RvycvK+FNmNcP/F4PM48eyLclWB45i/97Cbz+Ew94UKHaUyErZPF5yvt6pkEjiQPHxbEXpl60h9Siwyr+nMG2Jn2Bg/Z0+8cfb1BjFVIPbvtwH66j/XwdE8CM2MdlgucNe1lcv2FqQIMr8ST/9CjUrDgRXT1cYGVreLgV2AdbhZqtp2WbAxQu8RFz6tqvs0m3I2XfrIXVMm2FxaDqjIbM9i6VbS8+zWlV9tEY39pFEdmGn070WFbaYYUwbFh4wgvKRLL+cNMCc/Nm5WTlZHFTcZPm4Eszz4bBODt0NEy/3zGFjeDobMAoHsWnwBTIXDbY4ysR8zYUN5mbOL/7NXv1+0uRxEt5Ik+87yaXKZCMeKzHDWb5zbqndr1vAFvzR7yeCZh56t9nN2uYH0dp7jYpNojFTIIZ434rVBFMEInzifOj4VL8WII9XATWbZPWdaXI7A01xmmiKH8W26CijIOj/QbX/H5zkLpE1X/0u1fiuqPa+uh6++Yx69RTeS53TSeSVIygXsjT8xJUfO73bYQJgQdDoCFN4kF4eaIu36VcXRJXy1iWyosuV9g7kjEun2VnWDXklGCuZf5q/sUsnCSCZy0nDYTf4/dEKaQQzXUu2JGFllXq3pRg/y21P08MnnODyK7xvf4jD9aQifUb7leRc0SUtZrvqkmfILERKcr0zt3H7lWVJTxFa8EIxuK3b0eFSGnagdJLHfbCqUD2+TJfj7kFSdzG2PE92YZt5roC2LFcaTj5bUhrTPW4Ravi8prqqFgW+th+Cpjoaf4qmyS5JqRt98IidkyMcbckteDgVHDenXsuwi8GBn5vBxowAcduFl7kysl85yz0CJTHeCcnienQ2OUCX3Zj8m/G3AhUB0P8EF9zKDacW8lpbBu50Cx7SAxaPCKb0HQm7S0+faDbBGZBK3UoEXFe1XXXNHmc2jUJPrRxqlMPvWsnB4r82BGjhVpZ4Y8d5R2KbuX0u3NXglXTkSZT+8ym69la2TJKypsq22brtgWADW52C9RgkmPcMNrrnQAJIHaF90dhFKYvyM5z0mk74Hfr+DNbeVt/7McNYOMUY6duDk8xg4Qdiqn3R/GfaPhVr4PMoruH5pzZerddKc0CUk39ukQ4TnSvG23yNS3YPWcmwUJjpT3Nbrn+4mK8cyc1Hi3m49x9px2nbg6HO7xrncTPJ8E4NtkbWGc4iLvvYjttap9+vKSotFMiF9iSXk31nSsx/hacYNemsTJdI+aAElNi168b28ZaUOWmWReC2gOl/klDmFLD8a3FITVUw+KQa0vivPuCsc3TmmUnKYqvWKoOxBtURArYJDZJmF2sFNJG677lVWTx9A/T2NwxtQctujHCl4yUyWfybdiwx475LFObQqDj5kydof7BtYUT5w3dV1+MnLacsZyZEyfrO3EQkRj6yt08GMN4YOE8qnt9fJQnJn6juX5SYCCDGCeh/vDZatWiZ43Mg2sXGaYUn58UO8/XapiKUOxznnh9DAy/loH2zZ+rxacOGp9fXo87rppgrSafY2b3xZxeyNXmt1hxFFeE5OOiuHiqQX2Uqyvjp4zPlg4vDFBPzLHVKp5ldSJUySfFIfGdStT9pKbF1T3OmAT0iyp6gtmBjE9qgIp2ggCzAHP4cBGrwJuzeIZvrtsVF7JiVOHGmRH8wyZ7fVSm2/v5VoLm3Oj1wuV8w4dGkf5c8kyHUZInTf3Jx8RGraEsPsWKqzfexloDYnxrwOoBxp0x9laHljGHPfE2FWB+0EZOC7zQLRlRzIFzzUNhcGHpV4VN81XDqmFUgZkDI+cG/WmvT6YXGAgD8dZb8RWWjgwl7hX3NjaiKmNU48B8azYb+ci7LUCdShMlEMEjL0VemhHoGyqrqJXlunKdmzoaxX2ntc/HnmI3h7GNG5XA8aL5amF/0GHHjh6dF8wL2F62F0UyznWwwpbZTcWHVFojq8N0WGCfcjhywxX7Z5eoMEA9Fb4RfHl83cTq6dWzq+3PqJ9e3oIoYqjuqjBi4jv+/4f9EAGc4jpbpboHjUVoqmMREWqEqlkw5D61oGOvmBF6igYk6ihy36AEdR881bEHIIQpwSwHKq4jZ2MkAQbkGVFHcxifq1oNUdcztLXeW0/QQq7XNoDWPxJyIKpIrTIu3jDXy6EzsjGZiKQVRrmV68GgfjM6jwpIyGm5rcHaoFRwOlABZhSiDptyQvI/JdosxaNHKGFTByNkGtFJWhuTAjvDAhtH9iRHdKdUMSIAJeamC9zLHLht9z3MATXukB5BUEB+jjtgiT15LEjP1qvrVQ==</script><script 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</script><script 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</script><script 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</script>
|
||
<script>
|
||
setStage('Parsing', () => {
|
||
for (const element of document.querySelectorAll('script')) {
|
||
if(element.dataset.id) {
|
||
jsonExtAPIName.pushChunk(element.dataset.id, element.innerText);
|
||
// cleanup script-tags to free memory
|
||
element.remove();
|
||
}
|
||
}
|
||
|
||
const initFunction = function (data) {
|
||
Statoscope.default(data.map((item) => ({ name: item.id, data: item.data })));
|
||
};
|
||
|
||
jsonExtAPIName.parse()
|
||
.then(items => {
|
||
setStage('Initialization', () => {
|
||
initFunction(items);
|
||
document.querySelector('#loading').remove();
|
||
});
|
||
});
|
||
})
|
||
</script>
|
||
</body>
|
||
</html>
|