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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8rKJoMaRWIU+K5HeSlG9A2n4MC8x47EwoO2GosDT/bjPjpKPBNkLHKJQVyIOa2TchQx0Fea2xyUewKzHBrnnhug0xS64NGRjAMrtcu8gEY5jDKXabhehXd07tFj7qmmJW+RjFOIYX0jCeirZB6PbHRUevDD+Y4nuTq0kwgyODzxaFxx+nR06kbWinQ8Ep8R9jUbdyfjKSfeZ/FEqOCIREJ18nA1JKGerMnRTdvBAnr4jGN1Dr02Vs+u5xrh+gSdqFP7k7uMo88IsxeZ4p5CIB/XiUPYJBGCksB072EFxuIea5yiW9cEkf1t+e1wZNudUde0hGVZqBzAth7hzJqeb8593P63IS0mBsvHxXk4BHFu9vtGe9gG48Ho9HqGhZNvhgas775jDYZwbnR6LTgcB9YYDmMzBHFvwcKQEocVD7y+MVe4Df/lh+bK9exJ4HKUE0ijRwNEJV6R0GCooaG9HLG4Q+QIjGXG9ZEBVkBVlOXNFxh3BS0lI32nGDambsK/+uE3Cv2lNKEkWkqiF5yH/iLJzoO/T10Dlrm8KZpBV23+Jk2MYywIua0Q653NEWEzicDDTcmhfCHKpePer6Bp66yA3oxC417nHomL9eQBHpy9BIK2zj1MAFsYKu0T31EQJ8/RTixj4RhCFQjOTSUg8NpGxXGi7OCziM6g9XOMh6udLbeK45UF85o9SMUiYpAPN8LzgdtNZzwL5uxhKd9MKEh4ryUw0M/zQ1Cv6clrFarJpyeerWo+QOelCywWimqUOfADvXz+P1cg3m5E4CWSzxJwhuBo8rqhKU0OeuNe5ZtSnBYODyghuLM3QlfYIcaPkBywhkPXhH07x/tDGXwyWeAlB/4sv+CZyR5m0H0LepepkJloUzKhMZo/4MmP04nDLZuwWphL2C34zYmBiX/XRvwwgzaAwEMYxT/hQXi2SK1N4o/ACocNiI9S2gPhdX6FJRIYILKEqRaiLO8cnPA6tV16ufoV9D4jpFSBqY1aBOVwXS9A7cCJWd0/xLRKZDgIrcAQiC3f4zRgkLIilipYWh6SEcpvMP4DzjcMkpH7bEHrP5TqIL0XlopSn2h4fhPrdYA5eNQvudNAdqyVOgIE3BgPTmgUn1wdAnsFIoi3/0fhX/sgM0MjeICdk7aMdEte0qw2yw3PEby5zcsNoA2TpKlkCxUr4oI9ILg5sl9Kz4596A1+f/aMjYGzh4ihP7Rb1TNgkc99WpUGNIsWtlrNSUAgbU/sO6zlawYeu16FeOm5RiGCEQFK3cR8PNLBon/A41Ak4OKCbYiNg8F/MkI72Q8s26/jKEUbwKE+DQ0nxpbz79klgXtLtXxleq4lH5l0J8IGSeJY1ZxmOcT7Ev+rhkgOUBZpR54YPH2hCDAjikWffFZuEEkccgdVAwgpCQaVj5VoC5PhAXYayTbHl5sbX2ddGqDIRA/02msRIpYPvgwnILuBVHQm6Hsgh3Mj8HiPWxlVqLNnYaGucxug6QQvk5HZIBqyz5L5brG5jtEakAe4hVIBD1O7CNeV7fx/UWgUyVEPNgEtPMtYYqSCHMsAdAY1YjgEqRxFBqW0XxpRnOTp5ew9RWEZAUZ9kB0WTRd0Ux/Lcz6yhA2WhSEcUEbAwBe9dteyOC1WOs9UtH7sbRoDMailB2Z46HTx0mjgmI7Z6o1G7c6o00KlJsAjMlwe2EYIxr3dHXUHI2MsRm1QVVqGNbQ9FDeHQrR7I8MZ9/DaZ9TqjLuGsPCQnUjvisGaSKw6hvoR7w8q60RySuFmoRrA37BnCY5YdThNHVgdbMolK11dTSp26wEmVxyKgdO3hdkfQnv7g64wrXYPVS5rSw20fsfgjD9WLoZ+eM4HQfpCJmADTCUjnKBhQmcFRyt9pHgBlqMSGU9Knm2MILTwVEGLBG1PzQq2nWQJQ1elRoYs44NiSEobCwOXNgNBLQ+28akQAYYasaDMxDumiRJSGYPNjm//KEvV2RgpAb+GINCFZ0eYE3cG1g9sHNKSTl3U5iw8xsIFnUQoNX5fURtR4n2Gh0UYV5It8gRbM1bic+7DUsdZxom8cOPYEzcfjycWdOHK/J0WcGh1OzCCuMeeRZQ4FTiK6MFIFwQefm7wAErqIyk5p1jbhD7KQIzkzID3oSChiFEQKmSxzkH18YMIC4wYQeKIoZ983IHQdZIOof97xrsnmwHNxbhokEwguCycW5eiivnXbEhUhEoyWQ0idGD/Y9gWiLIIo16W7gGqmzDgINKNv2PE2tHvBiwn2pB/u7t7EiZMx7e7gITaHey/h7u7D//7Q/qLaUTibhW69PVDvPC+8g/X3grMGRaGKAL/ly2UjwnMvwRcHPYEiGaQGQKXQTIKKPYwSAizibBuMhr7l3iFYYO6YSzXAtcDKR8yw005l9D1oaATaA+ms8XrTmn06UaXcInKcZLRruUvWL0NtZRMTmWUKqOK70Y8+mAebD8/ouNbPks1TXFt7B4kIS+CLYL4AZYyLCZ0b4ljPA7AMFjnF4rNAGJw0uByxlNW6fuwtkyDA4NsN+JbB3N1f4LvQ/AsOFNiC/jwUbRM2Yls+ygj0ehmG8DOSEg6CxAlBWcH/SJi0Gm1W92WaY864xbM7xBkHAZWmK2u0eoIjIQYDsyWI1ogv0HawQPiNCuRRjIjXtORK0oJpiA3dXgxPBed+jRcYDOg8SRwtx/gWj5w/ego/Xj4e4TxVzgM3HUQpJvrLeSNcgjb4rDXMgZj00DHsd2xepbTNYbwDEEYUkr7xdCpMDlOUUdFRR/tmrXAoyISz5a3AtGaOp/EsxtvcWwGXk6dzwL6YrPkTxdSMioJFt7ym9y+max6p9ceWwOB91ljY+CM273e0AHjQtgOHOw3oMQB0cGTES0OTbtvjjvjjtWCXg76xhjO20P8hW7fHFi2Uuo7AiyCCa45Mtuyab3y1I8CZVxkTtgo7wJI1cFjOK2UozhCGxKt5tQnAEda1pWJWRygZCxtfuhJldWxQZsxR6TnJmuEpGsvilJzPqP4C1g1qBNimCMZwthDlCLUXvd+eRvIc5O1QDpBEzcAY31QH9VJBDSRvNzkNzAABRirqRUCy3lqJW4opSwjHSi4eDxH2yImY8wnHoXoESYiVlMYMV4GTxqsBrAckR9bR4eva2WnM+N1IMVC7jXVxYLtmRlqdIqnfrQkIUvq8iigUt8tenKlLYJSC1r5mBTak74bHJTs3cF1sYmhlhC3gWztKLNEbjBweSUU0JPhgS3N/ovoM6gmAovH0cxlHCDJpUC0VpMmB+BqFZv+M3pHTykG180sVnoP+bnZY7BtF7JLJMExpD2Vd4zg9UiUzSyBZYHXY7A58O4h9ZFE5BrZNojw5KflEOUmrugEc2mH5S3e1BJNFD/eVrzqcC/RqUabAtoRZdwukVK1FFivnZyjYMGjL2bj0IskvawOIPWW3ExFkXKESfOMm5m7RyBXTep5oSGUq2GCjtiP6AhQxjMtUuowjbcsonppPAMTrZ01Stf8UsuvLlxvc4FyxMALDra/pfIvXTYwaexmiJJNkI4ryQXXomZyhWY1btmrISRHQuXUMXMmTHRNJz2Nl0MeEFmW9niN+oDjohM+THADpzZlE+CSTe8/WG+GIUG/P6jVoHM9H9qDtjN02t3xwG6PBkPLGnTb8poDLUgDj8FVTG2AowD1Dzi93XDNsb3hOoj9L4a3oteAPorjhPo9cOFIggaupp6MFAxAn8ubiBldvziRs/KgR97WfZEqag2yEA9t9lmCILkxQFdZHLtgw8eoK8E/F0A9VzdvwubflFYJuhZdQ8DBTA5rnD65thawJ2I4t9lOmNrkjYgD9FEkpHzFCGOMzjRQ7cn+py9Rz3/E6wtB2/wYdqCFa4XD/P04TwlNJcUAjjysHChtIypiTEjJpM+TioP4j1M6hbD6H/ns8AHHrBHywCu1mmoc4iuSiY9IfYL2srAFE3LJnhcsxYjtvFgtYPFSk/ncUms5ObvYFYBj7ofkQruWLi4+g05PjHWEKuaFfx894p3TA2sEiayPAs9Yk8OKXR3JIEjvAhwm6L2gl10tvTUJ5PMkyJHcRTjkuGVoWWM3p+qEpOP9VCQLhRzpq4VKTrhG38cDEZFzaQECCc7AC8MUqP2Jj9AuuZNIPmK70IxKvH4S3w++Tx2bfvxNrC8NUI4EjFoE1g+p4GJ5Hz9sokyxfwHHLFJuB5iIzH1P5kYiaRUuXwQfUBO7XD9fYhwCTMQqlHm5Hvl8luQIXLCdOX+A5XAburJYJpkKnEpBeBmp34u6iktYrjxMHrCjJN+Sk8IfQO4kjk5kIPOSu4DaHc8jdH5qS5M/mvF9I2xSnCN5W5PMNzVPerauQlghSwN4+RQFEnyFjyOed0FgKA29GXVD8u1FpMrT4Y5uUgx7gTfS8s4MvJS95PmTUSb0PQ4KSBnpluSrU1Knl8kaSu5PpVeOMkS3h8JdrkDi+GD0St+kXJK4OVjroZrbwqaNnLiIULsifxbtuq07E1r+0J8pLArMeFqiW5zkYbonEOafBv4BDDJ0pMOSPk3qLimNQA67C0LSdlfkjJ09YCXf4tuWKI7X6qYdlTLcsrgv0gcrdysLKVycUztVLZIXqhgAOMBZPONxwJMJzHR7MwN9fWlH0sG/kQyF0R8R3eKRrZQqDPJqYCPQCRNaEt0NZGhsqJLFsl80xyw0p3bSShhDaE3yEbPWIjdgb5+6PVRDUXbgo3cbpizrc59EODPq+En2ySJQPAwygxMdRSoyUBkHUxiVVJUh2c2+u/Ml6ApousKYBlmpibdBKBOvQjzHccpWWF02UeJQdlHXYotHi1ZuOqVJ/6UQTKdTrn9QY/DMlYsfKQMYEN5WODzwo/iGyzPGQ4MCIDBsrjUS7bY1HpmtUb/f6oz6FNFx2OvbxqjTtvsDYzDCCPROq3vPZWmlEye/PR8oCevEc+ncIBLQ5xb/iNRtBGhFtnLVyTxckb3MpCzL61X0wAyJLZ3JH8oYMw9GCCbfWjpfMVWKLK4PUSAseCS6AVWyFUdA8XIibQaNW1JZlfscl3LssdcV4dHnwHG1lGMaPYjnTnhvzv2be/MB5mTChlkGGjba+Ex411KhPzbCBziJ2O/9e0TpkejLfIhMfOpDHAfR34+O7mFhrsxDsI2xLAxo/5YfiOyf8RM6UEKmWAgPg4RBShtLWFpuxzAp4uWw1UJfz6jX6ltD0R4O2y0Z698etrv2oDsctOFbszcyu86Yo/Zc2zyAQ/LRgK1wP/fZW83j+Ze/frA4TfaDSMYy56xzl1ZIP2DGLigPsuAFlWXsIOovJm6DNpl1bbEnPBsWxh40LjwB08GeaGmNunjTg2qmMgwwyCIMfLphQcXMXaJbT478Mewn0JeFiYcpHzG88twoh+qAVzNLWD9g/0XKesD3Xz0pCle5MaY2X5SyAWKTusiLk3+Xd5n4DVsjs1UgP6O0kQYcWBbZWAmQ3uSzOPaf8bVuhIftDa5T0izJ77J9ikWkwydS1lVNd6OPwr+A1snf3UgadCd4E5FQc2ZxxtlFL3TBMMcACI+96zgtiVLqRpeq8J9BcRSso9Cvyd0az8w5ebBoVtVNBrK4z8Lm7ETYcayiqxPJBbv+3sCIrYwt7ka4klBeUpnIzHTA7kcTmNehm5hpJw+gPPJ1bNZlKy9J3WgGglbRCnmKUb95NCRPiPpwVhpRbvQZ+SPtNRwwC5hAN0quBkmpU34bjDac2ld0lpPWybfpbhSt8NxFUY8O9tRvf2SvQRt0rf85PFrCSXEnE3iPCgUF/K2SlaOjtmWYS4fgJUALpZODnmhjjzz+O8BLp8CTinZogcVur9ylD+bDIrJc1/YtRLH8fRX7D6Qfu/FjCL89fXs2Apg0VESspROCVuusrG8wocEyQI+qWHv+ElaU/zuYiQegSXkL4xuIECFf9UcUBOECTCbcsSihg8gGkS08sOrBxvgd2ogSgPyVMH54rUXuOtRiBXTLc5/dcBGa2F16/LMlwMZ8hhOYlD584j0ckCu6DwON/pu79CJv4XuhAWdP8PCH5/uP6wdj4eFZZMKiir4Jz3uGJQEaE4qjcDF0w8AZtyLTS+fD9KPowPJcUFFXnmvQu7/5GPGG0Qs+CEDbdUCDjdwoeKR7EIk/Q9ze4yLyVgaMhcBuhd/QJR9jbBD66D3DfAbjQXihtQrXbhDBSP9phP7vPogKF8QPBsCpaVy2//BInUGZC1o3cD7D26hB8HKfdihsGMuCPsJxFcHkPq/R4qZ09bALQti5j/7wHoIDWLMBCknPcEmEg7TDrfsAAwKiRVCoELYX1hHIK1SIYt9cOasgELD4TRRza5CcS3r5HwsvJBUeFCbTN32cOUy9hoHzVuYaGp2sUYyqw25jSAM6lyN65QJEPOh73jfvDwf+hcNDBJ322kMX0QrOiCdQAg3Q5XhMA8t7AGEZB0/uPdiTPDiPOJZLEfOnA7zKAiECzX+w4eh6MkB7Wj6PBjC+3uIPjDBYwyD9CcsCL2oXm3uNtDhZP/j3KLfzEFTVx9IiT/QV7sT/EaI9Nkdto+v0B91Ov9ez+6JlGFbX6bV7Y7v9O5x06sIr9Vqn1yR4V7xkf0xyp4HxkJ6xWloPZJa4tnKhEaqBJz2tySMLHwZDEIBeAmsJk/5gxa6eD9vDUXdkWyPRN53BWJjwRxeVOpRdk6UtI8LlfKlgQKrMwWp4Er0k1apsxWX0qK5lTue3Q6fdHgww9cJ2esPxoOUYXQq/hUmhE1+dtpmRpKElbNr+UJgDs90fia7dGozHfXNgwfAfLoxgDCPc7Vitrtk32h27Y4vu+NCK6Df430EA7KPxeNDtOwNHDIdDqwMfRwb2ktxa0cIIv2UqEmGzI7qUwvjaQ6s37NlmWwwH/c64Nxqb4x5df8GKxiu3w+G4ZcNsO8MxJh/1neHQHi3Qi5BzaKDaSKEVd0vj0b2n8blbIkYEqFqiM+jZHXhF17CHnf6QZoAQMWDPH7bbmDIM1vMI5IrdN4YjMcB6pgu8QuUoaLCucZ4iVCI2VKOZoNDbBeeM4I8LNzwUXaM7bpnjluiIruiMO4MOuQRhxYNeAIseXTMchntodO2+Y9lWv2W2Yan0+4Nxn2lXWA1LgiEsgp7pP6Pj4hytXTDqsYtL8fTh9ubiL3/l67i//JXKma5xQeG9Mh+8S3J3zf1P4plMKP8edMuvxiMoS8cYh6qCxM/x4gpWU3wLO9FBz4lMFqHAMY4xALNzFXMWOS0/UJsyZVhABUjvcfjlYIWBbbXGjCF/6SutHC1mZdqlHrl/hvj9jbiHVcIOGzTnrG9nYA6jIomvnoOCuWQFx8fge1RXMiGE7EUga5mAJULj0BoPrW5nYAvRHRii1+sMBM2FDxtsocJb4IH+CoP2PT9YRSBnEQsNIwfgP8drqcJN7YgRrPwwgI3rR0EHDNQ1ZXfgjTI6hqT7LoDT+AjUjvgI/7qD8w7lP50M5BcBTdjAu1ZaScoAAqswccEql5UX00RjMMExRznNYO0aq0gE5jfb6SAY8DyEgcEYQLkZAj9iJ8oURWrAlZmmC/iFdFf0uqR+XHwiZiFgIJONVjiGAUYBn0sTuuFKLiWWNk+qMttVWJj6Po3XJIcertTUtcQY/hTLxdf3DPDHJigIOX4EqDX30mZAP46Cxt5eLNllgheZoAOsEzxUGVkQPa8pEOKP8AA1hYMoXmMDQsORYjNkRzgOLLZ8gtfF6V0CO8FxSR1T4Db9hz7SD7AZgItCuZX+qe5JQlyCeOUDRwQYAYdtw4RlZw37nU536CAgQJ/2eCgcRGVIYllD6hS6ZlEJDtGPIWyQ0dA7TiliOxjpVYJLcRoRPVGmExVkDOWygthpn7P0MMcAfYNIoipGrdnDKLtK25jvtDLRUioqMpex82XWHkTbDWeI+0TAqZv+1QLOC3LUbQZmZgN11M1EKGiLJiEydHiHXNRQbkX0ZefAtcm6VNHAMt/qgm2JNPdm2/pN76WUPyGaKr4og2WD/VPmD8dxp1ej1yo8huNc6OKPJAo5O6Ed6tEP7BndssBzFYXmhgwBpmajkpfcOasvbzPpUtlGcuQUBUzgo2aBocKro1NQXR5ljHwmigdJtuNvQpbn8Fi5afPZc/z09AZbbnLpdthKTkpz7dCPL5+IrqYkjodweOQPsHPkpalskIiz4XO+9ygU5DlvhaVSQybqtgqWHkbNbcZsoh2MM0DnPe5LCc5DTkP02mET8cd/wmkHQ2t/MKIPEd6EMd7Ph79QDOoHctL9/YPNfsovsOD9MPpreG92HsRzZErgLo4vcVrtbn88ctpmxzSG7bHT6aO9GVIerg16l9kbgqLbdsyxaZtjm8RHYMmjOER7Hda/4Rihe4hALB1jjGgpVl+MLGtsEb2QYa18isnbWxKUaMot7w8tUPJ6A3Nkdu1ur9Xr9Ky+g4wR6r+YGXQeutCLJCyDsgUw1hmhDTdusj8KtbrSCb5cSZkhzwty8dNsJZfj6CwF8wNv8NT5IgM2+UJPidqIPAgsFdX8yRXOV5W5mOUIk/e3Q3FmeE8SStlKTaDS8TbfRF+LcOFywSC8cmT2JDYQ8/74KaA4IBunh4DBwFeSqvFXT0vUvqCnm555+lI2ffM36U5KRoAKdqEdA1pGcteJL8uLNoqyS9wvlIiWf66K97uF9eKxn0TEKq4V1zz70JRMF5kStCBLsBkyFIMccZxJgPlEayWCmV9JVyNzn+5iRtSGmEW9KSPm5IhRs8h/OduMAcwcNhHwknMu472b2qyAbmjp0O5MLUiKeb9MSndhG5KrXzwPMkJklgpiXnfkdbPpPExOVXXqR2pfKCcX7gwMKcdoedWDpEeUIzDdiDngk3NqI2xe0umpnU86oJgFMkGn9oxOUVyfxximHvPyYLi4L5x6ka4gOXU8a8pZCOJP6pqkTMP+w5i97KKZRhMPTOHoExiO1yEGgcRrVic4kwxOObrLEDaMHssW9QQUknRiek4K8shzuEJtIjUXZIKncmVS99TiTesokBCy8Yil3QFH2Va/5Byw+c5hPyuYSQM0bxViN12mAYUZzHd8LN9F8vBPlTmTsV6TsYEn8GTJhquXSH0sCWSiQcYno9XNEOizB9j0M3Z0yqQaex3L5yRxM0Ql/bkcnSbTovhxawwEBs0ftTA8dKMko1wJ9c9AGiUxricU7M3oiHypte1pRYUQj4V0bzzjc5ObMZnjssqF6GVXI+53FEqoYyamDMkklAbz7AWfWnSZ/QwNxvAUvs6gy/8bju2XQyOSjSKXlcJul5kqvrx5Xp5kHoE35bSwUROTayPNYAdF995PkqcSnfd4nW41eXuJl61k1chre2nJTm0hLxNnbCLyopDyLxvsRo3Y0P04gG2dFIJQ+hs5TtQhLYPeklQf9pL7aB6FfM1BRjHojDCsMCRb4dYwfx7OzA2JFvh+Q1okgcIwa8V6vVpEnNeEDuPtTImLxOtIMcMyeDJZ9PJuEq/lM9mkdqZLSjAS/IHsZLJW86cYnQ2oe7A99kmo4B0ePngJjPTKs7drRn9y0cOAhSzCb3DY+0GSqyFfn4IWTG117wQWSfyRXG8ncBqgWWN4W9HoRqiWitzASfhcGj23lsFNvI1DNxCZBzIoL428xEXY0O7xQ2ZlYs+xhmd2TIgW1YrMuKLiG1H8hOExIC/Gbm7NG1+oKBUYxUk2WuokjevNJ1Km0AugKcECpFA9eV2L6mESviZdBxtpvklG1ERBKedDYHNaHF1pZdMHk50JC+ULCObttNctBUJ5IfCWL03PoWeECddXdDACUdpaNjk4mD+bZoCBR6qqZCTD5D7FcUAbA8cFL6RgsNB6uTFwdcIQysusRK5mNBWpISltipN3ZCPBNtpQMPIJ+OcYcJh7uYRjpSwQ6j45/GA203MXY4kkKu4U73eX8ZqvEkXwQH3NhsRK1xpLPnTz2JsAOnLbmat7laIgNRTu86kMesvsKEMG9+BuwDGmw36S6P4oPAQ62/EuHGRcu9Mf5Gu8HbYsczwY2p1Rv206Znc8bHWHykWd+BeAFzOaoKHsy41AimGcHQfCrCMMC4k8zMXCtt1T2xjpYTju9DqW1R9ZPbMzFv22Mx6jZz2Su1UGy+eCVXE3UHDmpRHUGoZ/VZbhKShZGQNAXSnDqzhE7MAGsXRAaAaHZse2B6Ln9Iy+0e+0rJ4FNh606ukBi90aZq+PYGQDsCU749GoN2qNoj9WoMwedoctozfqjIye0zEcq90zbHLWRwrqAk60HnR12LVgTNtWR1jDLuFfoCIH+jAel5Q0F8sIJGg2AgugXLh0KZYQ62wmdyt4IAQZpUHwsFotqz8YdW3L7rZgwrqjsUWvCYR9zTgy/wjuZdSyCWbP5Qp9oYZ5rOAV1IUMSpJ/KRmbES0RLCNy33OhTcbb4GDMTpAD8zhwCH3jcDDsDcaIR9oX3VZbjETLJLv5EI1ys2+2W0On1RsIY9zt9GO0DpecopUPNAbpl/0MH+MHUBthh1EUguFIp3bs8S0ijEwa4OBfu88CxsxHfylq1MjH/kcYk1zgb+zf33siwZDAtShjs23WwvmQZY2EtlVyb0X6ejZUeJpq/ZnoGfYN55JwgPaz70ZiBscVHhTZSCA4XOEwE6n5SIFkiX8rVOljTJfRA7i5qBKheMbQ5yjn6WI8lM1IeFKL+FmgX6oyfvJ98EaMG4CpxgWJezITsp9a9ihkVRijyb55DgIlXwZawBSRtArNFcmLu/bzYWfc748H3Y7T6w0GrWF33LI7uHI7z4ei17bN0dDp9+32yGlbI7vX7T4fDvrDljNqdTsIWWtZrbHRMfGyNV4dDvtGrzUwey0xGLcdoz0y20Ncc6ulieo8Nny13Iq8gdk5XtOVDEiVJRgKhw5IgVHLHpstu23Auh30Wh1+Tv4iabUM3OUkyYuKVsu805mR0rcdIFWJRKSsxBPTX8XoFZCHFIdeMKjBeYlDgEMajZDtA+UMkIegRGjL+D9RE8k+lh6UB8ugkyzKvYetAU5Bypo72TykTTtvy7hHRS6zgshETGABk0WJUdKcSpwU+yjKCeJfpEpM926JDSJ7OpVeEKW3k3UhAbRIe1S2GjuROHs5MduUFpco9nKiMKAuuzVTR4dycm+glkQ5jBPZ+sSMyl4TlCdHixR7g33fids8TepZSyOHLgvZByc3NicnUdpFYgehqhdSeixFTCc+6myaTibXNANrwDcYOM7Zmsbp5VHltcYmZsqmaknPzmiRJU58XOYMoSBDbQssiWPDMyjji5WxjKCWQycnlPJ0EtwUKR3wXZtJOwp7bSPrSz4tuUnASZJZ+mhBbMJd4FrLbS1y6NI+jaieoJz7jTx/siwSywWts8RZQbxFxgX1Ir816IaHQvfWWTlEFxpscYQrTotS8ntFb1bugMxtBoEYZD4nODBU0iS5RkvApXDOMCgWVjyGqrHf9xOFbEXKC/E5iTxgpAkmkqBBPuiV/mbyKl+J3ggHtc/kA45IpvhZUmFrnmSus78a3nsrhTumqIDglreeGD9KkFMuoaTINY2jCn89sq756JoYsEC4KAQpVJBczWhsh0Nr6Iw6fQEaUNtyuq1RT1AExaMbGYeob49HPWvcpyCR7sAU40fYmp7tHuIZ2O1aBqjNTsdsjYZGrwPLaUnSAfbSHYYXeQLohvbYMRBxttsxhdMfWK3D34N7mTZ/JC83jsAeuXrCcx6DpNYfMBqdYp2DJHGeK3dEh11hwVFrDzqtlmh3W6DH9egwfILtQjcmzzOQmOJCPAoPdBywdZ7xP/Bn8vWz6T+DZYEg7i1jNGrbcKh2en2TwL/Wm+zrTXbGsDvstRw420eDvtNpOV0xMNoGwfQdgP3i+eEBQk4u4wM4wHHFoVmwZNMG1usBbP3VwQMKp6SiBX0VYSCBgTn2T8sDrEInIukfidRxKh/M39IVaXTgouqL+/JAZtcb8QHD9B3AYbEWNr1qpSxPW4AxgG8w7zkr6MAkN5s0Wg7AFoOxpmwLeLjETSRoP27zwYqEwEGMQoO/usesbsGQJIhhg1Q+RytjzPRB0vxYLGTTiIgiluQLl9+iKD5A8gWvVBim2MARXMITpPNQjdeBRSGpskFAk/yBHfPQMRKELl44H/gMh8ik+CoKb8aAu3W2KTTkPGg08vxAnoQVBYNSyji1iaY4NylIRsOR4B6ut4EPyb14kCqlctyx1bAj8CEHJrQDi8gcHiX/S+qwsNi5WlqcgK8UB0s6YDDuixJL+L9gUi62K/wQGABDArgL8iCihOIAOS6hRPFGeN2O94l4Os/xaRICEsNGv6FGTGuMYGqyaDQ0nTZpm9GRAtzEkCwYHYTVYxgY+14mWGIkHW55g2836aaSlWdWfaW4kXsf922BuawsY1mGJx9tMM8AaNUUy6Iahnzuq5pNc2ncJSkVNJ5yio5WdL1HsQsSCkidFyr+ApSu5Jw5W8ro/qPfo+e5j2EQQXopTYpRiPGsQo50OsCbkD80yMUhcZnoty1nBz5lc/Bo4KKjnBHU6ZLDhpgKC9SDXoo3NjzcmSRNPKz99GA9B8MOE3gycXyYvg6qny0L01oYnqVk42b1dFkayJa3RoT8R/6mzeARRiHFh6FusFnGzfMwOQJM0bQce1rT6sTHJJ3pku8CJYSQiGcbIewU8ARGwRVhBjFxNnNYneOU0IcIdjK6DjsHWyDI1xfH6Ez4MnBFUbndrVqkVqrNJl2QNRdhEqSk3CrembUFqNQSrZcJrGsuhYx/yWwSrLIHQ4r+sxCXNwLNUNY3BTuzvMg0QgEA+daRA2LuT/H1QSz58i5S40ax/KSjsBOA1vUsXsPiMwIaStadJRxrZr/qLX6e8gzYLJ5yhCMlS3GlzU0xanGFbCyyvKzYLJl1CrOE46TGOFPMLqnatalcRdGBR1uZQwSVfmME7uHvGb9hSQVBNedU2Y09cBEFT6NoR9wSfD+cFMnfh08M1hJHD97v0UHsHcWozkq//yKV5zIGOyFHkFw6ygglRko0Pjzg2Dig8nZRcXXkXClbwnZV9ZKzvyg7AjdPCq3P13mqm8l6Ka+VmwDfJrdtJ+w456R7OTO5rKM5zRHDhdCBmahYR8nVAb0Ylg/7HX3H4fJ7BxaJgKPNL+S4oULhooIQHVHeDMy6EagaffJfSRrxFexXmFkugxZZUVRYGJMUZYk3Ik7R+JWmU3raZ874Kw7qncGo8+9bB3xIsGOE7pwKOmQFWYqWA62qQFr0mwdQvqRg7pPsWFq18GtaS+9IhtnAGmbRRN21bb6CJMwSygXjeBaZvoagtxJLGqmle5NMxaRCeNqD+IFy/VXBQdJ9TtwQAbOpLjBb4PSkXLlweSRzDdIjaCGC4oQcQWzT6oQXEhujTytOWj9XFH7Ixhrjo6LM5bh96xuaEfQ+m0MDEBkk5kml/XImTzuVuJ+578kUKlhFUg5vyRbCYSGAPSrHTYPkc5Bfuk9ktJOqWI5Eh0d4daUgf8uOZync5nBkihi1b+IvLxl/natCfaROd3ojVvfCf0H0oZOAt6Os+3qEkAL0ctfhr64zzowCCB2KI2EV41CejblhOdwqbs4xAqRcHx5lfNyHRxmPBsZlC0deWV8aLj9ZonlzSVv2mLBH7PAIaKiGqty5GBTH5xVf8dL38tBW7j4fvVdcmpfElmpfAjfAs0UVbZEd25SPU6CvWTwhs2mQukNymFtOBNx2kitHiCWIwTo0CGwj8VQnznR0s1AFjsTdd3ikoq4ZGnytNKy8jOXDG2tuUl8JCV96umQ8bCaRhV0uyhVIYmUWoMceJkzWL4Xh9elRiIKJoxTm5TGBjdICJCo4V3Gk6FVo8kpnT5RGHvA4pAI0wUaQ+4DcenPjngeHpjrdS6psPQbTIwIB+i5YjkmEToWfS3DsqaJKmRYZpFQsHRTKDPDUkfMNN57cHjwMsHbyfhjaBswnPXsnMvLJkwuHbrdEmJaxp2LJ+EiyMJ5jhRMQoha0kTRPzSDijA10eMQJsqDAAhmFXUtNGAHFPfg98ZfNYTqFyZrgPe9vVV5Wnjisu0R0t5v2PHBBr7FQxkcmGBqZasso2u8z0XqLxKutbvBTr3XAgjJKDu+II32ksxvdwDgq0dKKs+5J9HFERZWe8d0L9ZrIUo9XAPj8sO1HsTqKEW7RUUi13+j6ObUBQ9iCWtbf4YZijTLgqMogOgQtj61OFU7NOh8FFaNGcCMcdESpIqlo50RSsYEWMlQAucSkusXQ9El6CFtTGaWpSh0791aunbaN4/G2bY3DI86Qp5z3ROvG0wQMeWhUgYsik/Z2RMFS8UYOYaZ8gNRiF79HJkLDKFUbn6pyDP9LVqyAVYjXqb9HZHNNqDgMr3GPFGAgkBETkTK18pk4fFsWHUkcaI5TO/d838YqYaCjYMrkkelzHLrF6KaL7aWF17G0anHR0kNpXeGyyqb8HUkzlYGJMpVyqbxEUihXxLNNMI4Ng1kqgzZB42Kd3P+x7WG3O7awxOXAMMe21TK6HccyuoNeazQYW6bvc8wHEOeRNDO29z0GtZEhm9SMyDaKJSZO9qbRoKgCBoU5x5h2jCBJVpsicGViEQu0KLFsM2+B1yJuTQKR40abpnom25x8zPeYj5cvNpw1ruTWUT8tMgIoTK84XJEUIM5JCLXZsJoxyF/Ku0R//alvEeoJWmlUP/13GAhY6kce3R6coKsJZ0bG0+FPOE+dVr/Td4bt4XjU645b1rDTs3ui1Ta7rdF41DbkerYIVwwGeImAvlyR+YkcwQi2ecQ3LjfXJ6gV0/aPsMgBXfUeEQLcP1diBfo+5gFfM4YQ2RtLzoSQBbUjFfp0NDEjCsQA4xI2zdzD1NKjpCxaRPUZ5l6R/YlJ9T56zA9A/Ibx0QV9OMG/4af/GfSxIta4bfdGnbHZ6Y/6g5417LdBJBp2u9OzfI5aioAYQXoRcEQF9XxDsCHXi4LVcs2p4mCvxQeRAdN0RK4tGQUEgxN0pDVKW5bYpHWWNY1hAkzR7RqdQbttDYaO6I77w9a4327b49bQHIz7Jm95mvWQylQTJ/kEGe+BRpZtGjioQbdyYXlkDDK6LJo9UKEidYK4tonv7tljeLtoDwcDu9U2unbXNDsD2xrAUuiI4WAZeyl8GhrwqfMRxVhSAQC9LJY8N6KSYylzKq0tzKfihcjy7kkVEyHL4YKjcXD+RSivyJI9R3fkpFBJp5DycCLkOkGAgWj8JFBfw4xoVAk2jzQYwbRMN56yybkGLczg5cHun0aTIGBpzMCw0DEqIYC+Cqp6E2XuYuFHaD+0/D4rZJMVsIAj+4Hvb2mZL3wZsCNdXXijysXp6SYQ1LAZuagzeUTkR2RRf0SBUMDi+LlgXxUnxSH1cjlLcEBRAC8VFfkXNhzxZNlQnkNE9j4inVO/v6IvU84MyCMalk1H3BwdcYk3Tjnj3AVOFu97FOHynogvEpO66jAFHAg49xNbzOVr/S8uBYg+yaQq6d5Ubk7SmOSN3//N4HPAyeb/v//63//1X/+1ceJbG14063cUAf/n/4QrFM7x/23/v0P8M8I/QJTCP5tPwDzZ4qdsvWu7rdXwybksYn4yoyhngZPhVUfbbqdcQk+RKzubNYaPUJqM0jXoPH+BwvG9b29Yj/7t/Mo7Wf5xthp3zsP25eLsduxMjq3e5PJ64JnH16w9Hqtv/vmc/nRyfPPwvMgwr3pfn3/7bX7b/u1x+edC/nnfX6RfDjsfvy54z0UHN6i8CrusinNREUdqjCrLSB8ydsAPtKozddo2zZVSd3lOAVWi+TBiIGJaKLXXTKqKG8ZkgK4jaIQ/ou/0hou17OceKtWH4RA45AFhI/9VpqDzcsESGVUzVd4h0vcx6vSddC/pjwSWzjs030n/NvvG96aFXvGfv8fFndu4JH5fe7TwHlx2MeO6/g/odKa35Mb+T+txesvy7nuLXWVv+n/UJGe7rO6h3nHPuYuXLhpAaK/Ka7t3O+XFPaUvjpLEpvfY/Y0uvt95LuzoDTrx1VcckvFuu77dV74ioDSerfj6dzYOJV3Nx568zz7n+4iePHQuqUvb99zljb6uVKDB++kodokioN5Zv6hP79CSKOkeBZm9y6OXO5zpH4bE/bHyY/E+O5p0LxdT+L46mesa4SGEWGw5ial7lzN7Ut5RGdPwzvore0UeTI7NfL96oXTUbnczDXV6n/3OVOCivv9n9BJT+9/xYs7DtVFHN/Kx3leHNzqnIrvf7QTn4Eaz3czE8b+zHhckEL6vHnKv3Pe2VM+5mDJGMRFOy7vcj+dbPfyoklreV0eTbm0k0LyvXm50zl1+I9yld7l0LzZ6xxGbCbr+u+zzRh+TbK7308FMFvX/J+/duiM5jiThvzLve9CdcY/AG0VdPn1LannYPdJzVaHQjREawABoStxfv25mHlmFvkn7uMkzZ6jGPT0ywsPd3Nx8m2/wcwPVmPl509yGbP6CiTd3N2/R97rNt/yJdX+5P/UsbsvSc8tetmBuy84vtJd+qbV0k7vZW7y/Ye8RUodXG4VPf5rWff/+ZmNM3TMLYRxHXT/uHh42evn+NEewu5E+DcE7YLZp8ksbXyh7Qi/zsGGw6RMh0zNz187+jdq92rdVuyiEucm3BsveHI93v/t1uwfzc/uonfF7tINt0t7VvAc0pW0UnHgj485VQDZm4EuBE4oKbNJCt22D9baTgTTur1ulEb45TYA7Ef9vDpvNYFbrziSDtmvomZHnSkjbMvTMsv+8+YE/uMk3+olxUrM6OJv9t8Bs/6bFYkJv0WDneEuQbFsGulHQkHiNDmJSS7dl4gvbXO9yk6dzNfSlkWc6by80Qbdl/Fes/FzZbotv/ptSfvylkFCjTsbPN/v9RgOuT2xc56Fu19jVxK8K8P3H//iPlP7D/8gLsT3p61Fa76VO+SaX6+smPmhQK6n355rL27L/a1bqv9AI3uRrn2Z/ZuZ2Y/SXJtNOTj/YJpL50loZKnT+9e8kVvZEQcFtGv8FS3HA//DP58fdpi1erfx5d3WD4c0Uktt4lDeN/4rNcOq/u3l8fn+10fxm2n9u6Eno8PtP5xJscg2+Ye8XlR43vghftPm3ZPibT+YW/DZM9Ulsryc7d1OWf2Icdc+/O59QsxFzPzfsNPZ+g+E5zf2yhfd3X5rJsym7v2ziD+tQnC0Ze7LqxXycLZl4bhiHC/o53uCR/YJ538+xXVsyke+TzPDNWgZJMi/Ab3SfwtRPrfzDh4fnX3XpbNXsMxMfP24MyfzMSrOQ/4E46BZjJNp6shC36Y/2qc2ZOA3blD7318yTQ3JMGjLGG923X7GTXLCt2kzj/vPuoG6z45WPtdmquZ9beqdoeEbFW7L4E9M05ei1ZutuiUXi0+U+tc7ni27USLfubGLvBg09sw5XkgbsbdDOk3E/H88n1m7Q1JcG+kRIbyHkSLIrTQfe4A30dPyX5s4myk2aPY17MSx5y+/5Wwb/hl7x09+O+6ebren5fsvwlwZvEbH6tuFPv7//y/3znO/8m3jxLy3+bPj7pm3/8qj736DJfrH/9HF/e3NQ8/xvYOt/1eq/7W5vH3YPx8e325GtfLkEZxZe32so/FwVQdrbvOa/YqvKbQ8Pf77TLOuN2P6pWX/afXAO8obsW41CVvLmgEGs2/JdArY/NW5D1QkaCHuA9ym/3twu/cS00xDhX467f+y2qOVCs79l59tfH45bhEy+aPjJWFfc+uNx9/zx8bi9JpgX5n9u7NZ3+kuLaS1c22/EbJj65uNe9thm3/z5drs/t5mT4NElaWHmZmfMvFiKr1j8Umjwh5sPN8+bHND3Yi2+bjSI5e+PV1vfDF9YgHPLn763n9s9bgxg+1crMK1+0FZ4+uSy8B3i2kwbA19frM2/twD3jzdbg6D/r1YB9m9wHPn/xRrQ+l9unj7ubtVu9gRS/zXAG2ZTN3dbo5dycf6FxW/udg/64m9nEU42/233y/G3YzesxUgIKPXZj/94+vdWbP6ydd+pD+83YSR2s33btm11I/94f/+89b0rGynqu/ENLBvfHI9//8G88cac8ZnJn1h4Zz9MRaMtWjqNY+z10+3u100e1zPr4Jke72+3eFS/YOXN1ZVLmfywu3v3cZvTRD9820oVYv70eDwCq9qm6S9tlESf3cCP59IV2xmm6lZ/1cw/2i/BOijiUmv01qAFLcG3LFVXFDqETgnUpoz/goHeU/HDzWb6DNzWM8O+Oxww5X17A2v+HVPfHG8tU357f3+7321sO7vdLyzkV1y+YpPv+nMDN2vfpppwX9gny9BKvc1b9mtW/uXez+xmsgnZe7Lrp5u7u1XN+y+7X27e7TZY4pfV37aVEmH3j7iVftwSXU22f2rdf3+8eTxizOfb+0lk817cLb75n4//yt43B8umb39//w+PsTe5DJ8aye94sh/+7tlW5P3v7jc4SMdN/5Kp1FbYspUwkKN8NwsJfWLwp8ZukI75bbthsO3t7+8/fNjdXW14g7808n8ef93fY4Tdpg12K6nPJds3auuZhUiTn7c2xe7ftte/YZtDdz5bhS9ae1Ko/m1sha/Yi0Lehr2bzJ5G/v7x/uG7x+Nuo8ZO897uHt8dNwZjvzBSBnIzb0q+9lNbzyzc1NyfL9opC6dz2rChbuKfbq43/VJX+/58d3tzd7Q4c9vv9lMz7cIBCrhto93In+5vbzcIbq5mrvYhkvjuacMB08nA57MZbNuOjd98wVR7uO/vf/mNWC5jt+2p3FQ38tcP+/vbLR/j1cC3x38+//H+8QMncm3U2hc2/u24/2n3brYGbdTil0bOCasPj0f0DdpS/Hx894d/Prx6fnoiKcSu6BuGJ66q+vp3uyf/90YX6Jvmkpr+GzKf9n4QyPdajL8tV2W/Zent/uOHjVoL016M19ummecm4lyjAXZjMyU/MflTKwHp2/dtEfqaJr8wkbSKTb9hp464jX+0f37//nj4+6ZtXq2EMts2TTTLXNdp02/yTy+MdBzMOwo2afALE3+5vzls9MX++Y7GMXzcphjPv2nvD/eHDbZBTbOndZukAUwj3Tj2l//zeXvQz9ft3OLE8S8b/cLSH4/PGyv0f2ItDPzpvX0Lhir+Fl7vp8b+tLu5oq+eQ4m3vAafGnt/u7Fi22qoWeZ6kBu372fo6ku5a5OWnuyTXMSfHu8/PmxVk+ml6d8w+ObDzS3Jtnd3x9tttr2tq/DSVvuup/vHjdJNV5tfWvm83fr5avG5jW9vPhwRdG62Q2JafW6oV+O2aaiM+8+7m//+eIRs76bfqr/JT619PEoo5En9jqtixqbX4mtGb5gS9HXTZTTleY9Xv2XbpTKxmelX/9L4ae/8+Df27r9i/kaB/c/tf3qAbMPr7z5e3WxM5U6Wf2be7+6fv7uCVsUmN7rM/dTGvx4fb65vBIJv3/RzazVp++H+8Zl2b9DgFxa6Esu5XseG3/VXrRWWqDrBe/RSbXzTf8leH9cthR4fvL7FFfiCnc58/E1Zy2kir3f7+4/m+u3C83/8uEEFi2+Zur+3P2iXwP3TJsU7ZPqZkQfz/n+++8USF14E+ud2Lf+iubf4QXyIf2zb9hem3t+S+r6nzO36b0hCbngRvm40xwy93dlH9AhbXoNPTN36Kz+ZC0uPIEa/ed49f3z67nCwqEddx+ef2e5i/BvGv7u5fkZz8vPUBdnkQnxm5QYLMp9YutWxoZ+YSRMxRJFvd/d8fHf/+Ct1qzdr9pesPZVoXB53s9Z/aumNOXlt+E3fa7T9c1sfj4ebhxv7Rn765/nRJotSZwvxTbOfeL3xK7rpfgM74+s2Pz/u7p6uj1QgeX7rH2x8Nb5o88eHd4/2a/i5/9S/N74MX7D4HzfP768ed//g5/7mH2x8Gb5o8+HeF+b7+63vgxem3hAE+evN7oebu7+//vP5R9tdhW8YfevdHp4f/fDiw+2uyDfN/rB7eP3j7mG71ruB9knx1q5udq//19kH27X8qyY/7G6uZpWfFaL5wXbX4qsmI8HikMZtRtAv7D7ZKrWUWRnEaOnzjze8Df4Nw+2Hnu0L+J/f39iHWxt/N1fiMzsfyRX47ur1z/6P7e6DL5vK//intm77ua2WUD4+0Tu8vX/4+KAWnc3ial+19ul3u9vd3WHD7u9k+gtbV6TxaUVZN2z+S2ufPu5l0rwgn96cfWazpQMtxb82fuub4dsrcALVziJHhtBv33/8sN/wunzdaC7S29OXN35EzhfiS6Zv/YB8y37a/vHdu+MTuiOESr95+fGGl+fbhpuZ3z08vP7x5u7mw83/Pl79jR9vdzm+bO/949H++/R2t6cqx902I8pp+2fWahH+9HhztVkv6ba/tHTz2/zsNP829vYXDX7Y/Qqpwtff7x6v/nz38HErkrKf2QWtvvuPG3vBq5Uvrbu/u755/PCTvrg1U18Y5//DSenbsvPMsh83NJviE/No2pv3Nw8PN3fvNmbiNGuDm/PctMebd++fX393dQXm+o/HD/vj41b6a79k2p9urr3faks2rlb9uLvbvTu+vX+4OWzrqpSdn5sHQavv7izXe3S9+U3Z+5l1WzXy8f76ZmN79SfZ9DM++P7+9uOHrUjKybwzu5wDvTnrZNc6pmhzt8YLyz7QtTI8+P/vb+5+Pv73x+PTVrIP2ftlE39cP7tVY1cLQVu2n7w5PKlB9c368RaDhX9p7Y/27c83/3vnJKTfxlL8Jo2GbO32BOQ/M/P0PqfBP33c394c/nj/+I/d48aUw75h/Qurfz4egDTdb41L8w37TyY/YXKPRnBtcFTRp9a9eT7ubp/f/3i/yR4DWfupjfa5P97fP2+NPDuNXc2zdOrd4/FpYzfVmZnTwJ9v9vutKf2dmSnz7Emeb+7ebfdtTgPf3r97d7vhw+n2/dVijQ27XPvvauGGXyZsPD7Oga6/QDxfk22fXj0/fcA1+93jcacLF//a4kL8CzMfHm9+2R1+ff397f3T8Y+PN8e7q006sS/Z+fHm9Xe/7J53j3+4unmG4stGLP7Ert/trramzGgWnqza0uROGEZ7SKHY3/9zO3ZNix7vnbO4HcumSb9/3L17R0eytdP2qWX3D1f3/7jb0OA32niy6o/2M4h3vzufT7AZS79kHbrZN7dtz4x6oqTVlkyTRfbd2+EqwS4ZtC3Xsg7x2ZxFb9DtvMMIi635Dlj4qXXbilsYs/zl/nkVsN+OaedWTSDyzQPE27fC6zAjPzHsZ3OcW2F2mnU05+7d0aU0NmTXahTUpH7cPf59Y4jLt428eXi4ncOFt2PvmVUY1AlhnO1diT9/apqoVltq1DErz4yC5LegtM29S82iemHcViO5GcW9v/8HGiq3ls2/eWHX1oIcD27+cfN8eL8pu2jR291+OyaZMZT42ZpBLAlvziu+PTcLCgw320oB3642PdzuDsf397f4qZ9O/9ZQl+v7zb3Zf8/eN3+3CGBTF+G53dO6d7f3+93t68kB+HA+oez56fH4cHtjGbTP5Xx6/YxWrJu7q+M/X71//nB7e7N/fb17ej4+Xt1/eP30/Hhz0L/tZ//jf/xH+A9/zPe3//V08Xz7+vnXh+OtpT4fMR3uv55u73853v56cXi/e3x+/QM/wMi0Z/uS/XSM88efnn+Frfq7/w+/DizXC5s/M+zx9v75+eb42v/34h+7pw/280/Hw+Px+eJp9/FwfP0QH+aAvecnrKh9+fGXm8Pxb/ePf7e/q9/GFzDmCvrfOdzf2drdX1/H/9eX8rOV40K85kZ9tEP7/MQvfXy+uX29ezz+/nh8+MN/f9zd/vR4//D05v3u9vb+H/vH+388YcGu9p/s1493+MN/BSHGvvLx5vbq+1t7nL/sPhzf2B8+7B6ePz4e/+fx1/397vEKd+DRYrCnp6fv7m4+EFT7w92vh9vjz0ediaubR3supkxqzni0B2WvxmF3e3h7/OfzDzd3x//vCIrvd3dX31se+Xxtz7i3F/ODnZef7H/vHw/2+67tuf9+/PXJh8+pP9AeBIrDt07z5zGDzPDze1JlbYPYZz/c3+//y57C3uJHu7M//HQ8Pj7sLMZ6s7vePd5MsOzmlyMHtB4fr+8/QK9uMtvemyP5y0c01T5iOLN939NrH9P84w4qn/AuADPeQvzUdtL97e0P94e/8zlta149cUDU/Z35kD/8Yrb/aqv24Y83ttwSw3z73pbkGf/BGj/uHv54b0968wHLY5vp8c5W/5ebp5v9ze3N86+v3x2f/9f19dPx+e09xDF2N4qC33+/s0D4M4fx+tl+i8hNr+AL9/f2iLbCT+b0n+QEvS8KSyZiFM/Y05lHfDo82C6A4Df7qp/WCb4UbnIy9lmP1f2jOU88up3Q7x4eftj9ev/xWSAIFuqnx+Mvvz8+PP35zpzmL3gAudk3N+/udrfvoZLKLz1p3f7XHuf8aJv2dHXbj9vO2tk70OCOP19hw7/f3dkz/+Hx8f7xfF+Yh7c3KpGcv/Khnj8+vDn3Ha9e/4sFfgV1kqdf7w5zofVjtqn+E2a+3t0e/2l/HEf2+Iut+e3x3ePuw8Xz87K8Cq/C8iq+isur9Mo+LK+WEJdl2V/1npdyaMfQWljKcVlqOfRaYhmxtuX6uKSyLCO1cV2uj8fDVTpe1z52SyhX9VivW7putV+H47BvDfvd9f56fwjHfNzbh2lcLXm/Ty2nHOI+h+vrng5lKddxN8p1PpTrEXIOI+3tz9ZYct+n66tdLcfr68Nh6TXn691xF3chXB2W1EJZelvCYV+vrtPhupVqv6It+10Z4bhfDqUfw/XVfrRlOSxLv9rX47Gmq911OtbjWA55X/uy6z1c7ZZ9zGV/WOz3xn1L4bqYWcX+Vczq1Pa1jRKv+7AfvMq2Ltd5f7CHiUuptR+v+tIPy/VV2y97+2wb+eqq9rD0EF4ttrbB1tr+U/CfZh/b/70ar7J9x7Jchn4Re4wXqYbLEMJFSEu8iC22i5LqRVzGRYzxMpSLlFK+KC1dxuUiFft0yvjhNMa4CKGXy3wRerd/L7ldLhehjmqfL4P/DvarelouSkwXueNTOSz228NFzGlpyX57aeUijNhGWkK7sPdtD5aG/ak8So8XoXX78RQu7O3bty+1Zftvti/bo/V2kWO/yHiuVOzv5GALGC5yLdm+eeQL+yX2+0uyb4ol5nGRsaS23fA99uvxfTW3xUyM1T6qo/Vif7DGixbyRbVP2pcvuv1v6LbuyZaslXzRRmv2L9u47WJU+0WDS9NsGQIW+jJgNXs2W1PgMtputr9Z7eG5rHmBTT3bIzT73SXZW7iIpWCVBx4v2zIv6SJEWxV7B/bHFqx0sYfJhd+82Fswi1Kq+ll8ny1YwO9bmr2R2vQCq60LXmzES+34nK1FwPu3L+BRxqXZmhp+GGvM91TtRWX7EyFkmGJ/O9kLiDHjnV3EYFsi2y9u9s4S9pL97jJS6jBgqfbba7dvS9V+Id6ZvaMFb9d+pNgBso/tRWML4KWNyJdV8BuL2WHHwN4X3h1emC1iCxdY5JLSRcE32jut9r114F3Zc9elBb0pO8LYTvasXLJy0Zd60WyZesfuChcdG8zMDYv9Ea3TYi8s2itr2GQX9opxLHK332rfaisU+rg6xmW3H32xh+fONpsL3iTeg23BkvD6/SXyIFVs4Uvs++avq/AdxVAvtdDZDwzfEf5mtzdla2NftgeEhWa2bS77CL/ctoPtbHuP9i4jltIObbXltb+fuv27LPalUm21sPD2QlLy4xgjfsliryrZ27F9jOXH+6p65zjs2X55sv/aKid76NQK3jQereYFL81+OPcc8KPVNpJ9OvPd2ZuxHRfxgm1/t1Jggx0GO08RGxZb2fy4fZedtKj3Vlrnm7J1Mztt81/w9SWsuW2kWvGhPedItgkrDprZ2e35mx3VCxyrgUOZR8L+HPYf+4NhmP22mos2cOUJhHPjNjZL+Vm+q8Q3UHRI6/RUyd6HzpU+o/Noy1KHvcccbDvpC9jh+D64TLs3bO1tT+MIpDEdoN0KcFP2SLH7ktsNhHXrxc6TPS9+SRzYXVj4CD8Z6eByoNuyxY8Z5yXZ+lWcbbm6hmNsW8t+ORzrEs0IO3j2FXNc+klznVh++Iuk5Q/2MRyW7UXbIKXjlOC/9hbwEmotOEh4S7XYIid8yl5IbLaurdsOMufqxwgbocBtYLeOQPe32PswV2X2lAu6v2ynyY57hhMKl7Z0deEvuaTbsZNZgp0SexYcOvsrfB/c8pXuaWCJmp+mwUNhZ6DQdFsC+0l73mY/W8PQW7T1ivN+CQO72ba1/TiuhaFvsFseGzvj9OIdVNvM9k8cy5TwGLbi8mTwy/YzCTcejk/BHuIrqvbGKn+r/T2+qmRuNkdsfh0TnhOeL1um9YjgBS3mrSLeTsVFYH+84KKDP8MewUuqi50XHBXb+XZI7P6Bm6l2InLXOcF38xTZ4ttdZ87EDoit77C7tNt5g8drtkoNr8ksGd0ssn01gv16vhrzX7xjghZ6uOuKfGG8GrBVE19Mz1j2jNu9lssFPmrYC+p0OjiStiL2pxtfDi60DJ9aul6JvRnzJnbZr8cpcA3hoW0Dwa2nirsvwl/hPvHTk0LjmeEmWOCWAt2Q/XlblFDon3JIuIqyrWaKja+s43a/WBfdPsVFLzjcuFay3df0UZn3PwIF7EIsJ5fXHnmhn2pYctzVCe6nY+d3uhwLInSB2M8N3BVmhl0ky/TjceCuhZ/FbsW6yngzueGe7yNibQLWV7d3UWiUtWS4pQdu6br+RsQleWn8ft5/kdugn101gcHLvE3glBA0BNx25qSGhRLmCBJ9nVlpCxGSGWnOJ+P3m28xB27vrTfs9cZFxvkwD8JrOdUOq7Cjmi+xRakLVhkHI8L35xrxaLjDq/1W8zPrXR55l9uVjR8sxV6KrfSCy7nK+/SG14Ar3MxDrGAXip2nMuCB7EYouLzNloZDSkOw0ztik9qx0tgRsNHMXsxHY7di4bHNc/TLNuGUVHh+e7pAz5m1XtzujA/1rbYjluqvw0xEjBnksewX2EVnz8sf1BvA3ZlwP9h2W+NbXGr0PubrE1d6+p2CuAiew9Y8IiCRz2EAi2gXS24OAj/D8Kq4Q8G2LnRITe48RDxnsF+I3Z1pgIW0dixxYqtuXvsGW3+Pm+hO4OY741qLhOyCaPb+Lzp2S7at0nEMFkbJ8J92doalE/ZirsfO1qvZ6thCd1prxxqnPuhaRXRiu35dS9/PdsUuuBI6o2H+8v3xYOlvL3W/a1c7u2f0a8yQxrX0O5h/go4kN96Fkfew/iSOMnYIrt31UrYnjgtyD3t2pBMZPxjg6eGqELjaIyTERtVuXlvVAMfXkYDA0+Cn7Ea1exV3NLy7rX4vcaYYdCrmIBmo2Ye2M3jq7N3gmcydwcXiZdi1yjSq0yK5Fiw7AoiEFTd3An/Q+b9IK5D82Guw7+6De9y22rBXyQ9HxpGxc4xA7RR84urI9g4SgvOELW9WIhJzz40j77sYpzIhNMCCLDVrFe3GGLhnzGEUfCadLz02kPnzFt2XJ14VCatQ+DVteT5O4E9VXh1nMWfDegaGRAx/8HbNO1gMGRmX2C9dkFtYOoHzGcyBVyztYhulchcjObAnGYG5ib3sLB9jK295RWN8bi8HS5FTnoGmxcHw4Rl5gm3uuiDKaXoJFl32fkrrLAW0l2B+iTFbHZHhpp2MJPfU4BszTMARsXgTt6nlz7B6sT1kpyPb99oZtZ1hJyl0O8/DbnPLe+wusV9lj77gpluY5C52p0RkTLxjB3Y47jj7w+ZpbCtmO/rYvNy0I1V3HQNBnYXduAkjvTDP2QV+CqE/jgG8pZ3+YQZe0NPiLeURC1xYQJ5WLHnhi0WMAJeOSNxizAgUxrZjgYHYfLggm7zpsV4dazrUvE/7sQt9dx2W6zSu4+GwLNe1jnFlfgE74FUH4gBgITHYir43I3IacxJY7QxgISknVUxoSx3yJW8l3Wd2qrslSNhhHv6Zt8FxH5f4RdzWMwhHWGBHwm86nCP7B27oEHnZ4d3hkrC9wReQlqTgDCEe4IDITWjRNd1tz1zmpePebzr2afDYd3ejGWF21nov8rhnl9rADrSUdNBnNUYdyGi49yx3wcu3x264+xAQIIWx+68jpWvw/oimu71b7JRAB8zT6W4gDPlmpO0DTiVkIi22+IsOblLgHIKvHL7VvTM+bQ88GF4zXkoEB/Cn5GgX3Eg4SBYFDIZxOuK4N5FGLTTCIlP7kp0BLCKj7MwLboFLYIJrq4zLDfF+pZMtPPeInJFsNl6LyDJtnwFMghfJCGvtjRDTMb+NGBAfVUZcxYMORhy2nwIvQSwygmo7zcMRg0G0gNAO9jX9REPW2QBhIfRu2EN4Hbbxclak3OWDzY/bu7H141EfDhgwL7ZzsSDYtc8h4bQ/3eEvFoZqdu6TLXn0a0iOshTFfQwo6G6Z4I/MaxJrsxREIjPSwIa0sAI7dii06MAEtPFnPKmcKhHqsdh+DetwW1jgkABABHpH3l6ImPEChmChuvDiQ0hgCTy8jZ1BLL5FKxlJJg4CQi9ExmsUjQjPVttycOAVFqxmT2Catj/TA3PM2PoBwd/SiGhZxJSZpGCNKiA1HDTGctj7oSPXRPJgfxs3ZGvdXnFrvDRqxtWDMxVsT42FJyLMDN9uFlvUcFkQGkbPCwMemEuuBJJhUzwlItzd2M2I5Dq29HgRreks2V/hBYj3UHk4bAsOWyiG/La49usS3yCz9rT658Q1CR4tIFLn5ZWFRWJzw11Yll3x0kplaDZqZA6sDISxTPY8AQ6sMhTg/kPIa/Ekcm4FUdp9/Da70O3plwTA1OIq+16LecZhRfns/y8BbiyINnlnM0JIcGi21pc884R4O04nksR8OZEIPISwErPWkcPBELow97YD4t4YcQCCCe1Pe4X0wYAGAlAkwlGICgYCavvvgqsU3mwAVqqebUdd9fbm8qBTxvIAWUKiaJk3lhc5A5AqYFBmFYIygk0WGyAVhytAVNh9H3P5zQAAUdiblUAUHUK3Q1Poo0vFbqoNS4/jjRzQNvDgHQKYGR6xV+TTgL3x+suyonoDp62tXjcBLcFZKMr3HCLMgfBgYpjTMj8/cGjglBNTSRydJq/LeBgvoGsTd5weC4BtCXpQrm725bng3Ob0BwmQFPCIaKdIGUZjJsR1RZ3D/m2vx/ZtQSpUldUBrxhysEwwcOiR2BGmREjMUBfueDDaIgoJiNhOf+BRZsBVmUdf1EUL2BIdrDvWBI8LTHPRwW8deBL2wcLYwx7IdvuwQLcSjdVtpvvKko8VNgVsmGxlAThgURFmKIu2VZ8xrnvjbI4Wb6P5IgM8Ck1+QXEs9/ZAxE6Mir7CIrJsv2ohZGKvz1wf4q0Frgt2YX3NHeDGCcAyE/31YAaH9YVTKDr0DfiNvc9AoNpCjECsjpkyE2TcK8g0UJSwvQCc287IgnuLpxJeVFgp9rMFcbaaORJRQ3psnhPFiSIciLdax661PVu4Z5ujQBWna1TmEkiMCPvYH0aIEYBIwO3g7QQtHkKWUIhg4w6JtmgIuCqss8c5BQfYfU0LGRmiIxlkOo5QDBcaADQsHiN/h+uIcQFisCsPHhhRqV3UEaGXJQaddyZSOmwL7HGsHle3c/MCzbO1ZcoAbAeBiT2arbdAT5YTCuLcgsgHUEvVCgd4ioyAl1j0gK8g1GJfBlBnbkAIGxbajmFiAAbcGRlTQUKGbaukDM7uQomV7du+uI9EguC+EaEeTpmlYzjtzLXdw2bVXwpLWJeAPywQRjxiQahfY6zM1O7RBM8eSw+dnvoUovm3BGIe+FJHkoUyDB09wjIse0LynFDFcMBhCMxW2pvhs4ioJYYBOGdCeVD7wZrilqqM7jJPjG61wbQMngj+WhuW90PxFcWuhEfDTkVY13GAWD3DsuJ2M3eAKBcYsoOWuNpsDUaCww3T7Y4w3W7quvAdP1vxMtuyhHDss/XSYQVgNspj4QpOF1nivZjp5ulUeTSQWNhf4A1EdLis+WzLi99bHfU3e0qWTQbASbgIhA0MvhBcJeJnSAcYMeHVA6gp0cMmhL0LsA+Ut6Lg+cjtOQTMt0F3in0J/At4DRFT5GwsbHUgpX3hoe/MLgZjTj6gBVIhKFW1CNWCQ7srs12OoTdLfbqZaR7FrirL+KrdcRZSJpSC7GAG/YnKWC4rn8OV1JikskRr7jHy0ghezSDaiDuGUZGlFFkxPLYVMp/BPYVDWhldMmlAoIf9asEL/ghuIySxFekXPFVkEF9xuRDGiHjFOM/Iu+AxUhKqAl8J99i8UKvlGaMhkLTzhbIuUERuJd7S9Hoo4B8Px3593F2VXevHikQeWSwSdUIsBMZTiqe7RVW+RefYK68IwJh3mDsv2ouNlVl82nw+sr1LgrTMZ3FwCjaglz3w5/IakCJS5iY0D4Fr254EgG0odPSFganduLYtEXHhh5VvLaHxGrJ3XOBpR+Tpxm1uuRi2KJBFxD4ZSxdZsUBWxxQL1yWTXTu13AOoPgF2ybgHcMLhSvM88XVhpsWjxhwLoQphqcrLyA5Dm8UKwHIVSChq6pZXWTIFPzQQclrMyW1UCSTF4B4UAROOTZsRJjJOXGjmRudS20Vnux+hFPNFL+exmmaBQlV2tYKJCQVdgQpxeHY1+mUa3Cp2hi8zngt/ci2AE0cjiADnlgKvEOFbPSFahs8khMPw1Y5TWNNb5VZY/6J6HfwekwLSGXoFmlBwIpinIi+wKCmpEmQX24LCnkW7gbgtsazSec0Dsl1UKmX2atHKAmwrED1n0ZsZglmIhLUVlE6RJfYavWQ3VMYwjzKiyuCR2A+c7iLwJ0aPcBvRY/ndHuU0hSgA5bT92VHoXnhiUeQElnTKfhEPEL0CqNPa+jKXvmLslt1e4r7OXoMKfJKKiltZnHdg56sz+AJ+a44qAh5ngAtQN17MrQ6YuJhDAA6EHQ70vrH42pQwCA5DtoAcoBfyEQggsFAxFJwphnCfLuQccKNK+DpsOCKE0BFuNSwsytL2y3uZ4RWim6WSJ2MPvMzritg5cproS5BEsGGFBzXYfCotCBeLjF6j6hZrlRpIJTBxfAXslSXhSlJ2YK/bDjl+PaucgLiYO1oAk1h4GAS/GUyJ+OE7mNyHIK6N3aAL3Xgim6HM2qbqEGDa4HlZfTYvgXISoGmUIYTCsKTZA31Eo+uujgZYGMZLrxAGM2+OInNnvpl17zuzhjlpJN0nIKgFvybO8rJgfYABuIZLVHHHAgAmLJcqSHKn2vfPiph5hoJzaI6XPtUJE0hhRFhCtLsEnuuwFh4Bl6sYhssdlYfAemNhYSA6GoWwHugVrnotBSApxooDrw5elfDgUAm3Msq2b1IlYNjmR5mgw3dib3VSijJDIpRl7I86/yQgQbLcF5bbbkbMYyFx21nU2a/y9a7kfCyzAFBZjYihaNm4gSzruyTRi/tOtSuL0+3rqNHbRTHWqiGDP1BmXuwgJufYcIVZPCs0SMfx3ThC9gvwPaqLBxF9tExlXqZl4Z2i0iyOLALqbLcOTp44WfTa3DRIeTJx6gqMEl9Bvh4QTHbgS4iXHLYzMyxRB1QJUB9RbyCAmhDX2CnFTnDAGWcPpZiuk4avA1tgVg7vzcPRxG7gyl9OBlujh0JcG217o6bU+AcEV9oSDOKdLLYzHIuZWwk7yZIh4gCDoX8gusntmukuAcADn2CYSLgKl3djrItLNbF4ivu210YOFKtLRI8YG5EGVXHzscinC6PhzNnGAnag9IGl04FUHhuI/AgUVkok9JMuHR5LC7/qbmktUpdTbShj5TJDbq4aC8t0UjyZgmD46xDNmlMUVwdhtm2qRqdDulGEU0LwxcwKuYGl9oW+HbURp2GQC1iVBXZF29hE5i4qjkm2802kL2TCO4gWkpIUnUNkrcIpscmICYBkgdtVLJhEdsl6Mu2CzZHBQY8Wc7A2O5C7F7koYPJKX4jJILTkBWw+YkEOUpagM0c4KAEnrAshAayjIIyRL+2RWYbudF8kVcJ/4fyQ5kLEZvE4ceB4sloE7BBPyfVTCAisz1drsOY2g3Ly/TIRymWoeibeZFkI8XZV7FtG2C9Ut9rbRJhiMUkDOIYqPYKShfcxUPmGHVp4DeISXKryuCgqqAWTZ3AOKBVLUIDtcCQ2TiNMnoA9MtaxkL2WS0Bo3e87ZqIi8LEkhCXBkvpyLMyaAUsBUvPKL3kOQMWXJJ4JI+fMeimrExmJMKPloHNqP4XFwN1gDix4Mdi+tzirR8A4KUHmr1AUymTI2B3JwmjFrY84GwVzsEfwNAvzKBAYcNWRMQeeTARuBAqALapuPFTtca8SIhPWYNttFFYkSLm13z5wVaHgyoiZGZ7lZgO0CuSnNaIuhWNkEae5RwtsBnJBErJIFVxQv2G5WCuSAH+D/4SNEdeoNhZWa3AGC4mcQGpJv0W5Po51QRR99Qz2Af0bfBjjtQVrBAgqD0JFWfmdfBdiePhQO0RKbZn125ObF0eZrhBFCeTWInCyRNDeHcgrlqHBI1msgyWP3A+4BBEi072551IIUHXoOvEXD5iicD7EAwVpMXKGAV8Gt4JsKbPgxfXpRE0AwXJpsvM0cCAX1lCSmGDwlINsHYQIKh1yTwGhQkyaa5y4HzAcuKSQiXzDtzHdRi5vNyIJeth1IBuDUYMwiRXEBZXeLmgPWBkBVPvCIGXbFmdh+MM43EsiPC3mT0iTJJBHt41srV9yb55KqqBAsMiSPF4q3WupSSwalp0qeRQD1saWSUzOSDEKz7CZG7UPbAsGUvM6ueM6OwkHItIpC1BqC6BG5kFAG6K7HVZcEVGxkKpbLhJiroXkMzicLvaPY3EMYz01QXoUo++ESAKNPE2li0FYXDzRo3sBKF6UbTN7IFtqJLmJLBYucu7I8mFqustx0hEpCz0jtcjzu0EAHXUMgFFMsVHmK6BGlRMzFkcAiXLuQDUaiI2IlME4I3IOylEDQ9aOEW4gW07ePLjBFwQ78ArmSBKiYNZH8Ma5B4bolaCL86Vatqt7HGHJ5XqNc4UKYx+imTHxlYIPlAU2NOxw0vPNR9heZzRZeRgas982UUQw84ZKNh73YS2rFxgmZxjFW/NQiPkK0rAASv4FKR3AuQd5SuDnIewBy8N2SMX9m7lXzJ1fIOBBcosKeky8Ru0J08wMMhegNhpsN0XlmbFTktetfkJZAnBPkkQTrght9EISURGLBQaDwJKG3xSoopKUElAcKSxRJVpMNIh5JokAeF+4nFFgyqALIAVCbMvbtTJ/WhCg4T4iKbSIMOAhCvi4QF4QzIGV0p2eMrB/MzHStRgIzw7XvFwqzQVQgrwWX/c61GSoJ121ChYZyQEeBiygXo7SZtpEmgXOW8ApDgUbxGKHmJ3RXuEdkYqTVGAbQj4KURqWNPKQhKpQGzEivBsWLye4DDAym0cgOC9oFRgqjFQm5GS0B6Xt/A5U7TwK1t1qB6IBtfF8IEfx2i6ILgOsB8RBbJSrlFDgYkqeUGbKIgFfDsLsOOOduB8OyMv65kJEkn5RjCcwZRL/YsTyMGHK5EPETFoxcQqEGlWtFHSSCwp9A/kXy3KDxH/8cefbF8BegCRAs89dDRIMrYmq8zBhDxXSLEjVqzweqC7jeDvRHrcqeWe8YCNcrIhOcLAARlFgxvEZdKTEiTtv8oEABPhcYnQ6gqUb2iCBwWwhixIOj5TwlITALQWxv2UtWEu51hh8A4HFkRi5F78p1fPDrhVzKQSsGUHg8kkTtgwTtGSdfVndilNC4FDY9kO4EpEEwPPMskrSnYn6mzOi+CsWNZBkkUHU5cGrxXHkrMSdOHKJ2C0I2xCUEURGiE9/i+VqATUIlSN4tSwq3opOE5fTPTz8fIExxxVhuZyVRcRM2FdLm7Ux9V94MwcdEU5EJB8AOBbuUvKqZ/kmK6eAp7LkHsm7limRDd0JXogSTfw3Ms0DVBILmzGcpJtFuyudG7mymyGjDY9Ril3OS1FhHUTFxo2PFg311gC16DiJTPXA+9MdxDYn0ckTiyVA+bADqoL4th457w+jb65cn+iIDQId3MxBdW6BEchc7NJWzo2Oh3kZafcA8wb8lZj7EI9YhMNWsTqTkiD7zdmBb/LBa/FtJKLX8PAss8o9WA9EOAJe8nBOYWL1ZiGWNdsldFmRrtEzFwcuuwihKHTdxFqJh4vYRbhpdPHbzNkOlOLRD9gH7kqLXy3EGQgoA/MucjpFAMos+menuTFhJTDKMg1zTGKkFs9Grk4AVmzbgPUaUEw8m14AjNjWCcCvQMuCA0YbgagBfJUgao01um+WzjRnt2QdeFsgwmFwzCzViBAAv4Nim9kxCEAH1NhRKDV3mg45X6d+jO0a2QJ6L/fYOruRD8e82+0Wy1/srbOj0Z7vEpzwcKoMLOm0jUa55AIoyvU9BaoSQtCiqpJK0JmVezZHofZFf1yI+MGPLn5f0eloWVToz2gRpNchu4dVfWB/Cu6B7A1CDo3lZhHYJwsYQQ2qoWCgArlaVMwP+N2tNSDIxOF1iDKqIfNGsvgOF16Ol8LU9RWRRQbyS6y8cOImhA/oC57fzsiIY+0ZTGuhCbf60oTCMJ1EuRPJY2JyGNVaQZIwYaPOel9XBMz4Nyv6ncuUJ0uHlJK1GSOSHoL1YXsScuLFW/tCJ22S3SMzvEe0pSAoRs8Lk3IeRiiIQ8HHG2gCIEgsEvPFoHtmPSOxEykjGFDylxAvsAztPBIi8IuqBKLb2YqWqlVtao7puO5w8ZZJhmRogORkTZmwTKi1IzcHgp3ZqkPwASE6ebpNAR/YEyylJlIjVQZGSx77KMT5xXvEHyLUjPJEIUOHRzGofoRtx9qQ1+OZOkWyoJsgLvQTob6MiIlsX7j5zKa7CrCzkmux0nMARcA7Ap8gFioYVYwdevUlC4vyNQ4AdzJv8QXRs19qJXjtDgcmclGbeobgBbOYNoX/QzYArkudLZBNCVH1E6CjS5a3pMXnJJIxRudXEy1nOoLanTITNrjOCB3nnQ2u4uMQJsQyErRXIUXlC/ZOoOuQIS37GSNDduE2JHGLuO+AYGep1Qtti7eWki1PQiOzjOHBpmWOXkUTAIjgpIU4t6CTMJxx005HmuS7VhVIeM7CqNMcegeGzhK2I1pAZ1DSAY6l2y97lxq2VEZ0iVYOLhSyFZCCZuO0IoNColRxcCLMDtzB/AWPwluRUASPZmRGQJqMhQ+EJRJ8V2E1jI0MqvLyboPbQEfrwvgwCZgUNQOMCPVC0Rc4L6Zc8pyJA5PnsjScLfGXxyQ8h3TieydEporDo4CbiAPOpWjk8gagFkueORwwqcCiBXNABIXM4XE6LYz1apeCp5TJMi2LIITsJ1PkZJZvZxMfHoJV71pZNC/u9vF2RAZqBOHRd6DDhztgOOsQ4VUhK4ZMeAQNBJgZgwKDHtxaADymi6vaYWMlZOEcBk9ko24hcpn0A7o18XcztyHwhVFPV2mc90dUIqQCmgouMQxPCddDGhUVkBsmDQG0RgpXZOLHomRfkbMSufZIexAQozMdq1EWXJMq0LIIhm3O6msnfBJUk4UjJU6AOySDlxDYczLBghbEog3gtbBnnKvaVBLvVZkOwYMYiaouaCZjqQhXUjJDmtYT2S/KGh7hZ5E3/Ta2gO9lY5mf1FX2IE8+FjdbdkdmfraxwxoZaGZGBM+KZIXrZWFWrNJGYFHRfgg+b6lrqK/+EFyUONYxq9A92IqEr3X11pOHgL2iFaX2QGM0whuCyP5QUal0NdQjLUR4RNeMizwhPUSXEAqRJLMSSggWjgqSbWbCywDltAW9tJ1EIMT9bekyOtszcHZW3fySpR/ANQa6duCRBhEuV/X5Im/1peThhvMIft4RRWOHk6MEvxIaP8swZqBUS9oWQqoqR4t2GKw7AC6CNrpdERYNAIaspYTZteuAxFqRm04RfHewdbF4xKuCQzbsXkT3AnICRNvafoH7ryvMYxwAIuNs9bDMIJHVLVJSHsulM49SkMCChbcI/XQ3Zy2bEAvvTO9pTbkZknTVQZCdUSrAiWkLe6/Asif/j0tCyhbCI8sbkDciA1zhK3ZmDaHqpFAOhOHCYdjC7AoMoA1gQwLg7+zdTzyMftZGUfs+uSaNoX8imQr3KOsXdmRs+dH3Yq67ovhem8U1i9iCyBQI13tAgF+fGOcMcXHZNODEHHSJKqQf0rSoZKfBY0ceQqB8cD8BzgRxz8qDyuQdIe5ewWpEZoMxfi9e2Cgi12S7BuA3QIkWUI1os/A7gxbclouRVyVJuKLdG0ED2wGzWl4Ly7b4SThSlIHgDTsyM2Jp5pX6BXQO2OFK2mdHRbTbdiuLB15r22UkP7wCFUara2PuARRj5UPTt0cFt2vra57dfLpVY0ZmkLMz/zKzNQQ52CjYaAA3xsmXwy+CuNM85kDLcUKckenM8hkezOsSMHhY2yMctYErqyUQlYD366TtVp42rVhiA6+gv+FBLUBzwFqxqHMb3F0iNwv2l9qsAFgQwWFAAuAX8J8EOxL6py5RLgBjh0XpeOLUVq8eOBm3M7E80dHmZYd3z5USJYKIBJeHdC503Xi2hDIRfzeQEbRtEqxAXs2CCO/BNhEHfJKiJ430R9LrFwHJjOrZOYAqAUVlEKkjSWJZA5nBYMkDK6EaEP104zXBnaHSc3Zgyqmwl8CHBuurlfUkv+6louHSIGi3EvMTEAah/64XCQMR/uAwwo+yHEHs39kfbMlnJ8OshnRHdytxA4RW7AJHJc8CWjjypkAIUhSVdHgiMA7KVVUKeTaqEEsyPJC/ols3SYmnsjZIoHLeVqGebiuciUX1j3b6pFoDyFROZ0hDH/7e2YFF72OBP3nuOOVwkwGlDX4j6924tp0qXEhf8JyEQSfYJs2JZ7U4db0x5CH8YrFZYDs3kAOww8hpIC8GwEpTwzHJFgsZlyAjYClJoALynek2l5VGBa+TJXcz4iWjz8zliWttJLKZmhgaGGTB2fqDRAtxeWfTA6O2xmClsjeqRR1mnkAderA1iOoCxMcZTollXxHwWB7pE4Ssa0NlplIJvlRVGKo8zygWet9eBCGDEQKT1c7WOiRf6Ca2yBlaF8LRzSKYWFkJiKeaYPL2EYJf7BBpxbtP+5qVxrNcH4yLymsUZbHmeajFShlgc/G6mEV59ACTfxtxy2fxizKfbmGJPLKtBokG1VyI64NiynWKA3RZu1zTBKvBu2W2lfxVZ+TmQqc9gMWXbMeUusgadOEiwuysoVeBGHIzSFk7EpimZL2A2QP+DBkpTLlwATqmpgzf6T2JpHmSPtH4EdgTKm4rCKqDvN7J0QtMRrByLHZgpzCBz0zgiwBcBMDZi2yJa8o8Dbi8HZqq1lxc094MaueqiYKhsrkI2oPgGsr65BUsL0SHBnC5wkyfPLbA3o+olQScTf5hBPafSL1HwcSuPYeZAO5MmRsskTlXPB52S/YUlm5VF6p8Kxa1rMUSdDbTGzUxlkU21YqeuhEZDQCaaCfAm+guTevk+IgLyxPQuX0HYV/IE2Dlo8C9JGUh9pvyzZOTn1GmJxSONGUp3um8RjyKsSuvWqQGs6F8Xkyovw9GNdlDmeF5F/5OSIplIdrUdBoQ7YnuVfpyCjps02U2ixBJ4Q3jzW+B/rd3rd84+5HVDTcgj4CcIUSDwFC0YFbroeLG2xmhKgtIajJm1WcVs0JEqySRfW6ZlBRnYqsXQ6AR2wOBtrBdnk1BAB4hLtET0Vq7TxAwzjCizzBCQkZ0MmBOXrfdKLt92C3LUi8R/vXm2yapqyerYTUtJHuxqpi8CRMwp2+RtWpdKD8VKbqUiLCKnQksG6F8YE/dEkXTJx0D5CdCrGzyqd5ROUuwCKqEZ+CppV5HBi+pmEB7ipfoUaBXLahW9Nc4Jsa4DIelsaNGJQ88BYW6ivgWdigb2+4pmdCgazXsE8gu2ZDSGOmr/SFGoRjA5uEBqE7jnglQPUuI4riJidEFiWa8XrY+i9WMkkYjvU0JM80faPgHa82Cp8RIPlQKA7Cu0pwpXuhdCH4hHGG1EFuQd/Fi728U5XtEa2InyIA4ibpYUEJkLkpdEshNXh0P121/NeL1VT9c2fU9g3jsH5kbScVVhZ7R5+qXm47EJQkbZ/c01kc6J6j3SQWuzSOhJBgkr4VlZ0RcSJIW6tsE7v4ifqCK0M5kaYxUKZCDDucy0yGJpaWixBgVU3BXMvveA6lckWg+Fa4qCUwLjw1iVETjbFoa3udVpDRDmieTV8vw4DSg6Hceoy1tIizrp+p6w5CzvHivDNYQFTYi77lrQSj7ktgUjksY4TvZKiA0yT4kyLh8qxwEw4OGS4vR7KjSCCKcFisi+sJzEcjjRisKApFIKDR5ZwC1JsBYRNIEBodeHysQMerWsMW/ZE8s8tqllku/FUj5AYZ6ImdR7S6Ssma3H7scEoX/MvAA7NYA0IQVP5eCRFCYKNSAFiuHw9lTTU2nTiFPMz7pxiSJnU0RzsHIRBfwlc6bVNAQekJwzguLl6PP4KN0f3EJKkyILtdwu+XTe8seTZxeZF1d/QomnS5EgZIBeoY5rplW17sE2wwrtvjF58A+u8gXkjBx5bEtwD2/uTcsG8OGkFT+rt3PvYJUMne6d5UlIb2gIZU2nIpugWlIfMkIKuj+cCO1IPIMuQIU31JfPfCNvAjyjqD52nW8YtxrRjJOGbu/8+yaRjglSRiDipeJnaPwmswpkImzSRynkq3HgQ4uJA+XkkNaaNbKUsqgCCoUnliqLjG5pmZzFlYnO7MzrcSl3lSiZDpAHQxAg3lM/l3w3VmLs4bSGRq45tFoo0er4siO/g0tyuUqqgiiX5gnOfMPDNzu9ucYK+J1g1ckoVHnpyayXsguaqpNC2mgywIheCHWOfRKGUxWcrVAqEmkZmWp1KJHkDIW6LYXnbxyJYDqg5DfqUIWSb4jcY0CYJa6FYTXl54ZAK9RyMImWr7YyUckM8iL1akcY7m6gopKOh7sCrSjcIqKvOHgRFKswjupKNT8tqdwZcAqsQ8jURh0iArh5NzkKgqowjOFq2qms7RF5AbwfJV+C4thIuYctcYO/zZTz452c/N/xYM/9PmhEMYMFLJJgCD63Ceg5M8OdKiADU9DO6lqtZ1BxrNiyFVLLz1En+tGXmklswJEcxUTpahaXJdsXIKFEVfqWmSynb3Np0DPQ42sS6ouwzT30mzZs6MhjwCr0wskCqEhY4HGG6FWT7wbtQ1UnA6k5zm9A7Vob8u1v1DRQDdIocKRR1ZmTuTSO73wWH29DQaDYmBJMxNgFxc7liwTTJKCIrxNHxCoB9VinkTdFeFW9diWNrKUfUGtgZzVUlwqdVo6gaVRnCfW5NOotodaZ6sSX+UTI8/MuCdccrWOMzEMFTqXVci4qufBy53qzWzC1mBSOWknepkzIuBDZhwIJpJpDFQNJd6ksI4ALiom1GIZjjrB94W48jUK5Vg6xZ+TywIgaEQsE73SOTPhmBxsWFSSQwmig9FDcxtVX6jCtDCYVbjS2ISfdULRbMeauIWeEU2tBVoEIIXYUiLPhCRYX9B1bQF6c84tbmiiTlInBZvUlWfsDsXeqiVTDBP0C0SpbE1jZXxk11FDpTs3usWUXDpQp9fWpsN0rD556V4Pgg9ANwmTcLZyCIVBy1ZjvziSozokuGX5biRHboiTimNQIB5cyMtO7J+FiHYVM5eaFvTzLNAoAYQvNoPbMvt7Xx52Ruq+K041cCmkZlU2zDOehGP7WhCp0RVgwdzrL6KGkvUFricj4UQBt0jPheVx2mBqLoUECvjCAq/kpshhouwJW7EUHxQG+yqBM0IAKkXiMDMCVn5RrE1iWFKctCA1aEp+wnL28C5nQD1IFV3n1VCSbsgrtLtZbNP2VKYfribNoqwKv6677snkRfDiLA8kKi7IjMB1UhgcpegcxUVlmcdVuSiwoTQH3cY4QCflQ5HiOqE9FLVJBeD1lvKpZzl6t6zrFwClblO2Nik+Rhxc1DNUXbUWUCW2Ak5YmgIQqIcN3q62gxcFlnZaKJIVXsAI3FC+WpEeE5RmdrqfEXrnJkKFxJaM1UXqPjDdRMEUDGWPryCh4832CLKQO7WTx/E4OgnCbeRxFzG8CeNxJbNTdQtL8LlDJIXe1qsVWB8oClMeMfmRadz2QepISaJvFRUL4dkt+fEpgsY8a7D1QGkJjtHi7DV+oA5McbFSsC7SOJOVDTPIVio52EwGuVi1Pk0ORaE3YUceK5FTQC9Jql7nVGA/KZUkuOfF62T1FF3jvsnFKfGMNGWFdBsScX2qggjTNVuhuziiQmk03KXh9E4UXD2+XFalUdbJV9WUJKn7JHVW7zcFKZCKgJxd0JTzAINEKoj6JduBExOMQEHcWfiK5C60sLb6kk2a2F8eT4lxay5RaclZXY9GFl8UfA+KF9cukZQosFSlCybubfJlIN6ENS2zwwkNP3h0e2eoc4w8ecfSVaZ3Ijh8mYUTqEXce5jh/WfnwyRVNRYjwFliGd3uk5S9bZPaFVOjkm38rh43JtFYQvDtrErKft215RklO/Ze0hEwfgZahGqFPZZQtEaLsOfhq6Suk/mW7fxDqoiNDd0B11yIvVK/aAltai5fMnMVp7jx8V/KGk5izCrd7txinvSp9YLG3CRtauQeIqjHQVVJ8vYZATTkoJ1YTwB8wSuFTsHFOtUHlLwLTLhJYx8Y8AJRh9QGIi3kLMIAiloU0ABw2b0NFdUeEIZSWft6ifwPJWIQb9YdozWr9B8AVmAtpR+kPMB2egp92qI1J0PSfcY2ax86Jli83S4e2/6wbxaNYCpLkWgWGzOZRZHNwdaD1Ilrwwc2C7nRaHDibycdFGn+jggcCuDehZhqKXH8wJrBpaqqm2OTydslzOlFCQ+lWQ0D00oXcRjC55qa5nDVqKJUOwmjC2d0UMCMMRtJzORwtb6cxjbg73Vx8yKZDUPcPOCXwZKMq0M/lv11Hcd9Rz99o8TWqm7BWpFPEDhZT2I/279CVL8y3htFVWv1I9YTuUiEa7prNjHHp9gAKLg+BaBObXMGlHURQUp6jJ2ilsBqqIHJWiuqyFJfSJlC0Yl98wxubfc1H1bh/FpsNXtR0CLhpV2gBC4ZvCZJkQ6qLdw44gCEoUiCbdNAAIFgHVtp2limDj/mrDDH8cbptScCqTSFRR0faEr3yyTzkK+niqp6zqjwMTyoIW+dpVel+kyxKwWJ5zZBAkOPW5IArIyrjq1UkJdKospO3h1eDbU+/UUkobfdpVHQLzSa0zjtrmWQheTWwthGBRJ0HVRLgSyJMrssjjGvvMpMBIgfOB0uUNAgsPNFDXWAG8WtJpxNGeCY6GTtMYdOD64XXjTdS8XENqSl1DVpwDZGmSFaVKNpFLdplDWQ7yCdBtafbZtw6kvHEgHnM4eTXKYWYAhWDV0dlbIBSGo7FDj5xi0Ig/FUmogvSHHsQRirfLoFy9J6IcdL0RVeDnX4ijA+5Pd+EQHHpAYney0ZWmj+QnCiM/g4cMlEdVyi0OdcwDpJRUPxleQy76hs1B1hqoJwY8keo0PhH6gdW1myEvhAKWCKPRdwonpzLWRQkXqYrGYq0hGylYhxJIESQQc7+Sm6N2f2sENTferxLCfBFXqS1UhqVnLlXKa4ErGbxVc4yjqp9iiaRnXHYWcUVY2FclF6leIQKj4K3KsstnMeywUxH1BTQE9GdOk0LJzjHl3wSkQ7xI+okZNyiahlpJVzxrrLiuOa5RTZhiK/yA5tMmW4THEV9WFsmdl4GNiIpYthVmn6pOQmErOa1yld9pOcoZakmkTynov6RQ46oaqeyMSsTVEkCaUa0Ke8UZiOlnqOgaj84m1KHW80sULCKi6rj04AOCFT7ANAFxcTCX+f0DYgyW5h1dUOzVRW5lLESZlZOP2I6mbAFqO3y+AiK9L8KIs3AcqDQ5RtkgzhCnjDFTZGkvQTuTlraq77SIK6tM1UzaLHKuSOgWlA7e3CeQh5DZdnpIzrwPseydUvjJbXXizxwRIlsnuhTg5KzV0MMKQUzIWcipom5poE1Imohb6ydkZscm2XLtXFMMnkUAddkqJP6mI3wE3isnVFxQUM7mXVTrS0Zy2tL+cNrqLZJ/GbkRkhkFGG3qu3SpEA1Cm7vL7occa39zeM8JBErfmKpX6T2HvbJFkb2bcojQ0SX1Q9a2wSo1ZSYHvQFAjqLK/La2XS94DBMYID9uWBL2/ZqqktvX61i0BihhaCMfbj8zO7KbpdWYPM6yAENvKrQ7WJd4zCYJemiqNzQdIGFDATUy27cLrqYVXFkbLOsmk+joAKpo0FHq+tFEKLYPFG76VQlyVAEpRSlAiop66xh6FJXxMOufdJtuAYGE7UoNKmvZTeJq0t6hpKs4sZNyyygBOJ51wvHjtflJCIzmJOamoaSsMiJrHFOBWeSXhS6TyLK5qpF+aNURLDYhKkhjDcSdSTxFaW/0U4lbyGUBh1oEcEGutR+qt2w/Rl1bB1xyrt/EEs2u/aKCwDIzU6O9uV1pO+t94wZDzEqdTE7qzOQzb1KSBmORXsKFlEEbBFE2ASe7eH89rhrtk5gdxU6idUux+e8JE3EVl7YXcRe9fHYHiqYQxsalTRYJ3XJo8FAZ5A1W82JnDC11ibRUBYbSC8UdBjAjxrLQA/WMRhxCVdRNiqlyQCNDYf908icjQncMIH5kQEOgXV1bLYSBoOxRZce9G4wjO9OAKlsuqAIJWrJGAUSRpVcOGB2rI1EDUR8psXvGxwABnKFHbzQeyb0pOLz7PIFNsQJ4csQEK0QSUukiY1Zo0uc1BkJNJ/oJHOaSmUj4okjFFOrfrkARXxFhzSIIK298hz9kug1hoKe3gLYMyD3T8GmyWodM6GCChmcapfXYQCW+yLFbU8zeIG+w/mn6Hu1YhxL2iNt/zAVqZrBlFU1gnukXKgnJapNxM5CpHk9rriSaLXIPiTlGgs0hBhib5QjALtLoj7G8myeAuR5FJEVJVfL/AlVHRdFsUIBSUPBFKwA6A76vcUV1gAr8uRwX8VaYyAdCtxoy5OCwpO2N4uJ9olvsCpZzgPFlMu/RjCYfS9vXr7rd2VsYL2ZFSAqBGaU0Wr2BPtGRLZfZGu2pGfrhoOeAJwB8sBdN55bkJO1aQ6SelnfJiFESRBKnZrJfIZMgq+TDcqg0bOxRtcGRX/qIqtMEQAb8/n7Q7gIOaFUCdusU4aTpm18aq5SOT+U9cffp59SuRCQfZ7gBdTXMgPIoTq+WUFFQ4+Ee+0TMAvdtW+X+BbYw6tnEszD7Wl9Gy+bHPCWyBXDgMlAPOx6IdmJFu1WhRes1zWoziDuHzJCdMpo4RmUL87mh1JjapgQkNNEcBN8lw5uhiDtAOqtDgJbif6tiT0FaknTpTUFTC3AxkxnXaJl1KQpR8/I+AnaAqCM1RcbU86l4lyXX41cTPY61xOowYCxbGwII4EYMIPLmQqB3M6JqYzig8PaAsQgkJjIG94XYG9H5CPX9MbFVT5Ks5IsIwtvB2TPUzFn3QUL6nqSdk6CL/lUPnUJRhM1QeLHEVsBJI8UYIfKqhQhIzAYVaFFYEgRz1SB9FO+cjneyS51uusAPmUEl5Q0QEFuCmK+6XF8RZENoSw2+xR4NCtoWXl8+lkUB4hUC8Ouw0LjpSTbe7OqFNw7iXhwGhyDhgdaPUtxXMjHF6VRPt62BFps+s8SaCXVU8UFYIEaM4L1Rm4F1dVZSsqWM56Z8IJ1n7oEtzCsDbOD1qbl6KU8lAvZcsv2NTIKhehsJK4w00LsDUsLiiXeNQW3HlBEyR4Byffwj4yjRHJSmetU/sdZYGo+a8hzwl0EFMCLiLHRpnoBFwngDEAsW1qeQXlhnN4Cbj+KNBr3CjiauZMCr+Cd6oGllETJUeBnroCvNsOnQsOf2LvSCucTqLMCgVbsLm6SGnIdQERDxdAiUEpYlyR0+CztjQ34NQVzo2s4QyoQxKeCNRFZM+YGgln1js0muG8EwnoJNEtdYvQB8UpTFvJyIjd+S5FqLH6ubn9cKfa9h9d5TK1L5RV95wBvyM4kCJh8g5KBYfPuMYnJEDss1UPC/keb6AjTwfcV7a0TM5Epiic5klIWUraNVSGbcwCPWn3svIQLI6wW9r/1C9ATN/BuC5of6bwftAIGI6km7i24Ci2NZgnGHZ1XIy0BsgAcy02nlgjKo5ZtfbsFEv8Ak1iJaUMAMxiJiMrQ4dm1IkKUuZXUypQvcq8hwQDb1qoKPOgv61CBrs1pzaCDTbUK0R5oMxZaGANY6KMAqbOOWGQZ8QDU3i+M8tsZFDyNqFIAYkYVFpl5YTHA3rWs7fNvjgrOmwOSAyd5uRBpq+L5kBzZqnU6ahDzf1FoYAcqw+uSq70PxRGmVMPPuxnSFAgSsDWVZgQIjs7zrZe8eFqiD81w5fD7Bp1CliCC3N6ZlcvKfNbYqsWlbAPDkwqBAqoOQwWyDOd+SV5rBDjAnCBIHbYT9bZMRcuyW+xS493oN1zC56xYXwzSk+2p8MlBzPksBvXx5wP10u4PuzxetpV2O1jPR4wDDC16wNuphL2cb8ve3Pi13YxHHfQKwr7Q85H9ErG650dyb6/7uFgW2R3fbi+giDj7irUK/vN5o4O+6P9hXQ8Xi3lan+M8dXyKsRX4dUSX9VXJb4a9q9lWd2JO1JAo1FsOE5sZpk1q0mTviWccpK2tuJEZ31O/RvH6aZwkqals2Ln/WaCUZOg1BeyUmKDVYZ2g5xPUJw8NycBB1GpPfgSpL1M2UO7D7yTqL5QORJptaCxOBSfhgftFyY43TULyFZLIvWrrCraDiC+JsFpAuCN07RmN7g6ouaANbRX1ii+PIhKuIFJ1qFAIFptl0tNsH9xY/l0bdfr7n3VZoqndnaKlUXhpvKEKl7RCYK5PCdxUufPmxuLJnzoniE3M+h54QpZ50NRs3EkB3U+J/CzRDiAGQjrKStDMbraEzjHykhw3T6xolJfa/ecQRelcoMEeK23Aa3y/nEXr+ucLujdNUlhDwPJ6OwXItVNxe8GpdXBSEEdqqApR059LmJ6UQxyxrSzZYEjiBimcxiJvfLOKdln+xe7QUAwGRSZVXQq5arduihctPwte5GLff9jDtGiQG/hrF7y77vaPAOvCujSzdkNaWo/LusMJcWzjgdw3BeBS7IaQJUv7LqQdwRzhqhYYgw+cnS9TyqMulyBT/fqVXo23mUEHIBi8WC9dIgkAPnTgL9oX3SobwpUC+WbLJXTUDOPNJqT32EhpxuFObEDLWlJ44pCWzTUGioYyQ8cdJ9XcW8g7oMTwhqlGgvRkBRdRBluokviArrCpSm/pHRAxjE288QmrBx7lSkbwNHT88IG4tKcvRJYL17E4MjEYQtSoEHPwaNXPSxhgoFSWpmKjGROCGIXxdnr7nkylorUeBdebqy60180zuZIHF8jgcCqaH2RlBAbSmMg+WQIlMisHeeCaSkO0TH+62lCTp3jZJx+9TJLWsVrGiCKC1GJVL4jl9HicmVJ5A84JR/MPC8QCFf0EoEqnCW64ggnY6D3t7AF1Oc8TPiusWd80FOz5IHPOrmSDKGZNp2GvpaieFBTGomSZ3agFZ/rio3G5oLgcwOmZLLgUSoX4Xmp66ukKbnaO64ZRRD03UKJK2WJ0M8YXEaaRHPJ3MrNYqtyPYHDcHYGwTTLNuuCWbYVUAKJlOgiItgELIDYGxG/5FO+Ent0AZal5MMoNXcVNxRh0AvXbSR0sPh8FBClcZmhizprSApGE3pTUSaxnNS6xQmncDpk8nVqQHeS4rKQJnOAXRMQEBlRuITijKw4AzlBQ5SFoOQtIFYiN8ayxiaKB5RKnEZdQeVQDb6pRjw4t89W6bDsDn2xsMNeWQtXqV7FoHaTEKf+FyhE4j9oImXUoJS19Zf62YlnUJyawGYLFtyb8Ichrj0qL3NOKi+NeeuxwtzThCtn5A95SsLByDZrcfY4vswzDTyRvAS1e3efBgXBoFmDLSA/+XyzS5baVP24JOII0nZgYROK7EE+HI8c2JHKUeEUk4yV0vfJzyL9DkvOkeVm9YAs8nNJaiEcP+4z2TiPgHUk5SjIn8XGc4EUh7ETx+hyotD5aMqZmGidJasKqN58pT4xJgHJtp6XC6lwW9FSvlDCgNKz9NyReQF+YvAiL/yRMCtxUHDG/mR3o6pOKU9dd1LA1CUrebai5uAqcQHYnDR2imMHMeSErbPLchjgn/e626d+ACEoctw0exRO9ZY4pVKB6FIdiOxGMgz5yBQrq/IyaPBh/rXyglBzKW1WgCmYn+XQg8RzVfssnBpK7ffoxQPOzbRfuEt7O/bmOOxETEyLpGoOiedoVW4e1olnFxll8VSqThRlqW2VK02U+6foaTmF2uRpICRmV4krPRdOIBhrqVrE4cLaS4XOJHxBleI7PN+QPjfFb/AoVHGCK3sZrK4EzoG6bn+Jh4LcK8E5J3BWKS56fxS8kpL3PGV5vU8GxQSJf55m39gCM8Gl8ELkjHfNv4moUHbbwvTsyMkkLv7yIlQRwF8/50Iy/AvUyCflHidkmShnElLWHekKDmmPvCzEMnxiAVJpwT2xDaE7ZB0u7Ig94yOKWlVEl0sjqYu5FqeOZbrmhQEMEAif0NwUP7JqTGc75IAagJQ0l+Azy9dZ1VqANaEYEwAD+sg+XbHi4O8bJcYpm57Z1qBJUrhT1eyZfWMtGs97zoYgQrmQ9gNB/0rBFIyJ451Lgb8+mxHzoOT/8GvCMmoEM5Mze4IfochMD8kXklxTb74Ovo0klBTNb1Vt+qHN5hIgonT+Pk6MUKPCxtBmBz71b1wObUDjUNxGErKkP4g6E44FNeSoZ3BMxwUDIWwN9pZLdzsaFs0Mrj2xc4XDQX2RJOqydWypHsaX4glGG1GjGRQwglKFmpudxbhuHBXpifVjXRNHsoYiTHpwfjFCDdIzK1M3Tg4Cv7DYbleDcx2shUHFsQIusn1gEb6tbHcREbWSc6ITwkL7FSgtkuwH5q+kW2ewgoykcD78IpQnVx/sYb+DbeqFKpaxToUOJfq8kAGVAluOPjEFUKRaOxWq+FVQPEqhxtGYSuRM05X41OYT40F3QVnXO70xk4kSLIILS0RIygl6UUFcUuAh2gwTAaHe40yflcNMWJ8tJPZ5QSeRnx1K8OEduBA5Q5yi2qF721N1ThJnr3AIQ6QQKeoz6DlGHEsBK5WlOdMKLp28SbYn9zZ5tKcSNHnGtteaD/1RzQ7XtP4OmY7mQRdtrjDayXOpvhU1P2QAxSgaC1FQTIVQUXFCpoRiz+ZnNvYtAPprZCgiKxxeE0dwkSLnskXRdxXHqzMmQ5IOeEdndjWRzxwmlpSE8nKreEUE8MAYVOZTXwP66CXPrKm70Ukf0oacnd7sgkbToWJ8b4JN7PTGPyp3lNJw75NcAXU4V5Tdk0uK+/iXdXopBT84dzBx8IUFHHC0jXr+0rLrq058VIE35CnagHy78UnaIjUklL3UXJGd4hkUmyW1YFO0/bzY6GMZ/YGKsrhEiXJ24TEM5NAC4nFUp3Ldn0SVavlwZ0axQVmNeNEl7U+9uGDcZqZzQrFgLxYP09FI74psGyF6Sc+gKIGSahjjJ60WqdnH6DPnIbnnU0+8IBOkteLgx1l8NgQ5M2TOnBzNtKfWSMUhKqlFTdGhsoKayDTZLOGSAjQzO4OGT4h27+mi6oR4ONyma4iNaOnDtrFF4Zeiiak8wbLEqPzcS5SDiUsmfJijZmFHCCOxrwuxjRdRvPNxXXDR7XjBi7rUqVyC4iNH17egbn5yJzhujERqdmbhaKAHT+LmJLZCzYIi+YnkLHuERYubXL6VTz76xL1eXEQD/8sgnrlzklrW1BrwMUx1LmZWBb5PZd8yV9VF+cAjr7mcpmzbV5ZJBwR823yvQAmMQniLYFhb/hi7iwOdqX76YEyhAEmjlcLpy3a5ALMbdU72qmf1K5yPxVXN7DvP6qieFAJJKRxbjMS1BCUfpwKCpEu6hDU4qSwkkcc1DYmzXLE7AM+ouhIxVIrI86kkp/heOsJ+x9hLO90wygk14yWzhI4bpaq1lIPb21RF5KUyuPlJQWmcW6ETQE3z9Kl0HUcuoHxXOWpA0T7GMlSwWzg8V0K5mdB09sGm6L2pUCTEPBmU/jF0taNd1HatHZVEXpf9rkVCJajIknNNfIM5D4tZuKoZRWCgAGpEi1Nrsqp34CWAg8O+hVikEIQmBGngRhcm6+xOBdrdKSvBWvTC8g0oj75dkQVhsILii6DSKUrhOHWMlrBOaeDG6OQodQ09rrNzY9A3xBbXEjr1f4qUrookwgNTUZYJXWHR4gGCWzVEDQOFWSDDmrlEwNjdZY6N8Cpu9IW+Ul3nQOkhUpxJ/MIQKfc76hlb24QcWkdwxSIWJUaG5FSiSwuxs4NTnjUSEjVerAplzjhzo6poxul9BOUoIMCJfSzXRh8xh7u+s1l+QdmCnTGcm9a1O4Kma4TTwCpLmijlMZF0IGKO94NdoMLgLALNqeks/FGZvhHeDZJAsvNAyXCUppFVNHJWss/A69L7aGoK85Fki0T3wuxo5SU00ReBdiTCnLUIgGzpbNUZTUlytmsYae4z70f83VZlaoAwqF56nRv9oeqGaA4AVAxYqVHJnSQrKDdUhW9V6hlKdCBBdHQVQ4ye+KNbPrFVxeekS1Bb4qIsUJ3K9DMfwwvUfbI0H6bMoRDLVMFpHlkzS9CgGknckiLFzkzSWBkec2bRWDvhGwd7Rgsn97sW4iHFYy/7VRGkuhtbqP8b+PaSNjCnWVB7R4iRh3RZdUAoXFH2i0Lovg0GQjvsJdF0o3QYqKRJaQC4+kqpKIUh4mRTbW50x5bTlH1Pn9GFZie2hnfA71YproosBFfURXCJTHWwA4AapdkOxtq1ImdxbasaS12SDFhAHZOLRj558R7DpH6OoDkTUB+sDuEnL7emyRtlzepF0HchCQLWVRBfiftNZSHUfnLzQcRFAuEgq+R0UtchNMq+palY3RgqTWhF1VUQkZGL0XkHyJh51Sp527MarCD9HV7Ch9zCL3oaBf30OR/UnBUSx4zXikMalyFpPZdBXkioJo+Do758dhnYgYzt+kTYlOXO2lVjqo4Tfpp7QzQkSDyUatTec/nJerK1buHNs5xiTegkAFBnHxxnySaKJlIwkRdskK4OqADsotBrhizHKiNKZM1ybi9LLatC2aQaI0iqYjMppE28lIJPHycokzDmaG3ri6STUIjej+TaTnzyw5lNWyw5SAkWYKnmCU+qFspN6EanmpcIJenUJVum5gyxkehC8SJQ2BurU0cf9ElNh6ldG0IPGlRCAhcD47CpSIK8AdfBWGnP6LZnz25qVFIDMIiyOVbfJ3cl6o4MRrWcb5epmNzzHC8qtEGXHciKQMeRrSfOVLMXsHjDDqUmqC4wKOyuVi526mUEbsSJEDJQ+reXVYUik8cshbcuKgJu6THLKLW26J2eFco3VTI9JCzOKZJVg7RZhYxzFA/Lregkh750lI5J7OK4dc6Qh/h29xIaKZDSqhmaUoNFAnqWOUQtL6cKJhopLn1+iHPxKZYs1djLs8KyT63gHHPbadSkYn2wiJGfxOVgnZlMpC524jotWMkafi32FIWYJ73KZ9C0dVdVtAbrmHCAcAH20NjnyvVY0y8Ol2HFWyZpIkBVHpzYUkKD3JGvYO7U5BMCAjH4QMm7HtOJwiblJJB9VSoL0mBKk1EA8ZiYfQg28zEXUA9R7NkooI0ZAFUiKpm0zIOlvkSKYIyc8DKoO+OzQMFCSyRKBL2MPPOY0CgTHhfq5jWXjMGmxeBUn1XAblPemUoh7XqvsxxLuIN5LnrtJRwjP9nTTOHxKjiCuTM9QwZQXUs0MCtr2mFlYWaW1UaLGSdztkWdTSuxzJjPdwIqLdgqrEqym2/16cMDviFCXpSAP+EFbBTyJ3jLQ6EApcRGd4OLHZFe1mQEHInhsJMl6DFnBxWcC1xPbr/NqapiaFMt130+1TTgd7I3O4KKPPnY3GuNWCVzFBLYfZARhiW5FB3TLYhlBFehQ6e35jXLsw9SP9Z+3kWUpTkcNfqoa+kVEYGKvFdz56AaDwPXljGwrySpshZYOrNHoWhhTo8nQYUTYllXQd+UUxHq1NYDbReuniFLGy577Czi7vQqNlyrR7GqC2+g3R+uPxJZTd4HFTnfw/G+sgKp7NesPK7Nm4DEzZ5yecj2SLaSKii2TKduAObGkWNTNXAoTWBnlgyzZ+uo2rhMMEolhakaNdSKxIgXoSXqXcP5ZP6iri3CDtzZLGchobE4rL10OfnSqbPlpEE+pcah2+MqdxzyllkkYcK43qiUcPVph0sjYbF7/1PyyHtwAwVX5OOchkV0VnscZ3WUL22EdfbCWKXzy5xP0ZUT1ikW0kViYtnDk4U+XE1nToWl+px65vz675kYZ1BjLt5Tb1MUM3rjuZSUzflHKMbmsbLBSGzTKl768OuhoQ8ITTXNVLzwUIvvAHxtNAl8jpXMGxVsMVVYONiZKRZCQo4NIekEI4Gak2HVso1AB46t4FSXVFTNxkh11XFaFNjXNU/SnpEYcPALBWvWgImBPmpef9hTj74Gs4jq0YeU0hRv0igZb0RMYFzhIqgkcCRyGoFfFA2IRym5s2sKIrgkuRGWaqJz4JeoU4G9B3mO/yNFilhGcrUjwFidg5jZbAN960Yy3+C4hzhFYjnZ2h4neV9IpoRi9aFvKPPyfiTPHvyFhlYitl0tahJwEgXwWFT3OdqBI9MnCZBC8WRzuwuuFEjjGEYn0EsUkzjZOUlxjmlrPmC0Ow6tBFBAftZ+7pQRksp4amvlIbp0bxU4GxycfdFcuXCcLqj9gUFPZZ0ekX4BCDlZ/uhmGS96GlQvSZMHH+aRYSVRA6OpfZ/Vzk9sjXsOYAC1Uri1OYivq2rJ5kpOBl4RikTJbJyNuMwhU1zTM4hZGnHBdZSRrjDWQrrP2jIQMMKKZzxKjDueA9tIcV80ZqdRPkzcM1RjfL5BcVXRAuZkj06aA0UQFbZIvgjQFfIVfao1al/pvP83zuk6WROK6hxFtJz1PUpjA8Er8IzqIvfSTmVOyEo7Z3Gx1iP5eTYVZqKUEvGiDg4JCg5R4VaFpG2UI8XD5fVxmDzWy8zwT8HxWl6m0IcEURrTbzbqwh/5WB0fR8NR8mk2kwdWLJOYlJLgjU4jqnQzg4IktomS4qhSXgBP8I4SKcSZ4SCXPC9EyQ/EdTymd5lIgkAEVIRZlRkLHpToGR0Wt2VUM0Pp4sUjj2PpPWomSeNgvUYlvOgoPA7AHEDoqaWXORDrOWUwRSqTUUPRO3nbXCtMD/aTzTwCrB9HZcM8y3BgRQ5sKqIAqu4Ss5XIK+LTxt57doKiw9FHCUK0UJJUpDLFORaltJd78NS8lBVbQ/vV+8LZqsdRmo7x+1i5PHxMYZ5zT4pSdo83wOx16JyiNUUNFpJ0yE6gHegZlzwSmWKgamSxaBXDYrVJkIvlTMegoHlXbHoQ07Pg/0Uq192nVsOlV6I+F1LDJt8h+nlOHObt3HOP4lhdHoQcYhG654sM9UzSpvhoRQVQhNK46fhcl64WFCR1IiqMHCPLiUkSa0quVczSiJBRVm3ZLAH+6qMi2IotVmtbOBkoToHtke3VkKAAkhxG2WMMBUaSL5DbxFChgZlL0jDKzF9hEmXtA/XYk4qBUF9bxKnEc2n6oJrmCF+nrEnOZOlQzyYx/gZxtHLsGSVpKVA5mNh625C5Y0pSq+8pkFWXo27kLJLlVDgZ2P7YC4UEmOENvV0pgs86A0tBgPyslFXq/JNxOSjBT4XjxgwdUkdIwOmHKcEH0kzykBH4ekHRcmn7tCvL1X6/25d0COW0x9hBXr3uxxHOREb85kv8O1QuDfQ8zRnvaA1VxSmeUfcoqlaZOVJQDUd+CAHrLItIjZuoVlFjZMRQ0eW8b6CSi5/aJcd49LMih0piEpZ2AmLrFBWFYmaif7Ss2EGLVRMAK4WkSzpUUBvTTM2sdEMeRMOSEUXYVYEjMaS3gueLL6RFREGHozwFezglIFZKdy1pTNp5vxxzdcgIO9rA1arF+cZZIoJiIWGWGMMdV3JGhbfjOoQ/bpBJtndBsa+hyXOocukG6epb5ZAeqrNG6nWgLJl99mYJysbzWUjDpVLmAkEFXFjqOi1d91cgfUBjbXGTVuq5aNBInHnKmEIu2A8o2tZTlfkM+p0KdmheS5r8LTIdpxFNbCZObkp30ZKliNMwS/lUVCpz9CeTMmdsMQZoEpQMS5tXRMSoriW0Q7+uV4d8na5rO8P9q/TUopQkQ9cqaeotsuZyJru8qp5FJ5Og2Fgoz91dc3mR2ijuXZ8ANMKqHMKRAtSbRqphPztYL4/Vd9qpfcIv26EjcdbPHL0nBqeoSh1FbeEXUQoFDKpPxeG1rjYbhJNGhbBfsDJ+YnmKVdHq86wwBI6qPeiQB1QRObspaWRd0E7knAh4CHMJUMfWxUW2W3uBqEvfxbEVTuGk5C8Vetgwzj5nrvBY61ZUgWXlBHAV69YDq1mmui20plDqRsVa06Wy5i43SnR0dapoeBoKV7Y0XryKGjkacYdxWhAxOrZ9OdWNyvSolGo+mprwJdyu6Nl71NjCQR2x5BoEkIqhB2QLh045ooESi9oMEdpisqakxuOU3qbECnw54SmcIZAFkICw8i5UNamgjqAq1snrGl6KYBxAV9cI4UjXJGmmVEtC0Oj2u0+hhmKcKDaLbakF9DsQVYPdzbhs7Bei25OTAqmIzP5nqmKhgB0wcRmXo1Ti2JOdlyqVlq4OUBBwkdKQ/FZ9wtwgVU/U3kydi9x91BgJj4GTPchyJzMGzHJ2fGX0YEq7NavBgf1fUonGXC+iMRSKRoVYGrdloepaAS0ewkYNIXlhQYtRW9F8VvMkreiChvx+XXQJ8zBkNYeiJEt0vjfe0czvA6YX2tsDs1DTvQOlLG05LcfGJBAWSC7RFaDRqg4Uuahe5mn1y6JMGpYLG4P1xmgJ7RoUOI4EuRi/aWTsHCIbnYMHvpEmHrhEWp4nELLWdG3sa8RQDjHcGf4F6rPDtyTpQ0khq4a5r3vOIq9Xb1UMJDM1Z7N66pJFe1ezp7otCECsLHkoW5Emv2ZMlb3tkOEojEvTDKHHqiTapBZG7fpOPrf0JaZqlmtaqoqBG8ZnOnLlKIC16v9Wb/BeVMU6Zw2yy5Ro0dQTsdhgth8M9+pQM+4kNA0qfpGHucyiCy8Q84YURRJrWVkmx27MVGQyrrlRVCAPLGU1n8GO54Z3TKxKkRFPbdvTFMo0VX1f8B6ZQZFgtTCuZjFFvVbYUggd2QXZBwYSgDw+G/aU/fL5KBUxoz3uykYRIAGWwK98yrwTLKsgpjLB4qCJS9LMUui6eMdaQ3ilKVP2GN5I7AlwczWsYekETns/e2NpVVMM3qYYVDpHgG0vkeFilvxGIw2grR1m/FutE7xd8R+AJiwQ1cT5KcikE+l/khkrTF4VIOHqYGRA0FndshPdoSK/D6PSbMPTEA7oBLQ8py541w0jds6XasdwvR/H1A+HNA7X5rsip4glDbI8KWWFtTGN/dQktQ1zmJwz4lLo5HxRp5ODiBFTsNYTqWTBznhSN11kpU/5oCwsvLBlBuhEnLRTZ2sq9AxsKPELXkyET8GbSdxlX5CzPDj1Ic8qVVBP7Sy7FQUjpKdUofMLl2aQCrhEtx/l+wgcLYIngKGAnFAAIbL5hxu6H3OSQMo6c4cSvsz2FoQIYFWwCg7Cru4hEqd6Ulu03ZezqY4nj8E6R3hBTZ1Kl4jwluwTl0dRNRN7AVofLoXSePMMJ9hwLQLrt5mTSXghi0dWJQnGVMAeEBcOqwCU4ZeyKSdos60JfFToozYA2yIE8OVIlw24u90FfSnn8TYJIX2w67GfMjtVsoYH2bOBScAHbkNeM41tqTRUvhBE5dlXTWL6hfe4AiWOpHBSGZ4i8KKw2cHrYY7p3e0OsezC3lzEfozuA+LEf6RTXs4GH7DJmiLmQSgRfjPyOa8Rasr94GSzIWmVOvuWoHvELiaUU1qimnfx9hKqcjTJdk/SPLQYPoO4Pom6gU0mlnGQ77ngK8lzIO+fBlUxZGyeEhdO+KH7Hy5vROl9VKOcpQYPAX8MkDP5KN90SeymutLnLJcFtfstEhSN0aWYIydXCQ1sbARlF3TWXJzSZhPjHEFcvdRLFZbOeio909xKuFcAuXTIVWLTz9M+7/ipSDJynA2X7cKrXWcCMYH3U1CtDmEDLin5JHgdyVHh5LMwnR1BE0gwcWVpZcQgCq2dwXL+plwSRgSucAYSJCpwQBkGbgHbsZ+HWFOvaMymC4JlOKlSiOTIGeD3qA45ANk5uYMZeaef5Nh0qr4wG6cmHJQvNaZ5HTBlz1zz7DNj9WuF78nZQiqWtISpS71+zJENjbpHPuswkHfQVoX+wib2trIO6jplKKJ350X5W5tnuPoPFX+p6Kv2aDkA3r5d7zQxt8mzW5YKMkQ960TxOt9Xkm4zTxai1C4FVA6Ywuk42jcv5q/36SruLWo8RGhHirHkR20uSVaLFi5dzQYK7CAyr6hmciLGbBeLZUywpBX3RYh6ENc7IwnBMPVmVZQGOaN3Bh9qQqCmYoyHPcTDwjGlqxHS9bKLfUxpdT5lWetXOHUYA7KGtajGIV7zkeIlqt0MWC0F5yIBQr4573Orc4x6A2mL40M4cBS5OjpDsAp4d9CRykjoLcXClVDtrutwgovDmhghmjhranaMR06+ZA8uEq8cfKz8QhwA93hnI5ItSefmYhcDRZpxW5I5goFvBDzAuBxs+qAO7NL9lJO+ivNB0MDHYKPJNkqLTy1YCvzBiADp34czFdUTF4ucFvIiSC6W8EKRjuzg4D4i4XA/JM1jSnM/BGqA78tV7Du7P1lxmZAh1UUGhbrXkdeZajRz6HUnrpWmrEiZXgrrkH1wSBdpEyVqzj+IToznFqOQFXU6gC8UVWBCXLVC8FI0pIlYuFjs/Bt9bQtGD0Fy4n3P4qvWSB/clDiOelb5w/YnF9SsiJJBfqlfrkbItRJY2KhcJNIgwUBEsCFPWhan6KydmYvfUNSiz3MSRvFYtuFFoO+LLe+BESLoeX0RsU/DLjoLrRxyAxxxtpnORXHWf0zZlQ41nqNGH3CLWs9C/YWpzqpe76KRwRfrXycTkkkMIwKpLDSUBgiM1HMHF0Z/0RAVSNkTvki8M6eZ0XDgwyn9jIwWWvIhFwzZoxrkJenLkoRFn4KzzAGleI0pMwuGvlzFVacsnBUQMcxozo4OTVhRTJPoTKnbciFpXqfczOlNVUHM1KIVhXQUwQCUHh5eDuB+QZfLmVN1Lc+2vowLHwKuPpKZPwAkPMGs/4eyd+2Z67yyxL73r+BHG8hLP/fLi2AQWmJPayLZgiR3zyQIhFOnTsnspkiFpNr2/PrstdZ+ThWnu5MJYBgU+V6qTj2XvddeF7Y3je0EqUHZicEZPG96JqNO5gOju/eTuHNFXUWn4hJFbJFIEMRO8vjUgFXtaK5ocWlKWLMk2Il6EDDpAKHwVUWfMpw5i+y+qlPc0M3AppZxPSr7okfdTp+ceMJvV9NJj6LCWOcE7f1CC8T0zSsJYjkPrdGGGjw+j7VOzrsn+CQL5LD+5GzYFnQL4hOa7v6Y5XJudWP8H0ViJbgEVCA4+fCjyDA53ae7iZrlTFJ25Tweh0uRnxuJkywDIblUKh0iBzIcqKxrwNzMFs5AFrwmtqRGNs99AL0MdOWmWbesJnmawMKkac5lH1LPdKWwh5gIRZBZRt5tpwF3K+Jn0WGPnvlYZmIpotxlqhhjQRolR5ndPNSDmYbKhaoGOMj40BxgBodk4NtUN2/FoCyQq5Lw4yNvFEzJ2wqdweyTmeQTI3tKsXpZbhDQ06DjjWxwEb+aYB3Z5NyhpiWR/R/opl6TkFHrfCHYATEUM1kImUHEDUjPpv1okq1l4HFtR/yzDKeZH5rhsJb2w0qF/Qh1244LSLRhtWodEUjuA09+DGMEk5gyXenImQAeQzJsPwYfkzSHhbh/8TGEhW9lBaIp0id36Vzl1Y0jZUWmwn5x0eJEQH7wsqedZZadPasmWxbx85l6AXlmD8esx7hMa+weKZWCOnW/cDLLyi2RmO/EVRnA+k7jcchCPNHiidnXy8RLiRAowxjAFmD5SXtqgJWstuHuLAZwgd0BdKUQoJYG34l6Iing0QGkJMcn+KDnIVQTwLqgtULqRWZyVB3rnsKUbapHKAR+6M/eRQt2x1rAk5U1Z6XbygRaNoPPyCDlsiuzkBHex3G5tmtG1nrbrk6OfHSjAIrBcZPvywwcjlHCfYqsXVyJCcUiCfvK1RFbh0WGj5LB/u+FGFRmBChenJiK9mkhm2wNw6isO+ecjd1AVFtOxlr0Qb8u0cprtHSferADZ63Dm4A8lBRpVjcZa4Rp/MlhzGxoaO7kWYFJviOnwlMqBp6XU6onatu0llZBx6oCuVvLGreQNrZCNMnmuJMQyPEU0qIdEOWPQ2x0kvUa1tAo0+IsP3kAVVYAFWuPLG/cTBo0HtvibygvxW0A4M9SyYH2poFExq6Uaz2eklpiqula70WVAIRjVY5TVIcPbHOoBWde6bTMbPXQZltZ/dGODZ63kUlDfL6RxcXJcGoeOS73noYmS4Jpp3RQ5FakMAm0Rc+cNrKkTqohOI+frLQVpIauIFJPyF3Q3Zwsq3iEvtZawEyCos4RFoegy9ydYYaD4iyVIs0asyzXXdvKyOi8MvyUaZCQPASQNLK5gqBffsHguIyxnLRti7cltvUC6e7625ZPJUQm0iVx1J6qzoanRWuxzSAwGtqFosOJzmCg0s0RJXmQnZwdNuhXKHQD43DYFWetkZ0ks35mO9kRHFEa37M0wow3raSeTN3InVwDQmvENfGGOGeTaLYUegaD80vHGY6rKVFzJRs2NlOV7ReJpkxWGaxPaMFhXWARm6UDneXcjXkv5GdRVV/dOZKDRdw04geTfUrnDWU2dYU2IQUTdSHJWy0I3UFXyIkV9wUYXF4bg89IxQYZLHBpapjt7cftavXqzcofe6HWC9qmvF0vYYbdluBltjmRAxlVVQaEO0jkVB0epq0QY6e7kvDG8q4pLtukNo6WO26tE/RBkk0z+CkNewnRT6L0cFKVdRDwjhCAz/yMhWwsMFx+eXcWPh0H4TJUuEOU2lFkfDq4Q9zlRd7MRUmcwH/JmEWolxjhpw0hbDXPqbCoih6VkitltqJoQe9AKwgWtoS60Gp4jI8EDZycWfNRNW8BAraiyGJWEmCHxGU0mZDAh0xQycLoAJg66OQDT6iURPRNLsTndVsWnb/W8/7QfYoCtK8ET5Sg9lOxA9UHr0Yfp3xUGU210PI8bcnv9O4eOvLP4YmR+5kbjsOHcbCec1mRQaH3WRmTDVV/RtXIxLJM3dFEWLhbQC7kIa/oA5yrYLHjb+Cn7Z74wrNZ83mpg3CQyh01xkqOBLTz+VzF3SXrsmKsi7ZfnPcjC4ku59myJKeYAsJ+HBbrUikF5djYrwjQJK/UTZIrHt5FzuIWYcpfeUeRkTBEv6U0J55mvVM9GbC76uIMDgyX1JF9K4wFKkQihWcpDJU6id0IjbZSuHPbBZI3CPeCSGRnlaRdmp2f1wOze2mLByaGlFzszEpYMZ84CmWjCeA0ydEWztEAE6ZCDhLsJh1W1y4qy+lHhmDcIym7JIV8vyR4dkpOpihEmgDXUMKaYnmxpVoa3B85UxR4ksEYC8T7QYIqIL4z/jnwhmVXA6UA6mQMhOl5Uz1PfFIsAAYvneihCZE1KptEaWUGJYqhFPX0DOErUUADL8zh12njKDOTNMFcAekavQ9jlgSdprJkNfTGHs4tEexnR7xmzTKHTMRtip/tPmYq7CSQuYbo7ekSgkE3l4KfCZ1nvNjVMLejHVu73K5HPI68ugw7a4n75meaAOhQPbEvqt6czjZZB8MFk4S2Kb694IBKfAcRcphK3fsYwGtuBRiHF993BIdVeChuaT3YXSSFqPpc84GOjW4Yhr+lUs3meWkKGirkPbG4GDxryMcY9qMn/oJiU6VZ5ZQ+0/dE7YHP+FRA8yEpSbI5cAOAusx/HebiVLg6vuQbkjmHADXJBqrlapcqqrg89xHzbYeyODzDC+kBc1RCFVOZT8lTyj5ldYHEabc5lxQR7UBzTVl0ONVpoUHW9NTBd88W7zgjBpDR7lwB+lO6aRDKqA3d0n5p13i92evcNzhAP7xICE7uz0ghPnoQun2zB5hGJyMtySpHRPiskFqUBIb6MLElaQNwJ3j6BGb5SVwKpzKgRbvEo13DrW5H39t2KRChJMavOuejKrVLObunKXdaiGgTJzRWndtgJcD8numV80GTQKazAp6nuySu3DPJUITs0qRJzak7ZQaOsQCkEBqLWdDYADdCKZCkTBOuVPIWyM9VicKyEDkvUVkc2CFSUQTjjFNCAoqhFYKGJ+Duj9xEeUjuhYE0bjYXx4FKx0WVhTJah8cpZV6pwj3IcbwpEBLO3Tn5Ewkr78PzN/hEG1l67PWCCjJtv9jUzUawEB0ky2ASYO4BEhx0190uOpQmcuTFgTcz5wk4OzxABqMg5FTOc6COCp++XRChB8Izk4HFNJBr1N1UccvxQ3Vpc+xdOHXP+FB5keJgrzQz0/iN9ffgU6pMyls2eZlYM7reQO0XzGs8zW3Q2w8XA+FF8snx0fB5s1PHSreiHhnXzPquT4roasgFA55qBTmbGoBrBJorMzYBLUB9TkIcuGDJZSN94Le0KnNZ2xguDIwsngBdT402YKNPracLhChvTmenTD9Z0vsQNbEUAsAP2b93uVfQWbWGvOw/OTaW/jpz5QkPgpwa7eeyz2BFXInAL0mK/E+ZRwraAw1RSpFLJ9vH4SSiqADw2BVeDW2d3e1h5um/i0f22juOSlDLvUpbJtFxW5K8V+diAEDkZ2cTpjrYFKHTrNPPNbdqWL7G9bMUFrGwlE5khVrKJySlTwy3DBlr6LwBjOJJuxyPdrYPI3s3TnLNEOupZf8BlguqR6biQWbQoMAegeQDyDJus+/HtdeL/cEK+/3ZzXQZEDiXdd8ZZXWC+rwqkjchZBeSY8ffAOEF8y6XDzQ/Wdr+5eUM2ZyfQoeSIF2t6jwI2N3huPkAZ87MrBXyzRYpGXXTGQsF73KJzNxs02dU2ZVJXBrkmzJkHcZoz0FuVwRHcM1QF/FwBZMhQjxXXjZ4ts3nFeTqSXjPokBpopiQtrkE4UBP8AQjWQa20BAYuIgP7g9TxCBVoC4gHnvZJE0zAiJg8Nhp/wqh2uB64KadhAMbFUiImKVkQYyXggc+AArY3wK9R+kf6BwlqKR7AiwQuKRzVcGrHAWomUdm+OQ9wjTph7RoTa9RsZHmS7ErGZn2vVVLOrbk6IR4WaUPTw0jzFZ1b/vRp/wXuprXyIhPMUuGR2/06bliKWnCKape6m2ZR9cuKU1jCmKn4WnBDXjP4h4YAjfizjzYElke1puQ6dRbWJwPDEEOW8UhX3o/0vWGm1y2SYGqRMgJ3LuJ5teFFwb0m9MncQwLKt7fFGiJloyLBtnRJSJVwBMVZjShIKeAfSR82J7BMF/D2cSB6X062VdAHeFSL/YRsoYdJ39TFZVnueJnTnT4AS1/WVN3lsnCh9Eq0l1IFozUvDtRshYFuwMXc3Fm7z5R1gXBqmzySF1xaShC0EAz+ZQWcnMNBjttwejsQjU45pxMuyjLp5DGO4W+CxxD5MRkOUZicmaU6EtJlAcfKx53OvZrjFcrgEc7wsXWNjhQUepAlmD4LICe4VRQlwbQAggqyY1ERqUHYQgKTrcpH1Jel1gz+H2IkjhbjbRIizg+eM6tk7i4J7dH8BLuh/alKRpYvhZuEugwaZLJ2xS/sJARGrwmrOTBofYYD40Oj4N6F5WqiC85L0Uw7YU7G1z+YgJigZrCssoxj6zl2VfYAZWSPcbM9pnT6dn7AB5FNJIHhcCeE2jrQJWBuR+l9W4lwpkMuDFNW8YTEhpsDFzykpeYD+Y0jcsxI2tK0ZwZbLZA04suh1OioSCH0SgQcEiXB4ZYdYw1h6GQCMc8dE6iZ6L/PPprat/o/AOf+7MpbrQPIUMaEhoaZQTQlYfC6/gEBomTjW6dXTEJlK9PxWF7XVGuYbfC9iggAmGGmw6rJJ9XUET9nKi8SPunTfqyJ2SllNwfDaSGBvuFRlL4sU+Ike1NQxGxXbdcT9VOpg5UZJrpcBbIfqtyIBbCi00+SVM5KyKFewolFl5TH87EEgRnKA4lL104rSyT0tkacRUmyYJzBLA4ibNIFMoOiprrnZYZokdpzrLOn+7QbtC2yMUhe4kUqSFa3ndEbcCPbq5dy7V41KEgR1Hjiqf7pPVgFzDb5CJB+3xSEPAl1DAA5nGIQS+wqOvUN1Hf1ETW5BnRWHtFPjvqFsbq1slvpfk+hrRonofsAasay8i9UBdrIboBaNFxSGDKk25gq8hTFtknzn1wX2+P0nO+n+wY+kiLBrGEBu4+EZlOy3ckdwOdDRi5sq93CDyRctyXASt5TLJwWUj3FObrLkX6kFytXDlvru6GSsFRWh5O8oZM85RXKvwNmxdIZtXksdBxDUf96ItSjkXHJKVEZdJAMuGwa6CDS3FyyUcShazLDCitXzyQ6kOEicPHRrYXE2ip1pb9eRS/fCbZ1SVuDp3rnKXiOANg4JrBRj13IS8C9xCHMAXJMWxek7hRrHco/ClMSYgujWu6VrI8PtjlAuCasvhgrAnOw4BZpF2+ZHEzz7BS39RJWYdoDqVzhzd6w8ojIxlnWmYB1OVaCLCqD+IysEZGF0TFE+gBHJFUlOb4R1lnFxLZeLOCBRxOXxo2zcBu+vLl5SKrgudnXX4l2Wn07D4HDBGFifNIYmmAEXkmLMD5QKJh3wzuvM3HQCAYCcGdYXGRP7pJhsxsCJxJhAWCSKv5PiFlEnRXri49sjKNU2hUtWTPTM0Ift6xPEqa/FGVK640/r/JOg1lycopSITRAk0F5AQ0/bKdKuzgpcRTemDN691LFkS+UNJIGbhSkt++nM+737G4GoBPRQj0Fnwu1wl1PGsH9Znv1dpwJEZaMyGXzBPgoC7IZSGPLH9HBi0BE+PUCv9BCD+J3AF8ojRpCTzHL5/aU+ZnBtk+j5UQ//DU4+cChRldFboCBPBi5ypN4E4fKLalIxVvmiHfHrVLpDRV5kQAHtPBnvudkJg1gcLBSva3eDH4WIdI3Y0RAJm8N0ZT4r36T1PN47K90cVFKPwoSElp0tRkD4GAKTz2dgCHkKL+sXh6gPFB6lCq5lhpC3aLTTfHrHRIHtDjEzKug16JJPZCp4X+Q1Ss7GHkuIxghED7BLWheakmUSHxdCl0/CzJU2Gc2mcfXWMJWYPSb7rQpO5hwoCMcLgw0Y696nC5oJLoJaesqv7oK8uxGoKBJor2LjMuylpQ8cA/L5xnyaChId3hANu1HUrBftu2S2hzmylesjLaaDGXPqMzJjFSgrM84folz0FcCwAv7NOVJMTOrK3YctnKLW23PRYUQRQz+4CRCHqkBI2WCNlXZoXjCWWsXUQO8b25YSqNdanS6QvPJ1s+or2nkk+RtNU9eukPxmRGd+4DbJvW9YoKA1Mr2WxlUFHOc7BydJxdTs1Nrds0lxVxJadRll+9rAAhThT7Z2jFfSfk7Lc7qml4YFRKINZ2qABThLPj0ZBdTMOuR1ApKBMpL6u2KvE8+b0RlDwAD5NXwGnuXp6k+CXVg87PFeULIai+4jcIxAmhcRy/uu1uoKOIjxSg9HXjX6uw+jgjxc4A9lOVqmBgzhBOyUU9gztJjeVR4zMKCZ3so/Vh4VjJf2vuzmKPr/EzQRDnYNJu6b3Av8G+xD4bitki6ddM/gWARnClSCE1GSLAdF2JcHnyY/zQNX/KrkWIXAOI26H9DlqdNhQwADe9KhN/nxVF8ECAnpYggAVoSPLQSJDnafEpYxtWvhRSF/IRqGlDBj3AcxRevTvLvYalhHTZTPCzoNMwFiupOqraaL2hFFTAdsmWhUI6OQyGQe3ylaJl3Kzyos7D2fe0OQycVYMtg+Gnc5qC+8ed98i9SEZedaXjv8s5q6vDge5Vz4LouPIRN3Kfuq3hSPbtSqpKXaTLJdQJpMFwviYPAvp53cuK6gXlfNx7Y0UruryUzkKg82RXemOA1enOM06+L3yNaa1PAE5WUd3td+LgwJOtjLy1K/27UdtjGLFMtTPq2AyNA2nfIDYP9sLEhEgvBngTZMVZcSdVxJ9jsD3K2SpmueZU92ZJ3kE53gtaESERt8KuSoigGo6Js205JcEVA6OlZw2K0M3AjVeha0WDrkoPn6JUAzS4rBBX4I9L2RiGjtKw3ednixO0rm1CpvRmnG0th+HVZ+bEuDInKFi14WolgpP4MYFLKrqni2egu3CmrVwRAnltuAyRllBIvCHKwnUbKT2OJKPi/2kw9jBtKysRLStxh04YLMhI7/QMDWlpQEdePNcUfEC7JC8UqeTlN8miBF8U5GSuqoSSWdiC2THOKdgScmD2gGIDB30idRuPtFErphEYUzCDj6AxnIT2l5wjgMVRctvKhoklSrAmSuaHmYJ3kNWQ8Eb4jn0Lo11Q1zY9XyJjMrcDTKfhHhBqGSHayqTGRBp+nGAkEOPR0EeR4A1BMGIr4JZF1j2MVuO38fxif5DpozieZKVYZfZb2XI1bk1EhNMLh6GsIUn1PZVpFVAGNlRWQF3saEdeamfYt+yA7QqNSiaYlCRFEh5ZqSP7mp9/y+NIaZs48PZ6jH2f+zU7Y6Uz+NAH7k2tuIwiXJ/gq4/R5hXMNYgPgszD7/znpSHtCwgGWiuchLcu8Yf1QDSpQjDumk25T9RyPuJPgvlRW/d/pXVv5dLNk44HWe7/k5fUPGmVlagxEwi70qUSr0uJLRG0eFI+sOJW6mxOS1eeFWzhwFdXr9cVfYljhaSf4PP63ZoJq/Dy1m/XNiByB/W4eEw5OfU93VsCN6BpNEWqTO0mu3vgCIRG7zZuNyu9b/az2m3cO5mSl6fBY6PAjM/sls3QFFBuKjFWj3VxtTHruTsm0b+J24+2ejpZcxXhgpZSxB58VgCBaIYeqnM8wuixuKYJ65bCvV6GIGn3Ie4i89FmBtNN2RCg0eRskC73ScIpt+7vrrjm+rc9pQOINbsdnc1+OA8ScFwbF65bQ7NW7dqZ7k2MgUtorC5xEUaF+NkDoZcbUVo5YMdCAnDAPkwa+2K3QiBGYSZMemQLw3dbZZWaCUMDu02McGGrA+t55UBB1iWTGEW+DGo1s1gqLBASBY7wc5fDsAv5mju4S5YFmePEJWBLDjOZSOIIBRZocrCdFU8x1RLOQRuoCbSJFqVB6KYdKcPOORR3oXQcy7A+gjfmAH3e7smEDSVht+AGVfB0DcFSayRMEWhj2i9ViM9EOkTNx+awv8HdaV/L2DFYN1mJsNmJZr/6Mg+rS+wqut22fLFNHmqxYyjcxhHbfun52o7UyjXFo+ft2hHqkY94uVhDdTvqcSnbLHu95WO393G1nicctlKPAH7MDYYA1nLdbpdLG6Ae3fJt3uZhu+Ya5y3cLre5bfl2HVDn7nm7jL2MKxxWSli+XdofXs2zDcFhk06/UDfVYXUmh9zheSdo1CEQwvk9aXben87MYlDpljyMsxnPZxCYWRaLKEvKR4WmwxocN7p9TXOvJXIiSnDW6orZKqwTfNYjsCSN5crDKjDUIONlcNOcFA3dQF5+VVmS6bbghxKH6BKO/pOE1lBByu8R1LxleB3KOY8Mygpf2LTGCCgic/AolWUdTwOLvlygq0urMbZgduLe6qXbB1jGreV0CUAcpIrEx7SKZrroFhkii6TVylL2Bcq8fUKOgUkF353DwsLYA+2XyaE4tKwr3iLLl+sOalHdy75CTriwzo1LFVypyBef9xzTu8fcitlUKiVhq8ZBRhalorolEX603UG2Uo921H3bL/ZytugfTqIsDsfeOC9qOjihn3UPjQq5UEvy8eeUGiZCy8HbvTrGmr3yPUZaaALBRvij/UJ4SPKMpS0iWU55GWDSQpNRO5yU0uUkMnDXfmR9cDFUkLhi0lKYPgaoXhyiyUkNVVyQKlAVSOVwjbLSSWMpVXVWSWP1UMI9Oz9WZGvIm1r1IfxLqYWhnwqtihW8ljRaYIyZLR3O2SjcBnMX89PlxwCBPLsHdAF444gKpoQ8E/UOo3tmZYVJyJDLa2eCeRX0jWt2yEMIX0CR+sAYjEd3cmstsM8G0akEykuhCgdtIGVkkGPq5KZyUGpz+xBK2Nq8bPPY7XDcy25nnb2fW7vYGVFvKdiJaCtluxRXLOCCK27oRu6dsIyzb8VuXFPkIoSkiY3+wHZEsR88biI+eF2RXUMFgRtZubkujdJLX7rIxDsf6yfiA1vhyfZx+HBRrkIidYNMESQaRDJHvmP73lU5r0cyJnCKGZfD4svKHMeyUfY6w2mKa544gqrFtwzcDCjNbzQe40gLVA2FB5N8X2J1jTPAurZ8h6sud8808IdgPROPMnrPMjMRIEOJ9waRpCdifP6uZRHAaEZRNLs7TlrhCfSfjmdlafE9tS8wWIxOXj7VhOoIly2KvCq2CsTMdZJpW6KgKZZENL7pD5cXFBIgnTUMEirxLZJSHUCx72aVxgzUR6clz0Vt8jFmca5ADVBbGq9/fHb2yiVMQoIePf80kZczf/QZmPb3CsUIjf1DkwFqB3pHcIpkG85gxVXrhT66dlFP+WR7Dz48nIfZaFjtyi4J7ocX0FQMWeqS5apQRkqFceCdoZNFnqmwGctid7iSPvFJxe5yLQZW6EDt4CnSn72yaGtMeAcVFLsduxqaDBizD5otjYqjYsImkiBEZrWOSVFm1irzXLp04vjhVuPg5Is00kOnMtzIH1yUEZdqj6fnM4xjIse+YEpm0MDQH6xoLiaZUahCv8L5JJ8nwP7nVSaRpvYqfUGGI1280TgbLlrAJyOmUdpaCK1L8IIV3eljC/7PIn674zhudt1fUq04ibHL1p5OqzBULI2BqMVdi+g5wg1avcDhyIKgtzvJZO5mhppSv9rdYSJR+wwElHw9WSWCYYU7csjgAzUHXirOBOXoon5LchvEQWaXzBqQsykiyBUw/UyTiEHl0dY0Ns3NoaeBSIU7nQXA2LgXFfRzokl16fS/wi3ZudAT85QY/WGvix+hzx75o3HKJv/5wown1YaoPtSeePuaszSMLbjcfRAhLUAPkZwIgpt2KbHP9ORz6kxaUnKvj8HRqkiX0gZm+bTau/FrfMpVFybKZGuxMChMXcjsr+yj4yuavLMp8IsyFRf5jszCBBAIRDRAnY49YKY/eOhC+UT3s6TSUabXjTBxJUychY2560dv7j3b5W9OB2/a5gI8ofM7CvQV4w0fyszrmPRsxcVP4JRCSXCZKID7yUH0LAOWohKuUFfM0lTWY5rNJnnzsuJqsqvLy/CINQDqKWmnh8rQ/Bh3iKoI52acPhBghklVgMcDp8L3Y3S9NgTj2EtDFHpO0BWrAHkKvTnVPKwAnOqBuzx0Sd+Wgx9ioh8vWJzHo8o3g0bw3vSz449udWAPG8hT3OzMuN4uYcCr4JrKs99AMUUJ0LuzmwmS6IKkqSA3EU6N7EHOVO7WB/O/vCxE8exBB2UeO8V1Xv1O+0SYJ4mZ+WktTudfeW0UzhWbHAsoKeD9UOBO5p3gQkkeh4Fg5mUniSi03LV/tEkkmnsqvrH2lVAjjywP3q1dzgEZLRoI64wttt2cF95BBDLWzilOlCfbUPuOL2jZZSOeRgV1BQfFU+Rh+z9RZCc11XS9ss3IEDZw9Wh/wrzr6kZZUF85mu6S3UZDQhBhhAoNETuswGHhCHt58mukPSy095mIxtDcRuotjaxj1VC3s13pgi5p7Nk6Gf9gh1DfZD876MIkQx4OzE0Ol0M+sS4IiRxbdz6ORC8E26fABBADOC63uoWwHfAn4vopS5fuvq3ZnQehd7cLrCw9YHbSKc0ueBbTmw9uXKU6XU3zR8HSNci4kHG2qOlhzZAopgG9/BlDli41UYpC6QLvSB7KjW5nWS09jd7hd4hEbV2ZckhQY4kNU5wTUDIRZfx6XAcSITjDlSOq9XU0Z3JkX6Z8jK+19/II7Iv/6LB4qfFc66rqebKob12qBn/jGMqRFtJIE678xOyNu0hJ0pyq+eVMy99BpgQy+NLBWR7uyLgS6njFisJ0Rm2DJMtQK1qSVZqtTPJb8AGNNc/NmZUQPaWrk6Cd8wwm8J1gihi4+9GANp+0GxFowBPEBEFLA4oglg2syDM938JSIeF8iPQTYD08zquTd1DsJJVm5pAOkdhJKnXbUICR05mlzP2yb8NYgzV3gH88aPCS2UdCv4XuYjQqgKGD/KqxRlb+CRsNHC5oDZyBA1gD/abW7WAPh9sbPlpWG0TdZGJ3ZWl5yJqcjDkcFMjo7AIOO5hyCPZBa0KYk8SqgLSs+KnyfiFNs7NNXhvb3XICTkJSGOx2ilo/uHxpp4dNhnLYPp5jz9uGVOtrOxByuSTg3hw+RZeyEeyZ3FusKdtiGXUeHba/4E6O9Ds8e+BEJS4QDkmhzDArdWWhiNIDzE1KtnPnRbaK5D1HLzGVrhQ2a+vjtewxXK4bXAYKKKk6/LP7QZ1768xDDRSo6fivC+5xjVEsw2XaA8bRccblHM8BhXxjvV6Nik8toi0ttTAaRE+d03Cnrj1IIoJb96DyjMmTd0t1LgYG5uq/rLaV21l0bDI7tA1HikKK3lCSF0mGjzmJCjgKS1FY89DdDioxaMC0tWEzhPF4v8Z+7bFdtn6Uazl2e/1+OFBAPpcLcBXVD910UJRO0cIG3xHdDX8qT4ZRFNPIWX5aFccDrBHdVrVLAxY8oYLzOnju256cfqLJfm66ZeODLuc83MWaZ/hwXZcEJUWFpR7MUTXueYrulozPSLx127JInrfTlFU10R9qQMhjo7d6Kqv65Ii+0RFA9lEAa9lnZ89B6yrV4d0RvChIQbk1ccXRqCAAZ9V9THOTUgRAmLoPEoxwIhCxSGyoO/Pp4ayFR4aqHa8UEbNZlwZ0S5VmZtNj7KcbQaAoD9R5N+WqJ4g+gcnadyMthZU56tciCWbB/aIYH6XRuLchLM4DroFKc61Sr5s9t2ttWxvHNpA/wPTIZdmePAUiLeHcpPNJIzRf4qPzVZJ7IG0lH4S68rcuD5TOcFIy6YuoyzeKziUCR2n5/tUMtRJjBBxH8YsZ2rLSnUoTZTxJg07Uqsl0CDoi24Zhb0ctewu3ssV60wETFaTKIR5nC3x/mDS3hZFzGaCMpHKL60vkOl55dEiEggbz8R7kxBHOGEs7CBcy6NuIUEASvMR63C3tKNuMerJ3iLwvsD5JRkxyaWYmJCzWQXohU+COVWe1W2JkE+qa7DMCZ+QgGs37KbMGFotOS2Sv8YxCpUE/abYyeBcIiEU6ayP1q9blX0c1bZEXMzMLC20v0TZSRsboRLrgCM7OuskzXaRQ3y/2F6zoUTOSiUBFLiJpCznvcBzX45BXDvvp7DnBdDAP/cSklEuDe9M++ULrRDpxFCYlBiYkOedPsXpuL0wVfGJUNJkGSGCjOt4qEU4MUAXSRnVq70F11MH8pGYSKdoEY7kDRfkhi4SyjUBYf2K8HHmshIBk0xM3pqzKyzZemnDOIikflGn8QJlle5iETJcf7PmZocEOAl6vHAcvqeyUB+jZEXIAEOujELR4sgBlAK2KXtb0jfl5vcD7L0xe9XpNz5ltXV6MiWMuMpU15eoy6yoyJADdjeOgdZcsJxMlG2S+huFmlmXIhtTjhocsWu3prMvWO3sIhGgsRXM4xRH1LHARXiPkvsk4B+3zEMdsks0T8VgfVGDrM7BjVcGlDLpxp5YkuTlPxjUQ4hjRKcl6hFN5JsQrkjj1FLpVLZoh9SITZxYjMrloxvVDvBFoBmanWz/dBxJ3De8fOkOS/4w6iqp0hqOTQYpdKao2k1HBjcTOot2wPDkyhJRUUUP6jKk5UAo10jBZtHvMrtOVJ2Dfq+K7P6SVJQhCMflJNOpqFN3lJONj4V6DvnN0kwIaD5ibarBBgg2J4YpcpS4RVuW1Ogl3cmYgBQZLijIQGFYSUzOnDLFJbO+kOgM1i5UaWVDmpjxFAYmhMm8NbqG0/5fqQxR9KfrAt6osUoZcqxVXxrwwioKx/LD7caVlOsDx0+OxH5EFRn+1oMC35CPAYPWZm9Y19YWN09U1y7TbdLEataSAjd1NELmWzoIxiEyMiJ51PSR3/EH8i4TLKsN5TgzvhrPbtSXmP+OMfohROk0Vpw6O2os0cx02rlZQ4oEAdfd8A6+Jq5Yh06sZbijtUFsujrUMTpwjDdMosYkPdR81Yey6kmuwsERBBS2LQRWWlgvICaY2tDhvzIpGWGg8acNx+XXxuzldQZ2e3Ea/OGNwarwpihVEy+SkRB8Bz9497xDOPHrp2Y2CFXrs4R0y3s2cXCGVnne2jMwwcbCXMs42GfLMe3RkXTAK8nIzZyUMT0V9ovsbDrcoEDlWxuIS5S8U51Skc/DjvrClds1qMntAq4uYGQP1DOdi8HWl5olYTOeMf+jdTzcbJ1MuNTCSu7TawON1rUapy0Xhg6JMxruZ5Mwioo5MGvXr8A2UL2CzkoUxdPpFyn0H00MhImhoQDC3owk5gWUAEsyIQzIrblssOd0ewBLjXLmiNH+yfXUJlxK26+1Wr/mw7WFd43Sf5WVqKnesIdCWTLQm5vhicSBjppCStxDjRdecTi25R6HdVZ01rwQcPq9WRPKjEYQSw4XkDrrFiacnziv6AvbBa5jkBUiHDqBzlmIbUde7U5yXxuEsUx2iIqirVE9vlmLy10HGcyaKQNYd4DI8gTSYBL6snNMZR8+mrvkb5fpgFT50i3b3T7ZjY8UmMLKNhndSKa6AQBGnowqwRt8zRlEV54lMN3uuBAbvg3V2D5Mlstt+0LkFJaa3xrNrx5+HoxuN0piE01+ujeU9TuYp6pMq+Ax9FKoBu9amIkXwjsK9lDlDtlB0UDIrPQ6eQBn0sKAJBP0ftlsK47aFsm0DEYpdyJjVChhlBTEz6JCKW5pEJsqICEo0OhZDaYzOCGJGDIngvjU91dp2D9vYTl9PbE8JiVrhRYnKdiFcU0kxiP7FRcjEc8ym0DVIFl+UijqJ1+EgosEYQCw51USweaoC86yF5ryIvGurfSvHuFYOD6cq2PkOdh0ZuNOd3NDFut0YoZ2KjxOAB3YxtzebdpwP7lsvgwEFb4C/zpSBpmSxmMRKCEhcADhJsYW9KRQkwKXQhTc7+DGGRyguvM/sKdjpCvMGz7ZGGRLpEDV0pU6SOWgs18WaUelRmLlZfDslZ4cyORD+xbogyFDUMoRdsC1m+7cq8wcEn+HsgEyBbbjMpjChsj8zYRoIay5bvV43ZCmhw76121YPWz7Xy1Fv29wuae+2r65b2fN2DdceYdx8G/vcZijXvFe7m9LFSrWaDqsjr+Va9+M2i31zsdMvbddrtz+0vkET0GCMeoA/Uo7tMnf7ReOYO5w2SrrW+jKNl6m+bC9DfTmj/b9HOWgGc3cQA0zCZTTyKmGXIFo2e5F7CUdIZrl6sn3YPlbRrRMjcyuId07lq97dFt9/lf/BKZDdfzLhLstheDgEoWKabu41rJxawG8Ly4wYhuFxX8bletgnebMy5Gob4ajgv2ni4VufvICqXV9Z4w8vfjjp7W6dRIRASKUdSw/TRfqzN2mXuo4gRwoBHWfqeEFGLwxBBaWRCZioSWpd6fELXay6X+o8sb7lmCLNmHuAUr8/XP4Q0vlORBrnhI5JbGBWVS8D7eSbZ8k2SY9w0nJaJEN6MfFXdmXV4QSiB7PHo6CLtLfvRxw4/vYpEQIA/2LIHCJzYgFxGLsDQNH4Z1DSYJ6LZj4rCQj+NE2WZkyopJMJ3tBp4Zeg/ebAkILKRHs2/Dd1djl8RnUjTIDuuyq6BuZbdgqCoiIScnY9d5OWm+HQjWJfpKV4HghzKuFSjz8NkaWCR2EolnVU+hwS68/tdEYVUiB7NLnqspMqdhCKuYZBnMzvO1oY5nOhSqB5UVCmdHZvd9gINem14ynUjhw3PsKvmium4aMqLGF4Y/gSlxGBquJOWQ7OOEbmaVfiOoL9Q40r8m8VPGBHUOzN0RXkRnLuFplPXdBQxJL2RLxjdPWzgpwMSSrIMp15+ZE5CMxNOIBUtKIoco7dO8fulQkV9k31HDaxdVSHvDJpfeN25r1mEhUKcwE4OU3JfcvPQ2SUsZwGGZ7Z9fZYQrhcnMA6MwumGihb5R5r8qDO8J1KmFLVKMkBNd5dXPABTuqElg0Gk9s0EYLhqhy5ybSL3iusxAt/gdNjf7jchrKmGN3dxL2ImGehcYTtQUcLHvg6NQFMCnQGbynSsxGZgYx1a9Kn0ZQ3VKf6c3CLUAEOHnkrYitK7syheAYQZoeNapLAMRIwXYF12GmsVmnEVwnFcOOdWG5imM3UbI2GLRyHrywrwiu5Ewy3wp/eTswgdXpKGkybJxqEgwMfEjzbIjhNOB4RATunP1bniwGBo/F/9tacnhNzOeCxKsWMo7LDSKeZC8GfulS4yreGM1M8uZUUm9XspnIE2qC9Qcr7fQ2scQtdgKjFpEBpJWcSHFqtOhI5Vq8+TmaMvbnlxZ70AwcHCzKBV54QjPxwYUFyxcaKpVRd8Wa0k5SvWvf+U6RMLElN1GnmpYhkeAAPuLY+O+jzcAGHft6ZS5xM3Jo3Nt97P9/A4iOOU93n9bqM4x+8tUkQq8nhryq7Y+YBJuUoRR+bE4vt7OHx9ubqkNKD8l9SlSpqN4wu2KOSrwUqFGI36FQhn3kcMsStaRlCp/alR6a9Gi28uUxQqqN1lbvarCLQDeLPkZ+hVX3Uyk8ZdMI2aMoIooTo3my4IGEeUOTxsOSTU2Y2vLNgQoyBFFxrOFdRSC8Fc4iQ113liBdd34c83/0Iq4OGCwg5ZCBjZ4PZhKRTNTMW+dqnSfXkkTQ4AEP0z4od1MueqKsCNJg5N8oSFtW8giS1KAG38cwjybkMQVsMXc0cEIEQyA+GtkGIE5JbUaJnTVfgVs1JNhaAk9E5TYk/+34Z6bjkLW+w4sPPyVlGkiecFL19I9S3RhfwwL7XPQTOSCSJQxhxhcsWrgHAcDBQPa8bGtC6f7if+nzFFMG7+yWJUIGHMZo7OZZUUq6SGNSgsT1K8Iv3nCUJzuFhVV19zktezoUiLJFTTaUMs1qCK0PJIS4PEDwJ0Vnu97J4Qv/14AOmD4l1sdJ+FdDk7oK1xaFKDncW87UqzDkifb5IFZi8xlhxsruj2U4Gp7HL8kSTUr7mwrCDzDh4WaLijTeudiaSy1KACXeclNImdTKOyHYGno7kB7Y8gBAiBpGeGHUoSRy7piJmm7gXrvuVJoImcMnGEkQIReVakqAU39q4EyqjqBkbTQLSbIoIIANXXCt0QYChBK0jv0hCsqQthQKOicIwhIkkQZK/RLFYFi2SCXKYwYhFx7ylWk6kF9gd4F7iilPNhq0GmmyeIT0+bWn0wxLJF/tqCB3h3NgWZDtKutVbgC9Vin2vz569yZMBF3tL/MjE4MWijvQjVFrA7dhtY9+spqv7FcV7LYuz6EJ2GmMVUE/KvLRj22sL23GDHy7AM7mlnr4raKjB+ZZaHqWkDPtBtG7nDdqI/1B3Ctskmk9jUBXtnFuUJhnPFM0GKTJnSgA2QxlKeuKqJPGO43kmlQiewyiulvOaUPzLsh4gNy/SjBBf5SwlZEl12u6VlQXOMCPqAZNs6qeTGvFteBf2z00uzp1aNPCR2EwRySmyJMTEgwzfQRYa8bWYmWnUGOZjSz8ioF5Dj4JgY/ofFjdz4/xJWKFUhJVnUBEVmPgrJpD0P8qKEYzshybQcubqVNCiWD6Ri4inBOpcL4wWg1gIbGV4wtHdTP6aiLAPrvZq9Bno4oVzhWM0cLfAY9PB6r8xiKDyiHVJKueDOm9XiiyPxVpPR4ecHg7LZeQQtLWDSCCgBNHYtZMxGMcikpDgRy06rwAc/5zssC1PCxqsp1udq8IwikKMpZoSFkblLP3oQgLFB9QYaOPRzkgYhnEPZlVaXKssYjnlvjMpMkinMl8Fvxn8eXl505wgs/AbPKyrJ0zwYPThCYVGRS77sojD5kgsNXj+KrdaNMXCwCIPAwU7LMhfkGl4YICv2aKsDkldjnKyXLObprzfhlSXu7E9ns56GKXLA4wzE2VI6mGI8RTslGd1Olk5RokZcdigSoiMgaOSUS7E5N1wREh5Ap8EpChkxDAuswcfWw4QfQPWC7j+8E2RYS1KQvl+ix4PIQu5wWTdFEWDM28BPBWaM2M3SrACFE0qpCZBk5jftFeiHh/TfaA+yknn7SP3dhrpL0el1qU8xvy/Eoi23jPKkwxl3KAIkFtLUuTWFyBAH1slIgYZrGATybONwwOKV4A6S4pcm+dgZApfq3qUrAKcHIFc/J3UFk96xxlyNWv10p0pGZRwASkqvOVwqTD8wNrNcbGPYxv2yG/X1i8e/xXc6FLuaSvQNFOjQGGN9x6Djl/2c+gxYBUs6KjS7TIkJYKvQ8+VrnNAAw3WENRZFMK11Z9xbeUOL5DDtQordDRemEmMxg+QdKa6ojdJ7h1LBEeogNIIQDcyYaoruBQbgZx60vOZXH8Wd7UtGKCKjB6XGkcWbRpt1Dbu92b1tBbRoNEereiL2pbq5Gk9RgzOIfIVS9gtNuPUwQDL4ghJASOqIE3CDkuEv3htsYD1PYEDhkZloNoUgqMgzOJdMNkJUhNxUli2NYlu2dajugcur34F04Sw8uB5qyV6QYHs3ASupYfUKgwVGg5riFso9/dQLmCXAIkKgWSXIPZ2Wpp3jjp4tXGQUHmQMS0EPQqGgIApGplVY6oc49AqAjgT/XGw+SbjSlBM21O8XVH52UK2+ug4LtXj2OI9LaP4bUO2QZNzA25YnoZ0XVODgDlahQsZ3x6K9EI3NhwLkZhRUxDpGg8F9pahdhnes23Nza0lQCVgZPg2jpsduHOzvmFr3Qq4ns8FVBZdkkoHBYWh/ZicwIJnubTftuGYuXFPPL6Lqd1Jq7rZDO6JVlcwYo/ERupi0USql0gG9kvC70A5l8x022q7XgAn98teNuA/XtBJDM8DMM6iXWP9tqbuoHS6agvyD9YGJOEQrJmAaPo40fD24MaUJN1jmOLDlLPIxJglQZ9rCsDskyEbMg1yKsNnMKwK7uJIqqSSRfmk0VHMzEl/XzsbBnO0s0CimxTZaNub4vg4TSLO4DJjvDNU6EyDHpp+ElbhXY/3Kkc0nA/kLUsDUKrcXRS8mViyUJBH0z8qhCpVU1YpNFmLns6imdljkdpJhiOgY0NTo9jv6hMDDJbJaqZyhEai9hrsS3nuuROGU2mxsXAJj8brZtAZlFwI0pQhz0Wz0Y9Lu9hbOPLV+ptZL22vI5yXzWJJDAZX1we3rrDsj6aEVkykbct/Tml6gaqUuty5PLxGpsqK3lbLUDyaDMgoZBNwjn3AoFc5xjsRc1yx0JjtUIfLqB6YZ73K6Vdgbh31zqxxCTOn1Cwxq2IUCtUnMMg/+5nT1ayR2cv1P/oizclcNXOWTK2xW7aeY0/rbx88wIv6oyJtyqNf2rI49Tn/wCC7M2ytE/vCrq3RnVbaPa8Vw4bqkZiAwuSxW4MIBXQejuTiLH9f6Ct4qhaPzIOhCOPHeM44FBCVdZgpnmTcckYZUbj6u6cQ++UUItNzJzOrKWyvZHNMUg47DQRSq0rKjaTRkDiv0KToLVAhhYUZGWRy0S4OQABVGp3m88NlNuSjW9/fONHn7d9pQJvQGCCMmeizxiG6b+yjQcADOR2JJI6aOJhSHtLsbI/E2gu4duC2QWy5KKy4z5BXehyfqVV223bQw75ejismv/tRRVPhXVsWxYPxDarUJud9toRm9CqKq6J4utR011oUXIvkW9nKzrRkglxB2gx0rwQ2n9b4SxZ7eOSELAFvnAfwmtHgz6xJPKqH0bAiURWqOKLs+nAOtzrPiqss0RDeGB2++TFUqR004rJG4gRChuKpwHw+QFFr+bbbCbiD7lnnOX+hy2JB4jwEAkOvepxHDz1vEyE5MqHuogOWfZHkGUoOAQ2mutgadiqhsIoeLpZkIRGfPMaAKdsAzlnodhk/JnTMmGAiTgI+u5mC76rNAD8VrIRKIxAgEo2mCG7ZhnA0ls1woUaBzmTjLlo92ZkEg2kgxV4FKiQu9CIvWDBZhGtTikR+HNsaVgQM4ON1J/FQoisRRiXU5sOMsxEbSjJ2bXO5TmShVoPqS45EcPBbzTq3fOBZ366X7RLhPmRXz8WOg3nEcTtut3Dbb8W+7pg7sr7zdbtce7/N602tIRiiaAuB0JOyBrZGw4aBWsOWcCK0Ak6q3T+2i6vHYNE+hVReAsM0uuuMoGmkkJCSVJ81ntJIJPPpe3jW0DPlDQzGnZxpwWEirsIxcJYBVaESIih71946uG4BL5uqbSoxnwmmF97MGOnTyOCZOpMYSYsguSXU5+ZUkM6J8DNna0+DXZ19B5mZEw6NgY3dxXrofeyxHHaB3maEqufS26XsKYV5K+06jt1e7RVhTftWLumWrEXrmx0H136dt62TH3Q5blb4hnqbx1FhGJG2dtuOEo5rtS3Vt323a+N6a22fN+R5vgwvc3uZXlq5E2DDko99B1TRrvaz7EnZrbz3eZ32QV7RJinsoz441PKMWvrNKlpnC3eQs58AOIPvCN+FdNrLyiS3ufc2ABRbAM79WDEayQdGMAYoz0lhLNC172W353G1L7j0o+35aGB4SNGgVKk1ouJh0Zy7kZx/LtcbqBVCdyM/L1Hk6wFRRQvjbj3l/NFBW2bZYKD2Xx5Bq91cZLa5/F48bY9TF2zOqrgpcSkEN4rSIIfjqNkDrSHlyDI4Gsht0r4jk0uK44d4ktK3cdXgHOUxr9w5F7zJ9aMvGT1AS9aq2JPSJ+uOps8fOdi8pYvEyk+umiwyRM6y2mwnHztWDfWmgKjKL5Wg23q+STQn0ay6EgdkBGnnaYYGDLMaNs8K/qETPnxG0aXQSUQ3MKRKcyhHCgqnIZAS04yZKf0Fg6yJHYoLm74UQb2glHl2nrSAZW+vINrmutoN3DAIoGc1R/iZzRzGZs4f7DKPcRoUZ5Zi6woDjOk+XIIlI5dOcNIOlzKdUqP3dElOOHQ3oUKTcWwt3m1bl6K4aWfI1mzItkYu1o18ZhxF7GSroyqr1Wuk9VYKkzh+awu7QRlcWrzbIa7cHt6Idm4O1zkuj5xKhBI1vNQ/aD7OspzU00WwZbJEFhMO9ZtdJowHQMNSATpHT9lxeyGpT8kIBwsSVEb0arDFYEYyDS6Q6ldUZFGWkhiTwKTNOLMnj1ekAVFsMbjw2PxOWsdqehqJEELEgB648nInnTXCWqrQxwa7ihwUjNGQw0flIchJ8o7DHNF5PbhDUawDr8AMtFM7Ao0s9p8ddXkIrANtMnEUhP6pxa3tRxmblTT9usHR3E4hh82r5OYKmICFi8Rs3e2FAfjaQk1xFVfp5O2TPi5LYroRt5VVel+Td6GmzjniDnCytlb5GsbFbpxiV4PdK6qj5meaFlpToFGhdUVL5TPJmJxxu4QT9h8yl1s4H5H4xU7LTP+wl3luhKQE9GWQ7seJlD+VYYVWfDPD2/4wTohhOPSCuqVKHNAFXgLpHhiZLssbvQdmEniKBNPT2/SArLPDo11zJS0NWUt4ahFVFpS4GTAfWp1BpK8SWwBeyyRJgsrAiVz2EziabZzzBXezzhwz0YKmV4HoACJjVURah5wEf8cr4nRj5nEffGYvjQrcXRhf2x8svNsyhlgm3tw28C5xGRo1l0EYGVYmPg74RSjetqXtdh1bR9rUvtkRvW1WFlCrwjFU0KeDcHM2x7ZsczzPPKi32ko9FcWn0lZZ5iMtu2+Zzs+2OExQydglllXhJd5ciRG+nvxK1jImN7DrblkW+STssnRLZExoFIG2VW0H7WLouMHDF7QfFfINA/nVQBMN4urK/fFep5iVCXVa+E0WdJli8PzA6oLUxp76PA9LVEA1SqVq7wp8Q94duDmqa6SiQmfU/5zCY4CyiNeSuI4cNKzMMBjnhTfeJArVecwLGp1DYLDfaXRta4guSLi3PAaJq40awMEejA0vLcXVI8unyyoXDjDBGwBxxlYhhKxQSk7Fi/kkPDGKjyY/TjCCF6rt8KwYEnkmJ4S386Py/Ozl3F9g4oFJCW0qG9I0pbEdT5LdMoahOFC6LF6WwIGmaVkh46ziB8X+nCGCRXBPnxLPbsg2H9sqR8Y2woMi3sEn3BiUGhQttgJ4ZdjrqoJQPWCIunti1K1IrzAUGkM4kUxf7PxnR35KouNnlb0Z3s9qTHGVi3SvEMghuVqZ51k9lLiJ78IZJsd9Dj0KbuwQXcLDFemkaZIogu1ueBVgSBwpsCMVAyYdGCsklE0cGAQNv2iWkygqZWtEzTpl/vJRB4LL7lLMvcxDLJH8WeXr3QjmK4TTzlLPZ6bNSXEHJHod2IfLgyCekToN7KZOJ9YE2WNXqhFpFZ26igi1CtqnSuW0pAAoBFq9QyXERWlMTh2lVXCMVMSAsK6nbH+ZnIPDyg7woefTJuLONGdC217Z8MYG4wjKWTQrS0+qOkniR0FiVYF4RM1bgCJKI33Im5LR7A+VRxGRtCJjFEb8JWKyzS2BOXjTVrB69zZChmvB2Pcwt3T57KaLZ99Thw7BhwPT5w41P5yVMFqonlpQOd+c/sqkLAPU0d2utp78BlndMlXdKhDUnqRiSKkGqidmtLwG6V42aIkOTZu8y0hcpz4+LTvpKbd8rEC1Wpk3j+JUdNU745pCaPB8iZlyiMJxJkbJ7v2cuYuTToDKNSd1QavLf0ME7IRh6j2mGqGiIvJC44qjvA1KO2W5I9yuqHdwoWZReuiKxwquUUjy2WUECot3+uHiPwewwxWxi5hUVSxWb/hVRKUYUPxOty1xIJQB1/nGKia+reXPxL+8U/qDnZ4cjOcppBiqyOV2wFWJVc652/IrDF15LWLCdaeFYjediPUks4h0KtS4ormyhsaIj1WALvChVpdYjL27k5xDTmNxLwYUOq2Ne0uEo8RdI/BavXtYbqIcKtI6SIWFZzEBqY6KO4iPgSI1nIEijf0xlk8ECuzBTHB1okhzBDo44jxFHULldNW0MJIypRD1Qg4EmSyTdwIrOzfVlUOitSbMeArO3HSTTPw+zkGB5xS4kE5egkWhl0D9knNqiVUMn7ijU0GbYs9R0zi6e/DkH2C2d7KmAtO8E29dMtKa9DMtOJ0l0tobdh+BEZbUn9C80o5TBnbQzXwR0IDp259a27fjgGPe1c5Qa36vdkS342Z/aef49QYO+Dyu1qCIZDD9tKtKplniGhSDrT9MdRa1l1wfsbP6Q7gK/dXJtbKD4tmzUHkTMQtzuS1HlIQwpbi1614PO+qPcYTLlTouSjc9Csu6E2ZUASA8+6CpNQRMn+cfdRmkTDYMIEmFCy4UcuCK8X2UUzDCpg6PtMFgWUt4kBQe7Anldp15j/Z0UjtgyfLszu7geTEmTlVBP0lkpfflhI02kOPCwfM1k8ODmQ7W7ChMVJdZCa32c5akiIcrJylL95fWyYoKiXIXXOCtVd1+rHeK2C+kFzXHajhEWdFTaKZxpqEXluQNrTMH0x6hCypDFomSWX+S0TMMXt2IsBkcLk2Hr0Kz6SpZ8KEThK66oLsf0QxvI8E4FIkHrEwKktkzH3sEx6rHOp4Tsas2wjOrtcy2nE44PPpGdOsWMtvJOuRR62e9ffSaIpZ7vl50U4YBSVYbfufT0XQm70nJCsblxOyOQn9Cvl9knbZxMlFKvJsZOfeMWhQNpu2BPJNnzEk9yENMqGrDioAzm2gpu0COhNfvCZlS+EG7USom/H4/+fHMBeK/qlVaFi2F0QakEymnzhGDhQAo2EcTQNv7UwASPg20J4XhdKJT2ieIYjp7k+9rcQmgM+0Tp/1mAGJN6ZcZlvpdNsFZNpBKhGni1WqwjRIP551EhP1JKZhMp/DBNs7EpJCvymNjeJQ8wl8YkoCNU8jCgjSNXsdjhddBFzjADXKHqCjoIsrRndqYyJuzsLQH3HSxk/CwnnTk6/Uyj9thvU14djUdLdjs5oqL7B7FRyBOWD0pSeoNTvraVBdDtwL9DGbx4GcgEkKRzGwfGi1TfRYtESxrT172DE+iySoszdu8m5yoL1LI3x34me6uKw4kwinQDrTbvA0aDNXLMxXFk7pBAqadS6iKNS67HyDJJ/Uvc2Tbns45Y1S/CfvoZ2TqFBjdF5EnM+KgaEpA12mVY/UEVIp7+EGgCzyFDWJ2r0266KD/INOxp0WRDUXHXLeTNZCdE5LSRUCNFV/P15uEfYL8AotRUQQKMTvUpNzNne4HshrFpeuRXjLWIrkRPB7AK+Dge47ikFkM5GDgUQWdb5QYFQ+2GC5QB3u2ah1w6IX2vkV67mRajHG2DRchmB7RvzAhQNiO/gGTtI41AJa1K+TZ9GFVEJqiIoVezk2GKnnQzIJ9RRUm1T1lubHxYcZ84egftwGr6mdiz5xgDenyQAqvqM3tKusMF7OXX+SfgzFk8bTW9qxuB0LnBovu9ky/9PbMIcilQetzvUSwiRGQdBxtH9vFaqR0QW1hX1Kvl3ZN+YphoJ2oHXqyerFqJN9QFcd8TfvW0p47tM3tkm/7fr212xUjrcu1Xa/pein9Wo94u8yL7ddr7y/jS+uR7w5KrFrPmRPWMarXHnwP4xnKkBy1RLijDnU5i9hLC/nZgW04rpRyC+F6XLq9oOset4sPmbII5x5/ypBDe1Oh3qsfGuva71Yt3dbZXiolaFa/PeviQtMKVj8UN9IEBhUhtB/hvJ34Qnfnvk5SMo0pq9sM9yDk80Rv2SA2BY4XejIxcDzTbAo9so+8mzQfGGx4uHhkewm4PrtRVFm+5lbnwykUGKJy11Cnd07YA8kIkSwQUhJAHJEtZ5ZdnkCH6NxPHOSsWpg9jHgxCUCqRx8ya7my78pSz/nd0Zm4XFhJL8puH7xnS2RkJTgAcLIJjbD+QMaoI1tk+nTq8LxySe5X2KkFUPKEbfahsN/u3p1j0aTKcGzWqo8oy0fIj+n+E24brDcv1ZZ6jvu42CccH7y9+PkT6KTcvLtddF+5EUwe43hSH/DUj413OhQTl7SyExkuGbnRz3EF9IoKywfjtm9NtnQcNN55tCE7/N5kUVFIxI4cpEOnylADsPs/f/G6Bip9svtyeud1Fp3olFaL3JW9g5864lb2I1522LkCln7sBCPpYHQshvsHC37wIdSbonMhmfB0hGbvAZvV7iG9ahEb7OTF8SA9Y1XKQdp8TIqGG4qzU+OASZPRiuOZ+gxMgrK45cOtMeU61zUPTZ5f0Vb8xKh0DUAlTCxjkfCRgHUn6xG8yIRT+ekStgHfpaMyqqiewYSkto53TWMwwigaOkWlgVkVA7oyCTTo8mDq4VyHyEIWaoz9ttlWr9cjXbZwTeM2bUk8L5vtQvwdU6AOojlEe8/pHA4hkL6n+0hTB1HKykdMslIBp6ucamWNupkSFJ+8VLufoumONNCnYCoXAD+U9UpsgjsS2Vs0uuvy+xdAm7yDRgU+AO2KCJVcEzo5maQ+kQvDrfxPF73ll8hzhkGSbqLlsW+cUHIgBNk0dQgxkeVYWBnLz42exzgLKx1BPeMbjgbq00B4o93woLUraT1NSPDpW5ZJiKtin8WpdaBZF+dkmvg06hGbE5QImOJLR1EzMlqhkIe+3244gJ3Jxx5kOsCc3TYlYG/MjHd3UFj3E/Ycnu7cUbKOwah4KnkoZM1AFp5RvnLObM/5oSuhVRePJuDSaNmW1f6JV8YnuUH1nJ8Xa4PKTwZyZFqvVJlRokVA25mdlPiY8BVJUO/5ThEr/uPh3a4MB1dNSqwpwpo7D8hMvyEMKA+UK/PSb/v1erN7/QIKE1z1bfvdWr+lS96OcqAk49vuTsC2S2MSMGKaAcPAA533m+ev4BIokts3t5HFTBqKCnHTMxmBtLkclHVa68t7sUb3uwMwB1a4TOXJuWhTR04X3bsoG7hKSl8x/C9+PXYGVUwKg7sHsMxTFqxDCG53cfotI0GkjBlp0LLmiBm0KjFpUa2ymwfNEYMM4P2cgw0upsG8FOawcBrkQq6+uBY8g5GJokuv0AOsxEWnjVNnhaItVqpRyXcbNzuXSnZJnGxIa83yEH68u5JbtKO/lkC2OOuCc6YCaEw26sJFkluYwY9Z60xuTAtVl0YUBk5ozwlmJplTN9qa4cQDus6vhusQoZ9VMNVMG6zkHvnM+kCn4m2xRvbUxwbpuztXgEYpTW8kZaljoZAkksXkM9kf5vMYYYAt8UiEcHEIAykfjeVBVl0VUaNKFiIrqijYSUP02pTf0NCNAfdReGrmJ5xgNKfLBgcIOYE6LwZ1qjilJwNuUAJ2OcHQ/FwjCri8QKGyZm227+sKJ3XzlkrFAdnuSgKCicoamSRCfNlznEAB5GlBigqPuk7OD2V0y44YbPfukxWnhXFWqGAFGJ/YWfesv+5OrbC/GosGVihtGHZA2lnhsjfe7IWO/vRijBJH2ENthEDlp8tKjQoByXTx3nJzt8vGj1s54DKpB7WiJPoL1zsXmoEs8MMtsN/AqKp5DjQz53FZ0NiXmoE7YhyIGEeGb+A0xoIHlNooiIggtw6BbS1PksBHZKT38DiIQpnZ4BUSARYK+kQaDgvOutm2uZRw2N1oJe244LNEF7bvt5vV5Mdx7BdgGOGcWjCKkO1Fi8+nfTqsfB9MjtjmEE1Lyii0f8/4eBBU0JfMa6FQycPqpQkevZ2pC/RDp4ceIgXa80JaALLZq3jwVeptfHZuULpDHx5JsMRw8B/knqdtemfUXcTYGY282iKEkmTZAZHEgeISaUhNxp2cITXCYfCBY30ZeJUGQozVsbNEMyRIQxo1VKdZCoAOTBJIp6huCx3pmqL0UFbgaH7EGZl1Kd6REeuRW0M6RxpZCe3kxdyKG6hUZ9A3CA1pjptRZcG4BdHVK4yGLOYlZdcikddNsBMkuGFiPiUffv42dgRdrmCFzTa2Geka3VbBtodLydtsxwHh+q7rYcrjKHGY3JUDnfB5doWp2tXwTFohigyVZISVahz1ZvVdP+x42zEmeibJTq2J9cM+FHADc04FMXfr/YEB0gH6q3QDJ2fqzKjTVYURrr8Bx7J4gfFBCdmYCUv2CAILWRdmrA7c9FHJwGJ9Tw3Ycppyh6fXP+Zfp78tGN50HOSYmCd8pLmPy8sGgXlFT/AbGitAHI24k6Hnxb+7X7zOBrqw33GsmhJWSQcEPwEeIjr7zJyYNIkZpFZnaoIYkDbtc+u3dstWSW3lsD/045pv/RT+UF4hiX3hvQLhO5Q7Iz6fD0uld4QA1j6qUu0YuR529R3zMh7ojGgAObytEHosPi9BAAZLd/jrreKSTVIfQmSYlQlqgN1Y7dmla5E8bYBN/a7NzKQhsFkDduYXgmZcTQkibEUV1s68m+6x7KNpkpgYI4TJmpufJ574mdZ03bNveci64Zk0gJpCUsjALyDIXjwXCeOWKNAP+AlFqzAGKPBbRwXikEmnEQKpdYI9YT0gt4xVHoAmLMtWKnMZwIeVBTCM9yMd0DEdgI4xumUAASWOz0JyW6YizJ2ZYF1tBZI3oQmT2hE01/KkcVmhyzg9vCLI/uFhrN3kI8ZkM1IRQQyq18uItw631FxvvV+tLNXBsQyWeMxZuWuLYt/r2MslzaPGm93Y8TjCbWth6xckeG73XyZTZFTJHKwXOTatfOCK1c9DiUF/cN5QrUEpL1uWKYItTyM7W+YdCGGpknWM0tyKSAtqJsnoOgQrVJZyHQFyzwqLZdYn1ni1L1KxoZHTVBCk1QBo7Ft3ZYrtguBkDdxUEEOL/oNbCNFUxeP4MBAv4IjTh2JQngXgn7aXJHwOZ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0i/rFxMKnCCusxypqVRUv8j2+Oyc8pumqbvu3yOFkzUbNaW907JmlGbfN5MpZtHKsv7uS7bEJafuISKlWiRbs2nHbKE+zM8sUVU0KkPhaQebuQpGQhrG4tRL3KA8DXAmicRisvLNYUtCEhTgRWtc5AsE3VlRkLpQ0qJauPz1rWQAl8YxiLv4o5Fa9MBB/9SJ2adG3VOT0bhc+CQ52MJLDTv2YfGrBdpFGiHYfUgX8r8CMs7nUY4fZLbiKJ08dprSkZhB54Mk2+WZ9wWggXEyuimEjkN0srFMI6hU0pQiU5q8W+kXoGLs6TYgstdlPi4JoAYlylwwOtqVWzocKheBL15k45YUTSB9pBdEIIgNUZc56oz3GfoYn9hnbdt7inJ4jvr13yvqrAWRJDFwal18kJjDp28gwkndLmVCdJfL+AKOOsZrgo1Dr2tW5JQ/xxzQaDDqswQS1gBlZb71hlnOXLTXgxI3FAI9Ej5lVgds2wlBVq+5QDAF8uWfkP6SKKgsNenVJNQIMYofNXlBqyooRxrKfF7JTdUoY0dLc6T9ZSSSLapVC5olFwX7yVR2ae4tCYgOWyVxJCrsWxSKmNCht6MeNh+UWl8TXVpTWA17gjbRZSYMoScLfebwnbuSFguGrw7lWIooGC8laEkH6QkhODWRWo8Ep/3E0n6Ye6PgM2qMK0iASPHVqa5mSahGAMJ9Jxzk1Wy4Cwd6p7MV/gfZS3y7OGJ3blgQt/lloSyEf1DbeK8inFadtee3GJdBZ4C2E5VRtqnIrrmAaG1wLd531m29Rxzk+49Ciayzf2URS/QW/GmGCW8ZbpaNFqFeiBzUsalg6R74ir4wmvOxTjz1LqBuXeBPLYr9QtztF1kirwhYYj6eegEfUP5RLF04+ssbwOhmPlOnF4TeckPaK6NJOzlSFTMlXXMwYV14I/bw7wvTmgk2QuHWfhZgxZKFJrB07rJahtCZ55AkEXu1t6RBqc4koCixoCnFl04SWrquRRuCBE0SMouFWzOOO3Qi5pdfJihux8rOcwoqTVkb5v9RZpiXRbYMr/mvRIJSDhXQdCvOHeqdJg9cnF7WENgZBfLZW0lN08vlNQw0ztCh3wqZ5p/lCCxU4asGBXpiLcozjTFnBgpG7LV7igiVyaPpYI0Fis6aBfjIqKsj7sdHIA4B+D6teJxDNEdX4V8hdUnJJiIHL52zDwkuDzEvDAJ7XypWcRM3A9V5zt7Y5JQVEMYLMODcnUHpB42LKw2MmdLd3UPiWeY8raC5gJUmIbntePFFXhXom+8G6VNSKcdzjPnkflrKR9jvmfxFrmu8IvBwDreak1Ta4nh130RE39O59Mrl4dDjc07m3GMBL/yGF7Z7TKYy5+whNnIdghSlZzr2PEi09zNkeVR1A8wU9NkI5wy5yF1ycgV7784K2rmiXkVi5IVaVbtC48QWuTX85TzEfxULpmhnUUIU7UQwfsS1JL34Yo8z0rcrOmOS3qRySrKdCjyOpzb1YvcMTlFJcuFpTfoKj2ntl7IxJWsqXYKjwakG3nZSWam6IBSSDzqey6MzVjuFKOSNOhW1NpJyPk5XrsuUmfyok5DQvBjb0MVh74jMNrZivX9fJ0KLHxnN9aZH9edm7zQKiZCRur4fEcHaVFwz9anUEeFNmmdSYqpoz7kQ/WSRARDAa+4FJywwVjOjTjk1Rl91yJpxXfw5ztSSkWIRDYkVyUsnt64Ul4V5kEo0RduVjillooHNk3eIcxwygKr+cK9AK3xrk6ZRryILIz2C+m59jbM24UA5OAUC6PJ3TqugKYXbm1Y2k7lDU0/hCjnGqlZK9pQrOMah7XufLINDVDbrCIGJ47Pydmw6XDdKZqWI1rk2T1XVsVj5k0WogjK+oLeTbamqMSHx+MKWelbhy2KyERAF/3hGbRvr0iVPZd9UFhuY8V/5PGxIRT5KOGa2jrHomx4G3W6ETHnYjmRqYwL8jlUE93hJlTTzfJLy4XoodkR57Jh4aVMTlEFkHTTaOQlhemk7HFGhuylGFaQcnO+U1crufSi5zvqFia3rGBgk/YUaRNbNfklryU+OcJnf+tmZMM7fLMTKDKYuBQUpd18vJ0nfdtkNrwMeLhHFIRu9yodUQ2B4b5w+LqYEkjuYpgXR82JZzqNsZqXSO7cGO6YyT6E0WEdBcme98aMcBsmgeI7JRGjQq9I2CqBByKB5yieODcywUaR8wNqkcFp7QINa/hZAy6T7hwRgySeqHVT4u65KEAWgpR4QLYaz51oGcfwEMpKcIgORwSGsyIM4EbXFz1nglLEuOsZuh+jhCmTnQ3SJzRQHIAnWY5sQKBPvEnLWli8dTg5LuZCfiasWnFX6FhOUHD7vASUNNRhopkygC4E5ReCkszk2aFzkpCn4+rrSFR+mE4RPsKTouum8F2XMhIFOtrBd8vXovE2XIYuTY92cBUdtCi+SEgUwTkNfhqMpL34a2i94ZumgtPiFH3hmayVlqpoOcxiat7Fw/oIp5SMcBHbbN23v0qDsAQIxGF5oZQJdVw7dmBk29oldQ3rt7A+JTltHWqz0D8mcGIBofcXTHSRLLsDQiTb4PuPYxV+k2PRH0nT0emDjoiRmji/o41cOaRNqJ9+qNrUBmbxxckqWmHPJ+XO2ibRRq0Mn+iC4vDoxpVG2mdYzHKfTG1UZtFtd2WD03CtWehzXdZPCSyIxJRLq3Gq1m22GefGJU0rezBh+qDhnpUhhAMnlrUq1DhP6DAta95IbrwLlz5rwzyYTJKjsrwLbrhVTx5MRBP0+RoQdOh5ByGEAXlfCg5kYRSPhx9wIVksbjQbhAos2Uq8bmDx/ggRJmpHhTv5rDmKiFhowbz9oYX/sNhEJY07zCiXtMRdC8/ju9xqlxIKeSrrIWeu0Y9oWWSHQdZlSB3lwCn6pC9GOXjARj5qhWs6kqj4kToEQwxSBu/4bcLITZMz4geboJCYKlj3ABnyA0qQmMAnzzkfVoUuvPExPwfCKYGR555I7CZ6yE5IpCahgxKLdf4HP/AY4lw47YSPqyYi4MWj5Wai74k505UaTZNhb1sflNjZJTVAdbCATxtBWAG8wdApGXnOiIM4Qw+Q8N23wDs898gl23w0Dd5elaSnQpOgj+WxWpYXNMMFkJy2Uy7QcVjGOKvkjQQ0nFAiVdPOI7uAKLQfR2G01KzhUg4S4sq4qUCU/8qYlUOOu95LWDDIfotzvGRxeGEZ7jngwzjEQIm+yk3voTcqizQSJ0ovNsz0+vlm0sBK0gZB1ndu2BlCV7Zp/trIJT06vEZQkry03SR72VzGpJXAnfBRQSkEI+ajfIdz5Yic1JvocMiuT9rIEqDjvADplXYZPnxSks9idUiVZ7nzO3wWSNI0k+FipKJO+Bd0UtQR2mpYl3kLwX8w1DaPGw9H6KMD73LZCrlrrha7FqMgEVjCcC5VIPEol+A0ctm2o3banWmYrPMbCe2dwuFK+hKUNXcAm1s6GaN7DN99l35nesLboCDaOP8pqS7Drs0PLYwOcM//oQSgh18PCu1gAXSRCwl9Y2iu9bzzrNqIa0S9dU8ZRMBqJiIcpWzksE23pACkhAQ2BC65TFxky4AkGSDnMoloMMdT/Ill0qHFajUnzcXrumjZbYo14UxiN+NSVyGRo1NsgzAtHPtdz8MSvfHpqWJcwO2eBofRomLg0pJRFVcJ86ArPtmlZ60go9viyXL6EO8MrenJTDQkj5XQISMvScaVFljNexfWNHf0mlNn+DYuCOGkHV0BpcQZu6oTV5DE4pAMAcW9CEzIIHyxBYU2KP6G7v9MpwrPUrzuLEWmuxQfaAkJmDXgo6CaCRVSGO34W9YVqNK08EFYIA56lIxTWtl80oGghtAngSRnh8KphEFIzBVW4ApzCM1Me4usWCStmPPyUzMtPaXNCYhGzvTAuHwveaLFHgydF17WgdxcN/ihnJjn6aKn5AgmIcwoG+5HDvpirGxnPj+lk3iBsxA2Can2Vy6Lqh0D0uGUmS2Ea+n4pnEJMZmjcWl359N8MuRGXgkTyrK7NDq82Qauh6J43d3ZKC/YQIruvFFWqJHDUEsw6uAa9V9CR6HgqP0YzHtacpUZV36NmMDVmOgkmBYzqOIaesqZuSvEZhnQ9fesIk6igsoSeHuhsmsj9cvsEghyhJA2FhEQIw8nIu11ZAeCZFklUhIr4bkVtck7DCYOrJ1P8SXGcDFhPUuVIXQDnBBDReFV3tm+OHWRuhiC5uJ+tmbJ2bExhlDA2Xt2PJyIYHooMVxYXqTCHWh2PoqqEPhaCcUsT9BIgh9eReYdmn00Gi28b+R8TudYvsKAzBiJM/fImiLcCE8WFck7oVrDTwhzxRbWUX/tAkqpX1Bu/MpdkMOFYSGxkyA9VHHPVSuo8AIKLSXgVCSm+clnmp9xKJRTVjQvsQEqSleTfdOK5pss2Qi243z5llwhKmDbFkE6L9yY2nIFfPIwvi7oFPMTlMnHduj6F+vzM87oVifUKim7FRizkmCScjKZP81DKUfz5bJepvdsL04uZASaP6TF9yVnLU/koicfkUyURMiWHlCsyCGI+dP6S64sLw1RxOc7OYlFWIo5ySBRQ7BBV+9AT+O0OHlqKMNq4NJOgnmL0g6yB6HEGUjlk5ELRZ3ShzSAA0W+CYo2LmzE55fRqpGOky8C4Q/KqhkjG/KathBC7iqxmhyk5JYNobcWYhCEr6F7X+I4ekSEJ4BJ4tJU829dvM49+PWMPJGOyadyCa4wv+hiNa5z1lJkyjSJ7duGiWHTdBN8rseMVBnBPtV0DkzYMj9Xf8axpYvbXUkRbhGw5ekeEjcvvOJHbsCXPUhSVQ8nmZmg9qzpyVrnGVBmyopOCbIS7mFWIy88RTOBZz3zNTImto8uXq5sk9RSuGmcGPOh6Qt0ehmXXadImUpLODih4tDQiyqXLRS+GYrQ5R4Me+Imp2dMcfye1V/g1Q0OGnRUElOugw5eLEcwxpEJJpQcefCUszYUWBdhpZBr8bQhSQyfMEvomXWuCncBNT/KTxm57ZCVIIUplCOO2iUNjPMcSoXVG1KsLDFdiCVGLioVfaKhsVfS7Al5cLRIyvIDhx2wqjzmX5T7CM+T2F+yLINGontcTVl1Go+fb1oL5baoOAcnGfDqsnPkVB0bD7sFAsWQRggr4iX3JCkq+5k69BbNm0CxwGWrlDaElGTQFCGczyuHn9fzbnmNFMITurt1Nv6gW8YujgooyyReRyBGHm/JS+YYrVNQnoRo3qKsojhLcQHahNcpstN003NcKvSTVqaopCyHDIcfG2px5JZWo4vT9w16JiLQ23oWIQ30uS4OgIauks7nEdJRMO/SN00X77L2uKZ8TxIXvwhSGee0DOmmlI5wdEVEzuVRjSgoC5Q3w8ganQ3Qo4+VCW+q57Ie2g5SKoGfw65I/8Rxc0/Wd4tjzEeViCnLObu8cbpMv/Oh8WU5eU5UgLhaIBkhx16Vwxrn0pRyvEwqzflrK2RX8MfFay68Dj24RHUcDoeozrXvjm/xQ9ndEJnhOmu1QtAD3h/jIJU5SF6ILUQsSqg+m56flQ2lZioh21xYYvk8KfZa1u2FsTZal/NosjzTzBtJIYnEsR6phYNSbcJozW84jmwZa5SDC18eTFunlL02vPJ5mTIfDUtN3MPW2YNIRCp6qhxvCU8xxL1xer7L9dP1OsbK9QDMR614ijCUFOMTmqI5KqMfHieLjIhKpkWypyiL06sC5OIbwtrTrJWNj3AR1CLd1vxQ5EXvqY1Bn67wo+fwctZF8i2CKJz2Iw21Ln5wmCgzY3MkDZeyO0myyO6P0Y50a64YkYwWwy/lAjyYmDzXjaWuJMjBN4EvqG6YXmMM4R5ETn4EoQZ67HLPfqZMKE1ItoqcSzfh7qykd7ke3KVLMGPthaPlBJKRPVmxLAckVOoFw2407nre6l0VcCihJCXp2JgYw3qEw4T9ZER+KpmkB7Sy8WfwK3w8haGHm9keIijhlWiNeo7tlo2OoxN+jjfCTp1tPCtazDohTsTFpBl2h5buWqAkVaZEea2RFBFLgGNHKzRasczoQmyHPGEIKQfQZ57LkyslxR0MeuQWGnncoyOF9B0kZa21YYKNLVSJPaMt0/A5axJOhZ9JLMmJcCkkD8RAKUy0GQ/hunueS8hKxiB0FY67KAFXXBwP4gFP8QXz/Lz5kMhY2pbliIegVibjnBt84LYJ3eN7qSrPda+bWMc4wEKkC7altkvLxqDTGR5YSCxppJ4bt9uDyRuHkFgzCIYuGuLJQNiWBKtJ6ihacsXMkhZ5J8VRYpPWhplENp0woOLDeNAe4weTQ5anxw/9tpYyWouCfC3glTdyOQhrruXjUQto6WnUGS2FD4ruGeOSAS7Fbo37QP5qvr5A0u6irWzhJF5ZaLSEPMcZmHoabNIy7M3LO8dIezZwfIN9BGVE4VPNmhiEAZrLVHjG5SlokNa4+MFIggYH5gkFcKk445y+cbGrlXVSjhEij2RVNDZcRxdDiUsLs9EsS5UNqY+4dHZgXAchEE7JRW6UgwIJq5VggBafyhVCiq7xovl4kl40jlm6GlVmXr4kZPAuOQ2X1uZlp1yImFODMsL0MG/WEhKID2y/nufKNM3rT324kEs1I2E2KisWrEJWrCVzoCX4NcpZml6U6tImVBEXDqBlebTUCkcke3akw24p2Dd5lCKhsVvZhs+TfCy/NPLgbwknw1SE2I27lEBJbp4zGg5LtZB6GZJpjpk9ueycN7KsotYRvSyTOSU0lFKRXkOOcfHnh5iSSoBLkS/nDpUzIomSGFKVA1Md0lrjYj15VKyRnRg3ttBNNv2jcjejUUmNvg8/zhjj0nWKfKUyYUQNnhAgGNykSjZdZKZHa7fbFV8jmMu4hqvR8DUHGh7lU3DakpAS95F3+Q26mo4JlOHSAwlHHPQKa7MCyLRXJ09tZkRWci8lt9Eg6Ntkp4yGsESWOVs2aPpvojWhzwbDCGke4TfBDW7205r6uPNjXaRE4pG0hAlDPonNBQHJWbsc9+IYnq7lZNwRFKSUFNfgEMhgl3kbsstsmJrJMtkUzyfYQwrOjB8pP0nOc0FZkwEYV1UgSRJeZ+XMj8WGb3hHxqPLTfIYZ2k2N+5TlJtxhIpAOXTL1uv8tGor9xaQiIKxSyIOUWIXQQs3ELDmbKlqOgzlPLGrd3CGKf6OI0B8HDhKJW/vx05ppBISslKCo8hTBte6bXPxjtyoFVVzC+kIlNz2S0zBhDluGpfH1XGSvnMGQ8VMebcPQ3qeZXTKGoZYwoOsWzVrBWbcQkiQIllEFAeViOomzEvZG4lU5OjcBu+a5hlyTJ6LM33qEDVHmCniYcDZHiLV7CS0C1sZ7rB0h8mE0XIbGl4Ilxow8s5I8EHD4AsbKEVhyYIavqwQ4jNStjwmsVFAwEIRAa12xhriLOunm66VxPqifpVohLBGp8k0Bi751w0Kjy2n5WgQnukS5pXnfT+yqWwoESu73rxyDLOkydoKWcVl94WJW6m2kPWQZVDaJayMg1RDl6txHCzb9o26z71aUVYYjUvGgoLkLWeigBBklHgI8Vy8Bakdt1lEUyU/pjh44JsAOnRZlBd1znYxAzPSMxGSRsYV10pBHbkILEdPhpcd4tPPhVFhQz13m7Jn1tDk2aySeGPaHllBrpPowX89Nnv3c2PW5IUuZTnGznMVkZVIyrow01JZZYavhVdc9iA7zl6YEyWI4fiDZm9dfkrMTHYrm6DHn1OmJkySUYRrJfphbbYNIqZSB+UP4nNPafsEXRnxNw6JJP3noMPRdLkBG9/OkOWnQpVpgnBImKkkhK6kR8dghbmDXPKyaByQI08nlAO6hptezHew+NpnkPOUdO9G5IiCq/Wz4gqscxYSnbrDqVrHX7xBb5FUK/KqzhUZzzi6jpsDzklpDjG04ZI5hOqMkp5cHCEBoWPrvCLkQDhud+kOUWavKSoXbtFQdVaINyXMPB4Xs1oeSz4vhQEmw1dgka34bPXiGRzxYAwQ5iWlQ+EFky7EUiaMH8hhqkWYpEWkjJD4NA/LiRN272z5SGgxq+vbLN/EjfcZsmSRGau0I9daMpAYtmih3sK8Dd+mLmRtStZZc+bHNr27ADYhelYYdZ5VR4h1nuMWyxiNz6a3It8wZ69dIRXjIoMj9ip3NudyQE4VNwXDcMPkCpXZsEqzSFwYRV6BcHnQ0vwtB3biq8RfOW1mA7MSF2nKPMsmkAodlJJ5S8FBeK2wSykw3jSYutOy+HVYkUHJcwj20JBc5sOGq+/YgNsBp1H5jpo61uqMWrvIydEFqZv0wU87gMvmOZTJ0pMCfAQYid2zfIELjzTDwbgvvVoXbLGFuBShavbGHYZSc1GDFphxpA8bamRkn1EvSqnhi4y0TVLtcTgFLWZE9SwGFTRL3nlEsJcNUTg+36PxUewO8GGt78+SrmHhDUWZNDmY/iBBRgYpbEi1ZUaOBHDSRkxScl7i9CRANpJB1C4nocQA7vKJ2LJPH2FGodFgpKfkDQ0pn2X+HfAWjGAuWbFfdHDpSny1c3N8U1jZ1UGBIVxSC76oI9b7Szht3LMxGOhhPDiMOsOWNqIZfsM65o9cKkN3d7WOTBshSdbhmAvPtQqfVyCi004wyiyCBklh52lHgnlRnjQOnY3lyIjBWar/XKqHAJq5s5ZyZfzQSuAW+tYwg6ZEag4OSCx46y+UfMNnq8xSmgyGksxLGU8+Y0maHkdSVli4sA5HaJoJHdukhCE2O0NAKSriYnmWZh46JoZWlKoqF5NadmguPhCmIeCnXSms21gwIQPkrjjUE2ocPgAFgY/At4E+0mT9vJRWAz9NEivNcLeysAyznM0NJcrcWOI7vuJAE6KIGYvTAyPzONyQMhKdV8xlshnlWeu2MRiefRPmbpxIaUOB+veERFodupHQjIw7RdM9wOSaMIy78lSXxzbFAjd4jR4VwjQTGC41J1rCPlOFoRX3YgmouO7T0NMnfGwdnLp4MD+M4zNWdlXE3FjnleTEKKYgvfXEg+mQR5gQnYkf6KwrsaDwKClPWdAZy7dWsFbuGUO99MjSLGqUSXmPyAf67XG5MibCNKIePAoxpYciwkW8+PBsZW208vzI8f6zdtfOsV1ffejUaGEwm8v9RnFfKd+TuTj4tj8d7JocLeMDYZ9vDCw9F/U8rwsfdep10b/A93IBvHAfyc8Y3pqk4Oc8+qoUBLEu+QZPjuGjtVfxB7FVMf6sC/7Cuy54lfP5LXwOP7wYfN4FX8Jx+BM+81at8uAV/YvRQfgTv/C6oznft2O58cnBRpArTlYeu4ecRHiPZPY5zf0dFYThCH3lw195cSCaaWQv3zdWzOf32cv14M837Du7q5gvpWKjo/19/b9+PH/8+N/+lPF0KvW3PWU8lVr133/KeCr193zKeFd/8ynj6dTf7ynjetFTxvXI8SPxYmNWq8L1w5miPl85nxsOrgzt34u3JKkP7e/yRqf06/75LYWZof37u/zS2OQjdz/09tTIrsP+4ePBfcdHRoOLY9ePj40+G9t+anJ1MRdkB/1d+8aqhe2NBzvb75lfemjvM3OJ+aXPPJdIpFPp0/FU+pPJ6EJ8T/xES3c8dW7FndbUS8tSR5el2peltsUSsfWt6VptY/fGRPrE/7C2LZVe25qq7f713a2x9NYPnYinEupcYiKWSi/EU7Xu7rnW08u2JtIHl2EbE92/ttC6NnYnkVof37Bpa+tCy4HEudiJRDp9ujW1/gMLrUdi3YnU6URqY3x9IpU+0Haj7UQiVZvrXJ+oHYgnEltjR1pT61pT6d3v35Nob9nYNr9sT/uGlhMJ6K527oFzcOzW7nk4c641tTGB/9K1tb92B2ZUO7BqayJ17kNbW4+0wAFHPvjW/7QAPakbbfOttROJ9W1pmM5C2+62GChN9x7oZm1rbXf72rY7MNp0Dd5DE9+dS6QWuo+0pWrnPnA6UTsGvcK4sbP0VpBJt3cgUYPT0+tbcTyJf7wRhHMucSBxwbsRP93WHetuTV1oSddeSiy0bHjfwbaF1lpCHWmrHVkx33YkthGmelK9lFjZeiEBI35rWWq+/aXENni30J467a1MbFSprSp1On4nca7lXOv62Al1IHau7QCIL7V+2Ty86G6FN/B/k3ovfqL13P0n2g/EbrS9F0+0H4ntaTsYn4MTjsBxc/B/Qc0vS6hUbeMDG9u2dq9XJz6wPpE+Gd8YOwgyT7TV/tVj0W1FkN8CtgcfYdtzrfOxRHsKX26Dj37Svuxc2/q2xIo9He3LTisYVNt6kOdL8NW2jk3LTrfW5uLdrdsSa2ObOl5q2fT+vUfb3rsHJnEnfq4tde4fnYAfbTALUJh2ODqRWpc43TLfur7ldNv6lvVtqfWt51rTu+O103GS6bpl8KNWO/34nUTtBr4+uWw+thDfjUt8Lr21LZ16Dz+9E0/D+50bYckTv8x6OBdPpyYSz2/EX6e34rt07fTn1iZSc127UeFrB65sTNxYmtq48nR8onak+3TrhWitOzGXqIHSnkica9udmKjN6fWtqRvQYXs8hupwcCkoQec8tjmHQzgZA91M0DBXLqvtJvWtrf+t020nWtOpI4lYLV3Drs61gLJs9RKJhXvWwv/u1oV7QGnvxOElvE3E1y1LzbUfiR/Acb3/qZbvLV8Gmj/3vgPxE9GP/QHo+bkuODx9BGY3f2MuXlv7Pmgl9r0/aEnE06SONTBRsK7dbUfita3LtsZr65ZtbTkRvTMIp9Tmt7bH5ltPmDNL5xIH4jie3WC5iY/sjv6lXnYCf6zHH1vxx0b8sYrezyf2JLa27EYrWHEgcSLe3ZYAZe2Oz7XBwHe3pbaRRA9s2pAAYzgAFlY70Lq7daK2sOI0zhu+3BRLH1gGYmpfmoidi9dOtJ5I1Ba6joC1nwbpTNwBWa8lUx0GIYPFQEcAA91rQTdgPunamWWp7l9PJFIJbx6+Ax07kEhB+/fCWuIC1xbw5HkaBmDRW8sOxLYm2kEbJmrrf7YRwQpgbMHrhr7OLIPe4LhzE1tbJ+6sSMRRaH/55WiilVpaaJuobYqnNiVSa0HEu/9oLYyzHY3enm69E/9kdOmJxHzHkQTL+lxr6ij+uhfgLTWxKX4AFn1rHBADB3LkQVILEPNpEEbqTtu2X3qpbSE+cfrXYAEnNg7CbHarA6BvWxPrW+agM9Dp+Xth1RYSC/FNy+60bAWww+WZu3dta3dLonVi7v751tTccrDJ2h0DYAVSRtmeiO6+Nrd0fWs3rNMcYNwctnYAlRS+XBvfsGzj8o3YAGLgS7HakcRb8TutExdiqd33doP49sTohHVoSGBN8SOJ7vgCiJvaPojCPRqrHYy2x1HgmfXx1OkHFsAc1uvd0ODC+jlczfVg6WjAW+99cisZ1J34Ub01nj7RcQfarp2DGa19fwIkkUiAfAHYTrSdbtkIiru19QBILFVb+/4P/E70gDrSCvYA01sXm9j4y0da56Gz99+BDmLzhO8HProxXkvENyZqu9vutGB/oLTnEhtpzU60zMfXx6BT6H/bsgvQx/1bW7vVk7QKp3/lQHxt4kDLgTiA1LIaHLU+cSR+DlTrzidXAkCei38ytnRl9EQraN1W0MC1MItaN8D83D+CGa8EF/VWvP9AYn0MfGPtdBcKe33rsdOJhdbTidPLNoI8uuO17n//b362HER6oOs0CaF77ifrE6fjJ+K7W7oTB2IHcAG2xbbFACrSqXOZ+XhtDvo70AKTWts6cU5tjcOC40QXdv9kYRkAWO3I6o2tR+JHYYXutKXWJta21cADJghJ9sRggNfadeKevsHDu1RmtLzr1OHtk4d/1WzPj3wouJja+fvH7X2X85P7yh/99djY5O2Rxsiuj+aL2eBy8RPRMSAsOw+duGf3PX5Jl7QulYwtmZK2ZXhbsvDD0j9dMl4XfOYrHw5U+HmgSvCHvtNl68PrMjXh43l+GX5jopza8fEwH9rEA2zZ9mEjJV9X8MuSTZbx7JwuY1dl/EQFJTzat6ps4csyfMIHWaB+PnPBZJilvuv2wXT3lLAoSPMBi7dBVVjxo+TZHJzvSOqQY971xA6+J0ilZGEwvoWBwcgssE8YGWboAiyXt3iXmIp1OcwCzBUTnj5uaga0hY+f+ErjM2LgTAiR8WT8BO9SaHv5nfa1PIYLqyDwLLwIy6cTcReObsEPX5fpJHhnClgUhe3Q803pwTWwGvQJDgtW04fFwtu3wmp48NryisGg7yzNlXKlAA7LQTySTCZz8Mf3dSGHF8uowA+SSQNCgQEXgqTOJY1ZWIrL4ePF1Ipu8gPqEHj4SE94BQcEqB70cMtyoHDM+NQOfH65zyfx0+AVPXratzmMg3J4T0roCw4FWSo8Fr/solvu57zA5DyfWrCrYCoBZcV0AEIJkp62MKwuj07C2xx3xfAREXQzmS44W+GoUCbQBf1W+Be+xJl5ugAfKB8HCb9UgTIFgVJ8FIymgI+DQuEYc2LpuaVB9z1J1ItSQBvnyuRM0kUsQcFPGlKaAGI5epd0N8vw8WOqSdM5GDg/qi/Ac2H6vk5CRJ2ExYLjCxQnahQLHArfFfDYANsFPcgpXYAfcJxPRWsczWKPORhQTqMQdQEPV4ofmgErCcMPwo0biCE0LDHXyCnawIaVxZ9JnSzBEoAOJHEg9D/AW+gleWdJwayDpp34J5bujlZ2+cGI7zeKp45f3LersPrivlNXt9+8qCrqje3Lo4PHDiytNLY37vqTSfJvMzZVqtSnRivPTsG72xmQ9PFpf/XFwqHqY2a9f/ADJ//xnhT49FULyxeiB+/bvLm/r6//TuvCR9a3bIrObNmZnobAaVVfKt2b7u3t60vN3R3wHPrWJRjFlVy5/+n+rif3QsQ2M5E+5HmF4Uup0bXRuvLPRc9XIO4eMfbuAW7P4896Iz9WzwWFSmlqdvba6HBheLhaHS5VcrnC6LVk8e5TBhvHR68MwUhG30iflc/2LY9Wnq1Xp96sDCaD/NiaXbnxdG/FXP6oX8zp4+lUefVZ0KrKsJ+p9JQeSLxwdNnm2nPPDa1K7ex97lDvsRf2H0qlh4Y2732l74UtvZsPPTnUu2pi86FDh1L7nzy0c397tD81tP9bm2OpY5t7d/alhzYPDR36UW/f3v0vvHBo8/5vTaR7n9z8ws7vPxMbOnTsuee27HwS3M3Qqi39vS+kjx061je0Zf/KaP/T3n5v/0T65aEXapsnUod+sOVYOnXshVd29u+JptI/25J6rq+vt/dQ/1D/T/a//IMnh47tPRbr3bnlJ7X2aO3pVC21v29o/zMv9Pf3DvX2ba71bd7yJPzeu/9b6R+kdtb27ty8au/e9LH+vqG9qVptVe+W7+/fv3Nnb+1bvX39h7yJ2s69Lz/9ZO8Php7Z+8qh1IboRCr9dO3Yj1555sln9n7/R30vv7wFPntu58t796+Lpl95Ov2T5yb2p7dM7N87lO5PPb352EQMut373OaV0Z2x/r1barXN/b39fZu7nnz60JZ0f39ty9NDvb0pGOXOQ+nNtaHa0ETvXojXUzs374n2/yh2MDoR7P7/pf7/vtSXRBu/8Gf1gY/97faOtrSv2tg+qAfPFurjs5PurHG200V/9p0qZILtwWTwSIcaLJ4qPlv6xb4W/Tmba6wZzfUHI5fLQblig1ypEssF6eGpKrwt+KVcfbgAbt7UTW4oyOzafrY4PvVsfXimWh8u1/368Gg5Wc3p0nhpuloq1au5wM4E09MF/7zvV1LXXrsSFEp1a8YrldH6dM5WqoWYX58aLgWJaLkaTFVHc5Vnz8OP0qwZrvilYMQEzwdVldmeMdnM8Uwyk/mT6DW9OX+qXJy0yZlC4ZR/uGTO+rnjo8XR47vGJmePl/75tM2M7Cs+uPTS2pi/+kx0orh6zZoiTMWvJkdOBZnV25+3Y2pMjdQP3y5XgLcEhWFrK8mpkp87b6vXKqZaBbI4EpTPlgunPhut1zO7itnVmYo/HRu9XsmMZSuFfc+DD5mZqYxUi6uT2eezlUzPbKkEA58Zru4rg3PWl2PHg0Kwqu9iLFe119ZU75vsHVxdPDVUKpQL5UvV8shYqewXKjOVSt+VUjU3G+Sez74xXNg3cM/19N8TyacOpb1Vq3p7GdDThOhb0kDvU/3pVfs3w6tV/WnE+FIdQL68+VJstD+1FyxiS1/f/lSqd28fmE3/yuiqVP+3ngYjgRCtNweO4HxdrSkHY9WgkB8uXC6eWl2pdPYkBwfHsmPFas/II1H/VFAo50o213PfWN0vXCkNj85Uy5uD4ErBH55eM5Y53rvrYuXSa6XzlTf77Wvp8iz4i2JQXXPf0v/YsuJ9kfs7Lk+qSCTyry8+oervTM6+O3S7rfi7P7344n0tf/7E5YunvjN/5HzL8//5D8/M/6wtAl/Mr07VvvtCsvV2476Bi3OtX6+vKF7uXPHh7XMrVvywa0Xktz99MX4x0Z6YH/Se2nZreSzS+cCnVj+8vKU40Jj4F2OR85GBzmJkedcKtSYW+bzq/m9bL16G48/env7Z7138ys3OdzpbBgaWvDMfb7zxmVtzT13/vUjnnzXOXB6IvPiN+uVi5+qHH/n9z7w6eXPJ8mVLHonGdjx261MDLYdn1907MF8c2Nd68XLbwBde8BoL7YkNSz4cW/3wSEst8un24tsffifyVGTl54qtNx9a8uDEqn0DA/P3rXv8Uy0D0Q/Xyl8cWr4iUoxEFpY8lV67cvJ/H/sXkYV7iwO3v/57FzsWOhsdAwMDj325442P/0nn9s7Ir/7VXLx9sj0eiTTeeOLqrfiffPvzT751+alVR5ZcfPUDq7uK301ELr94oX599Yef3vP7s9uWLPnskkd2jG1ZcerQiljn0jee3vbQ5MmVD0f+dcvFzoXI2aHp80d33PzS1cTFhVff6Rl4u2V16uH4pzq/9GXvw8XIx2PF2qfbd6y4/vv/KVJsXVksfmHb8siSX4pNrvzAyoGWh1Y8fu+KlsjnBgY6F75+saNlpLgjEnlMrejsudr58SXFxJKWs0MDqx/e0zZw9SvJ1kj9X37tg0d+Ormq8bWrLQMPtbz94P+6Y0nj9hyeBLJWA7cSZxpfmyt2rmgZ+0pkfvVXYJUiA5H4xUYkkviCF+kstr/QMtKSiET+DD6/9dX2yLazE7ORyNn/Cj9vd85PTiS7P2BjQx8YGIj8k5Yvrur63Is/iUeuvlpMXPxn52+W50ZaX/zGN/r2DUQiX709dvu+lsjNy5ef+eYTn3noxBMf/ID6dufxq9X3jS25/fGxz+wgEUQGdkQ/vmxFceyF29F/e9/jT6wrFgcGdix/ePXDj5VXx5YMtLzz0KOPq7EvHX23o9Ub+e0jq97Xsi9xfWT13PzlkYe2v138gzMdL8Ze/UZH/OY7jfYdD42NjR5b9VQkMnbjsf/a+eEP37vQ2Bb5cnBUXb5TC36p58UHLw7AHJ+ONH72/Ji6Eyl3PvbGP/vO0ntfffj+r7z/4mTk7OzNyNiVxy92PhVpXz75lec7xt5Vj731w1N3/tB+/YNjf33vN75SffrJ//L+T52qzl1sWbq9ODe/+8mx9sgXhua2f/liZ0tX8Y+8Pz769pbI5X+56ks/+NN3v9dy+ezttr/oXBho++arIP6O1rNfax/oXnHha95Zb+HbjRc+ePny9746pj7/ZvrdW4lGevn1390QubX6xVtvtxx/afJ27HLkgd7IxfnJ8q13509tmzv9zJ7Hhz5S+607O169Pre8JfLOwtz82IUnt/V8I31y3bEt/3Z11+OfGRi7tzP2w2Mb9o1Mzk+cX/X4n3xuSXHgkR0jI2/MDTzSk/pfltY2fHndMTXwztlf7t33WLKmHjr+UsvIis7tjz7wuLe7tz677RZofMuX7S91rf7y7x7deXn+c19YMhdZ0bJ0dbEYa9mx/OnrLZ3Jtge3tEQiOyLRruKSxgfHvvzBlos7Hh34wspi/OKXNvxK42jwu/PTv/3ox38lteWB2jMblu34UGRg363LjfS3//R6fN/AfOsAqMWS+Z7Zo/UNX1aP2xW1kx9YUTx7c0XLQ382VldbO1t2DAz0PNyi4ufvfOT8E+r8iZPlyRvf+zeR/xD5L4MXnnzmibN/ffnImz98qr2hXv3nNx5Zcn3gsZXPP3nz+tiTE0e/+c2vlRe+/NMdX+9491cbR7/yrlox9/CL3vyJr0zfOhppHPaeuHX18xOdcwv/54XvfG/s5jcnPtPwjqjI299+99bl2e9F/ng+MvH4N89+J/Lpd1rGLnzxiTvf61zxDVi6Ja2RVy+ejXxnMnKhc8Uz12/98N2xCx2X3x37infrVvziO7eeOD//xA/++D9/OnJ7x7tz8YvXn/LuvNh28cVvd37pt86+2/hv3973e97nT37lT6cj1ycvnJl94ZmxZ5760a2xWwOPPrGkZQAs80zkdvxrschfzF0+O73ui3/a+eE7A19seB/sSa44+0d/+WD7t5/Y8fbRgUe/+9WOgcjAmU9PqOkzs49GXjjzw3fm303cqj/x5MmTl29F3r317rvz3353Hv7+sP5b33vxh+e+dvKFJ9Qf1k89cfLoUy/eSbR88dX5r89ebjwzcXn+1ZNn/8MfOZ2f/Os/2vbpsdmbs2c+Gtnx4qqW+J/Gv/LiO7ff+D/KbxfvxHa88fDlyfLlWwMHTnQUf+fWtx8t/pNH57/xndpSgPiHVsS+sS3S2aJ6YGQ7Oh/a3hEfs4ltLQMRu7275fJXhx5qWf7wkn//6TG1ZMWHH+6cmDg/FInPXvnGu4fV4596aPXDrx77GsH8ks92dr4Rje0qAn4Wl2/pXNEztvd3rn7ujRUr/reTK7+06pHVF4oRdWriVtvZyM3WyO0fvhG5PfYB9T/+1fTVj3050v4kGPynQP3VhaGxK4mBM5OPDrXebO38T4kdn26//vVbv/925PrC0qO/FPnUV9uvrliy5IdvfHbJCgDWw2fK73R+uOXDD490dsZW/3Dg1sCS+ZZv/NWt42dA1V547/9m722A2zrPM9HvHOA7gCCQPDzSARguRB+wBuBRKfVQIwCqlpEymUymk+ncOQe4AOVWtoGDgde7200BnNEss7d3C6WXku2QEp2MnLQlJfnuuHGylMRkxonr6IcKxr2Q5FZyMu0Qkh2x27lbi7Ij7mba5Y9t3ef9QFKyk97Zud2dndxZ2KTwc873vd/787zP+/2AP+i6Y0t24NwTsNHhYZ7ZEjn9oXTaPXXwdCd0XA9cYNP+jz7FJ/znu5qs4xq78I1LHa0gZGmuLM4sPnMWgv7a9y5ydu3YuaChbF52704cm7wBYJznp09ZhmJ/tWsze6ShMr767WPv7fXN3wqMvBTcRDka2HuluHD19LG50Zdbm149Ps1GTnSsbg4sbvewesc+IKRB2PnVdvYY7bwwNms/1wsTSHrSZ5Wsbv5CJ6SWQgy2sbr1OZ3FOFNjZdnCk1FfvSOj6jUWU3M2XWRbkiUxR42xgo0xq1wKSZaZtzOWlWFMf6nLsiVrXh+dPNZ6ffPi+7curU706erLizd15JGRnJG8LN18hDImX5i4cKrjlRubZ5+fP2Wz52ZX68EbM8EbX1m+NfHn85tYfbqra/Px/xg4i0C5+9ts5r2lq8yZmdj//c47zU0dTA08yVY2cQiyPMMWB4OSNXNuoXmWXL0evjoxC81YQTYR+ZOzwYVnnzjwR1PWajNQH27NXDrNzu1ibG5+ix5TMqMVbtyxZA5FvLv46nzs75M3m2zm3O8cdtnQjxZsvWY3u1vfOz505AIbn/yzhaWm+f1Tp84/9YfvGMo3FifO/qf6QefuilNadYoj2uVmTWKnj6eRgh6J63/So1tsM5w680azOcGNkM6zSnCVAafONV9XeUfGem2d+ESsK7/yCerTealrdmX6YOsKb1155ytvv3b+qaWpt5fH317q+E+vPbVyfvXk6tn9x2f237/SuDq6/73Vv1k+17xwfWnp7P7ps6vj7/3p7W3Xpt5sju0/8/boB0s/Xj11cPVvml3H9k+9/drby3+z9OOln63+bHWlcWL13y43G1d3hH5wf/ni/lMffO3t599e+tnyhf3X628vTR58efX8283z761Ovbm83PjW/pP3/euwuP/k2+pyY/nHK0sn91/Yf/z26o8n7i0fe695qXls9dKbqwtXj12HYGfv1y+dv716bv/Jg9euv746dW/l3B93zD97cGlz8++aY2/ONF9+auaDuV9d/vC5qaeuXnhqueuF+/YPDl7tYuppdu1cx/R7Tb44Nkk4evKDNpCee6/5g/vPjTcJTF+5tXJ9Zer262fuvXZ9ZXJ1/PrKqevL5++t/mz5fHP0zeb5D64du3/l+MErk2NsbPXM9effWz55rjl24frs82+uLl07ce/apfsnmqeuL525vnrlzLWl883Jt48efO3etXOv3X7ug+eGzn/Q7Lp2vHnmvefe/srbV59/7yvvLR2//ex7zx9cONu8+MErfcn/0mOpMYXdeP2D+pvHGUHy8ujk2//+veUfX528/uuT966cv311+uBSpLnjZv3Nlb+5MnV7Kdh89YOXPliavt98de+5ez9u1oem7z125HZP8rLx9wKwx+//4KnVk0PBpTNDZ6bfXD5+/dql68tj11amf3Bv5U9v/+D+ptfvja0e339y/9Tq1O3m7Ov3lsZv/+Ds6sXVS6unVi+snhe/6efS6tn7r91fPr96ZvX8ydWfvX77zupr10/ffv36yvHbr99/7XZrdfL+yplrN5evXrh+tev/hN1bhw9emfoAiN+8eO69Zz+4tnTt+bcB/NemN5C/eX/l5vKlVb7UaD3/5l/cXDp+37Pyaytn9r+3dHB1bHnf6tjit86f7zq+dO6D5cbVUwe7rpzcf+ntKzuO7L/45rXJocm3lxtXTg5N912bPvjNg8s/q2N4772y/+L+6Q++/0Fz/OCV/V/ff+aD1Z9d+Vd7mKpnctYtzuxZtoVDyVH+93XW/OqNHJ4/nCysC7ypWnb3PzJbTI4Gzp69yDYDhdW/+6d/++1OZne9dnnG7Zpkn/Z8nd1g7aSRs5tMmrtxl9ff/C2Vr2eOv3z3lKG89Jf1bQcW5Oe76lP7GLJHXr/JnshIqnv3XakiEki9SRnk5SBXv/fEKAoV9t2+l+e/e1BaTsduskqm1/7PTTb35SeaL/XFlRaqi9Wh1NgVSbENtnwVBBwqmeisEt86+s3WuX0JffO/nbjh/Mq22IvxHYBrxqOKk8xHw7o1120Oj1gj/FrPIQmQqziyVk4qzJK4Y3BLSipcYrqRLzr90rDEuJrrzw9WLJtZV0YLeF/l3UwHeNLPJ34B98uSGXEcOS9BolZPheku47zbUBqDCSUkGVX0otuSw1nM0V09p5asEdw22jGxTRr1WXajv6q7SCATifG8ZDHVYaOJPJP1T/SEjsQ/1UGfNVhu9z3IyvThCR9uZ/Zcf5X+ZSUr+nQ3Moty2OfgLj1kSyw3SJ9Z/fmSxdVo1RocLindrCEhick6LqLW27/W+8P/5aZkKCyZt8100scoV5nDyGsF1hj06bkJPLftEzu4XWJ6g+nQm6VG8zarj8fzJdSJGS2CNlHy6h9rmK2rUmeVwXTEsp2WmXBoaMzqNsIszuDjEFlnyfTTEG5Otm3dgW67eUOyQKHBpkueCjKyvqaTT/ziR4ZLjqdSG4zEQrxf0R2m66M7jFQiDYuzmKFgJM4RBTp3rWheYg0mWXP9tjL6/R1WtIrWVUsiAYQ+HigGv3jI42t4Co5lqzEpbAu7Mj5n6DzGkCzZRKJDJmXybquIjmtMNcINfDTC5yA1shqXHgyfEWmoSJ4hxSpxqVY6scMqNUCV0T/MhvGCjEDeqEJDUrUKV5kZYfqtjOSM7iC76oqsc0na8EPxy7KPMAzUwRPbiOMi+Fzc1UkkalA4Cmz4vR2ONaIbwxm8ltQHo0SPdkFirg7D42a8ytiDw6hGyR5mEKl5JsgkOwYdMVfKZWzGu1V9QwQ0b4cczQdSxfCD+w3FQ2GmhuziJyT95K+CNNetuw6sL5HL8rkMhq5FqLwmYoa8wh/4KUQLa1Y8LyFaEEOuMRq51Y3eQb10fWYH6Zt3h3KypTLpgcNZIeY4ScUcLtELT44bVtOe68ZdczKNFXI6ekFmUjsirIJk2PF0XDEjNRtkDtdwg8OvrMOJbaqe6wZDnNnWLcgfbtbTki9ZcFxmeZRYDk5hz7zVmtgG6U3FUEa3SfZaCKeUrGLkM46RSh+yS7yko1+AGYw9OKzqMJyq0z8sxDRfNh+tehB83M7mZroc0M4GeRPGNbqDjDA4oOukc48Vj4eNeNVIK0mfwW37OzvQJBqx554hz8WN5RLzlK2MpyzGxrK5Vkuy2Rx+w4LwN7xISenE5VJW0RIK8DDM7YkduQzDgFn9SRgIGodrOQQJGcv20F12m/v+IqO2ta404V+czKlCCCtkaxWrxOR4FYiMyExiVBhvQXK1tJVOlR0DwwgnEZaqkZcIVuD3cc48rGygc0ZQyV1JvaZydTQCX9UqRtgsUw92iyyJNMGWUhIFO5inngX6H97G2LVW9xGfxkDu5Xg8NQxF1zKAq3BIKzsNTw6SQBZfq7lpamqHZdd3kPLLMGQW/9FHZXZlJmJLR8JJCAKXIMSWkhbn0N4tSbVU+IpUScYBMSoKNZkiidA8BLnYJ7H84zjICvXJqW1z0rXvfBEaBjanfa4ODZwYmwrWt+keS3Fq9J5BqKomdV8rU4+EDPjbcJaj+HWzaQWGVg9MbqtvI+160jAxQLs8MXUjKlnAF0MxKigH+HfeAuCZPp2blYwlOVoFoYBItyjCWoe31aI2+pKMFNSkW6g5NYsuNy67h6cuPWVJWiIsV3U4nOMRQQhl68x+gGc/90uMjh2emuqAdpBZWcNUYL9NU59WNF8DUViLKjWJs01Tv5uxYZ1s3hNXHCNv2xM3WlIRxgWuulncY0ZiRSsDZ22ZOUqpsgK9TmyDP+BycIHvTL4hUWy7cM8GU+ekOam4hfli3LGil02Fwwc08gmI7Dkh74hVs/mM61B8ePArxknS4j+ATDSMwsRiYUtZZ4BmbqvbMSAdQYLWNm2r74CvMB/SPuNm4cQbVyB3Il8CDlDN3oTIEtydIQ/xUjLMkX0FwPq0ysTU73bH8IlB/ANaeEPSYNSS22BGbpM+tSMkE4RGSWWZBT/pzKFe4Y+oLjWA6v8LnlpSgZk+l8FB1BMdW1gij3SH8vZmyePTrajv8NRiiLSH7GRNRAhqkIMRmbrOJ9gNSaYBMD4YdMxX2Y6Qlh4GFxBOzyemqpnJbQB53YE2rGgFweRXd4YMm6QdQQtzh0lWygFgYZtutLZY8Kioj2X1Da/4OXKjsxy9cA4vhgxF5GHLjn6dsQ5iUIPpYfbvbrQ2/XU0HmZuMq/69W2uxogGuRS5RQk6BNU48btR5AQ2WjYjvKUaVTgEteO6yBPJqgPPVU/c2OIjBcJwGt3Pgc7qx6nPx39ZReZkU8zHGCIlC0OaAEd6/Cr7dNWMGGSdiRtRxQi7iKNWa9M2zzASLbLg4alZqFcyh4mCsscjZE1o58SAIhIG++6NLWVii4jVT93Y9EVDQa4ejfBNHVGpDLfnrZLmo7QEqIbmdPaLcZbUV7SNtkz2H5xWFzuN1JGdzkLuj6fu/OGx1h/uaJnl75X6VG64JujZ6U8YgXQ/9f7psSdZz8DpTmP2Uwd++k/44ugiO93NKQ25lMht9Q4wDjBNk926ffgJiWY27AzImpWBzeeQcqI+S7aBDgVJ5SSuodgyC53oA0SoBeTjkh7jHLzc6l6h/M2fZOrLx2Y/pbOzXJp9t5lh6uZ3F370XHCig/0op9bnW3df/gD+U2dLl8YXb69uvs1oZmKm6/ydryyw2asvXhgNjl98qr6wcPOa8eKle5sOrk533pzo/NuVS5Od13+y+tyvHT2+OLXTevkJtVgfC37nSeTD1hVu2S/dG7tw/0udrPkHs+Nj67MNxcxKS7UOH/xm+C+/foXN3FDUO4vslc6Zvrlvg1JwZLmYroeAv+wNlf/+1Tki2vWxR8J11rnStE8c6ZSMv1Z/RflmF/vq4lcf0f9NRPcEt8x+LSKxwruHv73ZvjGzMa+hf3JaY2rRTP/BVPjLnd+bfeXTs0i1knIFWWuHstn+xvsAPXbZP90lvxh59VIweuT3zLmrm4O6ZyHyQ37id1+KsAX1/BfV4qcAh6rruCta+MoP/1r1X2Aq3xk2C/qyEVod+fWDnOn+Y8HTXS/9xXNd/mDbc+pPL8SZkZ5lj1VAOdkCSG/sSJ6z/GmEyzDYw4LKDr02dn3EPzvRYYSNQjfKsdKI9P1ZiX2/8/A/05f/yVPd8Ve7GlL9Rstff+rqphbr1Ofqv+d5qfN0kCuBf71pVuWbI/ZLT3zqZEUCqLAfffmJaLD2B8OVZy/x+W2sflBKspTDLtvsMBzULtrd/NVjb3fnrkgv7rCeHVYP3Rr9cc7/RXwE69iZTdtC+qvshlXvHO0wtnkGluVkOFyUnTm15RZjNdYa21bnPzphPOnJxaQFdverlxekZ5wiZxO/X99JvtQ188im+dN9iCkPY89+67+zh+/zL319/HJrzpoYO37sqasFVTe28FvdzKlKo2PSq4+sBHveUMfDKVpD+m4HY5Vnm7NXeB3wUWwONW1ERA0jn3Wam78+/sUlu77Mmjfrs8lv7ptmTywg8S9Zrase+27jq13qodORl888aU99YG+emIz8yx+90vlldbSLrySUr7JFFaUSL+w6mAmwyyXp3a+dn//aQXvw5MlPH+3YVfnjD3OHn4p++eCmGwss07KSIb99w68e1D1sIOSzN/9ajknFw52qB1WAvcxjoRaU90e/ww4H56TvLc0XrpZzcCxWD6rsRERPVt+tdwSGbHAlNjjpU9Tpf/1C1xX9Wyw40np5/HsXvtiq5z03Xw3/7+4Lp+a0V7et1p+qF67NVHe80Pfc2/5Z3WSnO+GdCodunZtF1vru9Kc6tkxe7z3fOTT4xe9M7/yxOicfqV9pdXyla/r0ya6e1q+H+cVzfznBZr/SfJzyh80mz587MGWz883W4ZOLkd9m56fPn2Lshr15EWlK3/G95qWxr1wIMr893ckOs2PzyABVmb1oqZ3QKRs5sSOUBNZPP/JCn8VbzCP9zHXlI3+VbPpsPwuwbcVNbGG+9W/C9h0P++bskeFXfn945MQ2JzBxfqev+0+0vzUKjC18ed5D4Z7VlZcP2irvUl++uOh/a/rid5p3f9tm0fJfv7rZ7pqrL176D6fHXzl76ewi83RuUjGMjoVP1R4/voMjU6lVV53LFA2rHomH7Im+ov3V2+yp3xK3P78+2Glbmv8tlXXUj79vfn2cRd7ddP2P/2um3/2z/6gJ+Pr0P2oG/ufnma91+VErzU0fO3p8G0pUlimi1W5+p1uZ1Xim6Jj8aVk9/EX/rMqKWRYXDzWM2ihhV12jUjLTFRmFnb/iGIqW1ofAIisSi9lonHcnCnIhW8iyVBk/PC4lqiOoXFEImfpYOg+OVDoCpuQpUyqNKriJohf1V1FOlc2yK6MkjNulZM4yrVxJ59mwUYV7mmUH9DWbSoQdZoIfuUbCAq46XEolUPChsOh2WBYRE4snklbBQFt6oupk49KYDxVLLUpjAP21nRhAg5YZZRRXjqymw9mkHtb1GMq5sG3YuWzKqoKGh03d57i6WUZB2JCsbJERc0/iJe6KF1h3Zi6TtHKgDk62AJ4IdpYtmOlDIyxWpMIJNaxkxQtmGRfLKT2ckXNSLKVw1A+uy7Ioo1BAMlSSCW6kMUJUjVY2XvwhBoqiyVZ9jprRfDbKw/QwhFdwkevxmZadF/WvJSvRy9wsm7lYAaNkoUzWwkstnbDDsE3ZGsHozLRgTIzFpJyVca0SLBhn8YKhpq2COpLNGVLesMMOhhCvgoQaiqxk8yhJzeHBMnOtLAdZr3mothIVO9MrIwY42ZAVs+NUO6RQZoB75mB+KyspSZarOaRYZoTkmGTlUD2y2paK47guUJ2ZLJFOQSnUFHBeo0lBteyaaZIqZWVzdrbIPQnpUMktJcuomLJVx/ITA0zCjahsxEBwJ3Q958lVaYSJeCqRtXO2g2IhWjAKMLjPHa3Al5hZrkWrDlFWEFMnZrFY6McOcw0WkhuoIfSKDF+S4+RS5NNl4qkZKoeKWbj7N3/HNcvRmJrOZ1NlzacdkqBdH/rLH6g6HlSINQ+8Uvclw9CRlUk1ChDnarzgTLA86oVE/PKIhtKQjbKKA3fKZ2NkCZoTsjNqxVM2bCgQrvO4nZNTeTPHzQgz8tEUiHu6Cnd3XR01NTycWqe25baGbENKV3QMPKWXHVc7NJgQJaejo4JHFpQKuI4hJOyCE7Ucx0DtBVJPFAQqErVxklmxMKklBuWlE0r2xbxDltcRo8Zlakub9acTBYzLHOCjw1KS5issm3ItzUKGUH/BrVMcJbJBRkBTUJDwUnSD8s6yu6GIbIHsUziczyqwtc6UZMW00jmXukn5an4dYsL0+UEfycJHfTUSvmDyOKyYOpqwIFUtmxT+IaFSQ2OXPahHUaGOsCQVMDTnYKSVJvw9G0fEOBOJgg3+LlXMQ4M+uCfqMAYhaGrUzpJcUsEgx2Vy4UtyKJkouJo+m00mqiSrtQVlR63keFAPsJqNMlCF/Qw5xEtAIThSVk2gIGKoPVDVJ3WATIRz1o0UVBrMAXkKWtk4qleMAjp0XdeoArF005fUUWKldT2fYcCYguEwjw7kTCtZW4EfpCIocsI01hFmaTkQG2BiCvq1UmXnn1vZAgMGDCTLRlU44JBiVFEZUzwhgOAj4EuKDBnMcBRVna6VtTLi+WgZMkJUXEP1NvADFlYztoHQzZFL2IgnNgpHSeeEU+REzaMz2QLdsi0kVEk/muOGmqgaaYsTQqDxCjMKOmpah6o6zSpQxWtk4crZnFx1apKTVVjNnyggzlAt0uyvR6mpOmHv4ZzLbaflZGKpQ6g4R604TRqZvlEfN3IZGGVkC0ecOkYYcOGMlrMUClKE3rAktyHxIoPtUBQWZLuqcQXxZ/qYYxxNVwxgaJg1gIpuDUVtXitnOK7DbS7aGk37TFZG/UzdDRRRlxYdtFQwpFjVtKpuNleL5sy07hstk0sRYgKcbFsGQofkpJ7TG062qCet1JgPQyIg0414DnK250ZjPllhpSgatKvZeCWDMh8AeHmEWFW7ioxZOqSXU2lYNhbirpsNhRyjyNUQrjGtFPAUqSnJc6yIe0dkemZIlSxyA6R2CCwqI0DlCMUayedSwFhZmoPFcKS0nUMCQcJL66mKBoNBjlQFricrsWRC4fD3nBFX6ulqNsc8Pi0CZzZ98GmKQ0kYn5cKCAr4VTSZA4xz25wF4DFXTBy6SRjfyhALx38F6itRGOTJvO3YGmKMPM5IzUpI7rUM4q3i6JQ7dHPYzlRFonWjsaLONZ+MgGQawgghBlROKi6CMoZM0lQGUzyEtEJC5ZJpn2cMuG8eAgIaNJOkIs1DrR5uG6oFtPOAKSgl3vCXgT3GZYkuZVTf6zAxpExxRLSWSJXdw4kiN2zFSCTT6XTFQW6gWYtahontAhQiyJtZxYkm9XSeaVbVsclXjFAyl5OswTK5um6VdCQKikoeGqzYDnI1IgceClwOU23vaBGwGReVK3XM5FDGcY0cWYz8pRYFVsbQnCEmcIsSrU3olYyj+TLcHC5lYhKwMBGvUs9ywW1oiAcZ2dWJSXA4y9YA9v0D0IG/irAKxTm4RI5TkBGeiZmFKAiRnswjklg3EaIaMg4UwMMmmkEGqJWSSiwXw8eOwczZQTiHg7CidQ4xHVVDRQrbxsHZQlt8SG152yqVeNtHXA9YHtJTGOoqxcosmgwD7nxuNsHNCio4RhhG4Q7+my3D3owNUogVmOfQYN7OFlwjrGfjCtFXNcVVYkXwGZYC2jgZnqFZeqBRAaBlAKoaAjgRg55DMtzNIeAqGAgPjAkcLZ7yCVogMmSGGzyuXFWcQQWkwci3J5fIJXjJciEMk4GP3Y6WN6RyKSd5fDSl6TSilK3IuCxGk5Ec6CFZ1RKUAaNrRH+2lF2mweQ0lcnEcpxtIplBGkflWUVOKSGQlXTZKMjhDBdTwzUVzhKzHOSGWIgSWDIelwAtoGPILI7hA7CMBh0DdM0O8UxyOAuDmGmEJIYroablRUGguiE0SABSB82AIc8hlaAGTSLXW2ZYATBlyHHAEDGYqII4EosiKIkpu/XnCAzyIzTbjPBFVOuwog74zSLdwI0NZWQE2bHKtEII+i4mxxgsHoFPI4rFOh21BKRFXpEdgKRWsUYgiGcIdilTQOjIKEeAOkjGGUAL80SgTEdHWOkxW0/A8kaoJHE4eCPj4bgMXOcoqEoGQkPljWyRkJHb6tpEm1WNhijZKIDakKmDfiASXQwY+Nd0k1YRIxqOgmvFJSRPB5k2Hg9FFaNgRatGyioITGTWIMp5RGqZ+OBhny0rngrpBuwI1o6Sx8QEkS/FkH5kpCmnlMkqHo7cbMRpSlWLMAyC0J+j8AEmplL4rXEoCwOEd9HMozTqQ1KNETtIcfADG9kHwVEwK5QWYcZYhbzOrHQ7pRgC1ippVEtAvPRQPssFD8wUEO8h2cpWac3NFphMVVQWfEjwNNAtAlsGp0bgjEiuZklgnyMgH3DGRJUmq8M6KjooIqbUw2DzipGzooBqDOVoxSTilB6SfGIhiokFDSlmqb7+oPMMQkKRq67uOi6RzBrZABlFipH8RRUEQCqDTufAZdJDhSxUXIHKwQV0h9UHErEquXY+a+mIuDhVYMwBACPX+oz4ZRRCIv3HchkrQyldHdTzjg3tgTKDFjm0Sgwc4NohJIsyPL0fBMMarCBzIoZEoEl6TQUQqDc9wmnSyOHD4GdgLp5hiCuU7zj1NKhHKURzShT48Cu4VA3ZnVy8mxafUAAhsuAo8TAwE2BgxoqoUg3kAKMNnLprxCu0SSCZJ/AGwet2UFXZCiU9wLFLGRIwlUVoMaaOSLGckdMSuWJUcSCL7bhJiRishYyagAOzegJIzweHNc65B8w+xJgHFU7+GU7rp87aFLqVsSXkf729rq6DwcRVlvZZJSE98DatD0tZpekpZy9HCwizA1RCIPA4U/nhHAdCIceaXNHCyYEYGb0czZHXJAvIMqzAjCPhDGIx59CKTuOAsu4BXIdTsWfgU9aIET/KEiiAUGwgD3MVpZ+jWYAToi5RUBhusxoDGIHSaqh5XCcZt9M5JDXUIRV8YBQcseCl1Pw+9CMWvXmG9tcXSlYmhsh5Gm5Upa5BkpIFWpgvMkfNJjl6QO1CIS6g2DaDrJ5zDDXMayW4HcBJMC0aEtpN5n7IWE/CQslt8lTERX+gDsykqUFLpdIN4J1BKnGyOc9QXEoUY+DaiIHaAdBo1CmeWRocEeKCy1HSgAVK3KJ5+X7FkWBuixzCEqtgtCGgG7W2a5sWlScA4gKhIuAKSBejbOAS00WOaki0ctuA0XmGy0oyRRQRukuRE1tMtmXkKolmOmolDzKaoR8NgzRZcD0PKv0wTWFkWINx+KvNEC8h10iFOVVzMJiN6Ce1YMicakNUDVU9SXpO0qbmKMgdUjvSMwInTBkghhzJ3Iky7UgGlNEiHWKmhC54SSJ6D0WpR3OUNBVtFskHoIdUTPYBC3RQ2JaNMPi+zR1wFq3isSwUkewwelZGK0Q98USH5tFgTDHNgQJ1mQ0niRYjpu0S+CyQCIaPmCidEWJmIh+lKpFLlsWisRwqCzkPcpxGpQ3ZKCDBz6pUM5HmnUaTqL5TD9O6OPAfDgZtEK3pLwLu4mreHLNyyLdqrluHoqoukISWZrPZYjLvQO4ciGLmiE+3TCuUU6PUBGxbgISmHqGlQb1mc+NFeKCswAcLAJVR1MEgrbQTSOcCfo7mHY+laBXkbS1hE6CgwkxWqaYxUrS0bQ57CpbtED9Ro0WAS9FKKh7aBYQ6Ap7yYtnjQ25olChZ5cE0uEpoyA7EqF85nG3zF7Gwe7izG0mK+30OKh74KBTjY90ZtEL3mwJe7Gg8rcD4QD7TF9W5WOBy4IKjEeR9H1MPgNvnCWBonZkMSjDEFwxHjl+OKvAPhqqKdhrQpLrDVA+5O00ZoQTzDJcIPZGa4W8AQJoXSQ/FiVaIgggD6l5zH6p50qilXQ9yiZHSCykU3GUU0hVPLllGkU4bYrJKtgAu69i4P5vX9LxRhH9ZbMRj8Sztxig0JM+sBA/P5tRCfwFlBN4Bw7AGD2WoO7iVBGXtAv1GoWWCJxUobRsJH+UKrYyLkdkpzQCaEa0O9YjqwiEehZSmWk2LIaK0CpAf7SI7kXsaRgdTM56yhtIF7bo63A7XGmUjFEWytxXXSDNyGPBU8xCjFjw5TosPtHGNCeYTK4L3a5aDHEmbuoyw2NFGyhFThEicNs1kQq/Z1FCKmC5FkUxEsJytJiWarzSH4vGqiUQPHcUkWANeaYGgI6gJMvIgoZIK73ZYI5pnBiKhG1aHBMQiPTQWIhFkddRZ2SoZSeyaNvIqRCiaIUYTClJ7UktFhRdEZ+ogSgZPAkmxXeqLXRXAEaeeE5sD3GwqAupBW/AQT8/YaOOyRGvWJgp2EDnaK1MgvHSJNjtiMqhGnsLFqjEtn9IumBIgR1Zsoq+odZEhiKWrHOUjlCRSBBI2ihzW8MTtuJ3SLZpggyJGEWf0sPMZA/EG3wAjqSHFsQNcay8/U4XDzKBzWIlRHaM0SoibUVQgVnOEpu8U9YCSSaYTKM1o/kAf9cFFkmEdhNg3SETOpzdGMHbKdmwwR5svMkQewiAUBvIDqhjYDaw1W5Eag8M2hEQc6sm0FTbLAD9oHdfSGEE9RADWJOGENKOpIiYUYhUE9BJik2A2DYyFW4K30916TG8vLpOPV7MsCb5ERNBGt2BYlHzh1yA1jDbarO0eEnzcko+EAQdauZSsFKlUkWjLJHmox0cTe0IJtn0AtQqwUYd30o4PKRkGq0YlkrGYQ2mdyhwbeurOphIWrkM1FKZpBGs0TaVGnvqC0u1oXkXtMQgzIpYbEs3AIEu7NXo/h3ADwlOKsqJig4RtHnI0VEBJ0rlJuzpt2qv/DL2VH4Fb29008wm9s8oW0NgcOI6eqGZzsVhOLsakiidtVcF0JFDd1JgFObN23lN1RRlngfiiMmY1VPEyKQQx27BRQifDru3adCINiom1Z2aSeZQAPJrn/Sg2JZoUhnHBNfUcBpINcYIHKtehB84fV2jCgGyoI4uNKsAPS6Rd24rGCo5tClQUwQJcVCUbmdZlANGaLTWQrQvIZwWKPDBKMUJdUPuQRhPGoKweNmTFUhzuXYHCaFIOnoVwyACSFTSTRDi5qAKPbPNjzLZijgE/Ua2TIRFZz6CICoNYDyli313bIEYiRtPmJk/n1RwzmHAPXexALCM0wUxcZN1RMitw7TJTu2keA+kWpaNgNod3cOVwnrUno7mUQ3Ch8hOzCA3o0WL1cCND2/1KYAKXiWujX2gzRr5Km3DsjEpRTHqJJy0MsJwtiJnaRKpi6hUXFb+P+DWh9KDPyiLSwD+SZRblNJVEM5FhIy/2htIyicoB9KrkqCGbVEm8wAXPAsroNG8CJh2sAXQKDs1j6uCCaom1J6JovgGN9yuAOSIvao5KS0+EF/urcjwUQvSCG8I5c3Eabg1UzQFXKA5WDRZPDVWB8q5l0BYrcs2EpfFcKWmhGowXGoNpK171+FyaQvJEAE61Eio1B/Uto/lcqSZzFL60EywEncGX6jnaJG3RtHNYeAypFspPgE1bKFpAewyLYJy1pxlpjUjVEUtIfmJbDcYK/hY7WqZtT/CwqII60mcodeADTWoAymKcC2bARiSENxxJxSvq6cfMgWcUIF8JAtFGq6IzkqF74E8jegOALhvVpAUT+lS9Jjbh2KwAMyvZnOvJZ1NWKs0rGWCmiRylpa2UPlTQdNrShCSwJV12wB+SBTMoxaRkJavYmViYIMxVaR4gjByrckTGUJ7xZwCKnoEYEWAoHBYAq3IpNSEMrSxYSbIMVB2MOHRop6Zm1GSZAoc53Zym0mgNI+YD91FTtLFW0sX+XPNQHfwW0QdyxjgiAxpJ+my7W+CZZIU8Po2hyHSy9uVsEdUTqpoCQlBkArJeViq4VDg4VjbksBiSDmzhOrEQgNXHBinhGQlOdY1N9FP1pKhSs5BUKCULFqTT3mCJowToJloDzM0ibeQMXz8qVOB7rdtBPjeHVXBdWC9L4AJf4AZH7RY9GgEKURfggaoYpWWnUixnOaAo4Jd6XkuEkS+QD5EIwFDSCNsszaw8LTliAq0KDQJnkjnWMHgMRXF+NIGUNjpss6IsUJyEt1yRW2wyhEO1rQ+vRiiNqIi+0YOyURD86sWykIFZYJ7aMLLT6LBKe/NERYq4KtaV0XS5KCUTOROJh2IknvRlYggKJ5sGeqPGslMM9CalszFatFSyVUeEtwO3a3hyDA5fy/JoSM95FBAq/I/MoUNHdDabsobBoZKQHgJNpBkR1LaWbIMa0SZJ2pJqSxRLFPWuqsF0as2gRRxmOyWxa52HoKcCp8CUQdtoxigLkbIgWkgoR614HEYfKIJBIDXEYj4pplOyJlDQn0FnEkEixtagjdqq2G9I0HrIztCSkd7e8EagpOvFEoIauMSYSbR1hOggbZyrUfghb8Ah4ZbUmF4eBNHVrBwtmdTAd03oyZIqiAoelw7502XkEFcrJ3ksLnGqJWmhNj1AC+HMaYD9utECjAUp7Ww+m4sivTVtJpnpCAR2MkgkZLcSLXemfUbOlSiJoQo1OPITQp4z8FIUi/BV10BwodYKQ4ECpphKs7xWYRDxnkZ/oDpWGvapIEZc6NGMGFVUUvHLGSLDNHPgWB4C2VguExOkA40WZcqrYJpbwEjhlxBHpWBpU0qa4RX1Sn2YNpNTooBokNEF0hIho837wLNUvFBC7kC5eyjLTVDjlF52Tb3cGKGFCIwc+aQs9gjoRjwejvEYTTODXlTIz1VqRmyVR1oAJ2RRJWPRtFlRcnU+WOA0SVdzbXvQp4sdt9BMGipJFhxaliA2RmAtqI9KG7IdovCJJFdQxSSqzJCGrGImBqeX0rwgx3OslDtQRSHjuo6aHAJeOKoegpfyWJFYpWNGYrSzibbfQwvETwDQgqgNJqjSlUSloSNw6diGjhzWoJpQEkw8mSc+w2FJnqHzEIUMrSF59ErpiJVKKFoi5xHL4WGZZlINlFYwEi3VxiTkPar9RyMyJTJoBhqwig5NbIx0w6VQPYuijegpuS9tkSQDuKMklg22ZIRp5o8nOfI94rSGhEyTOLRE4hDgxWy4Iu3b0XWqbmTLyVoWzaaHuQP/TlpxK1bVmJXKZyXkE2DZ04NlOVVAKnVpOgN+lI/SlL1WoGICruHJ0Wo0qIQq/IXYnCOWDuyoz6Sp1BKIgWoOR5VkBZLgs5FkjrSjJ32EuzQQqlNAGyy7UMokw8lczE6h/JTTFjcKplV1TFbR0mOJAjMrMbyFtOOz5BgtOcZCaikH2lGiySjJhjaprFB4Py04SLn+eBj1n2ubCggFYypQ1KH1b8nwudHLsDjhpq5ahW6UPdlURZv15GApDyAnAQB0ab4AhQRifYCbZaAHIggMyhocztDsKouKnfVgpDT7QSReFbu7Se/qD7NAAJdlCI54kzY1CT+XHHKqJiimzsKGPbpDQYdW1sqm0rTJxUVp4qF1HY9Fc3MEWC5DxsuJBcoY0J9latFUIkwzdKx+sLsBlKKFL1scgCCWLIpjWruwDE7zIOjadqK0LQaCVmRYBumnah7KaKziZGFbMHYd45WP6j6j6qi8ljHAuWgHQLRANREKHhaTFAdFf3tOBb7joNbCQEHGmqybZ+g4L2/jQ7SA9ykjIkCK3QB6SxwL4RLBRcb0kQMiPhGI4OmeNOwFRMukcjIKSKmMEkpLVAYZchKygNhahH4ZLdIrSRTRpGw0jzxsm2GotGbHxAZ0HVmSDSbiPjFybgLRaNWbgDRuecp05iKBRJfSDxEWMR+IUcWouqPlrEKz1qCcaEaLuLQLRKG1FoPPZdhgmTKyTa3DcxHa5OQU3tm8SMIYrc8WW79RrYWpQLFKoz6RdJlKW5Xoa0kY4DrkoT1Q1VJMAYG1gM4aMLJslkchVRpqTw3lNJ8nzUWxiBGjokapQIdPuOqMDpt0wM2kveA0n6SCLdXTeBESGR64yY1YWAvS0GmBkZXApyS1nMnmbNOSQHwPIXVpyFVauqyB1ddKJtxazntyJrqPwL8sM+0zIw3aq+tYzKDdIeB1wyWuisM9tL6rm0NhSxxnQqVKJNscCGXF/KEtTupYbDBC4thJzkKu7XjAguBXQ1ayrCXUNCt7rIKnLKuJ+FE4usdHDo9POWCwivaTObHkaEmyKC3FelKcDrSpIW7RQoMjI5u5tJe8JIkFPt2MCHmQFEeDg7PRREJM9roq0TuLoh14ZFQpY1BlS/MZGBiVOZZRTKaRMLUEkrqeyumW1pbIKqBYOioW1WSUqVlFnCPQmCI2+2QJTB2ql9ayIq320BwNY7SeDmFqEvm7gziIIdcLYdpOWPjyDmBvLpNEwSzRfhB1iOm0wans4XT0YpScEeCfKNKpEdqiZqDWBbjqTOwEajCqDFHxesIIaVdACSKfkfYl8jt3NC+OIjFAYUFOWlysUEt6Pks7uWjCitERoZRVtUYoOzOahytmC6KGhv2NvNrImhEzmEHgJtMDGBXlNqFnjs5RwbCMPRoUYW6pcC6t7NCWDNDzOMot2pYBrqYTopRHrRQtsjmuAw6gox7FkBXaxoN6izg4qVAlr/JJORlFBWhrLuPinQZxLk6ao4O4CN0knCjvGFIFKlOylzMumE08xat4R0wXMW02m0RRgBpZ0YZAbuhrRwbBdoPwWrhR8utB8iQXGOVCYyWahVVH04dM34hF56TA+SldMSMF/5V5YbCigskxoKGWuDyYsCUQqwRTHPKULchCFQILKvpRS+k0aYV8wHIukEGqbyPkYXSSCRQLuakG+9C8IoIzDvSt2Xa9goocZVXdJ8DJyogYNVJpmj8qxlDkHCppebhgygolLYhgF5OHDsTpDFKi4GlbqooByjQtyusRl9ivWui2SmaQ+DWldlqqkDB0ynNmBBe0cwOLcxP8p+K4tpwGRzRFneirRVXYCbAg5zOeBG04Afo0PFQVG4lcSRUT6Aj3BmELpxyjCgTXa239OrSIRQQjjuRUBHt3Mkmezrm2VgbFSek67bhzsuXBdMVmboY3DiCvpMqIE1bTcjTx6InnJQQxtKmVYzkB3oyO9VH5g+HEUOSitOfdyBccBDlLFsmjNEzHQ4A0VLzFkiFOv6UinoqoTS979BzEMjamRWhbCoeYipqkxWiDJBArc8+oSBysYihERmXODfRdHybMtdQfZojvEgOmtXjdKqLaTyYkJVn2hGMF2zNgefJANA0MU9F8WrnmT8BQSDEJ2t5lIUWnEmm9MFoGN4wBjcyyRFSfEedgDRVZwvCNUJ4mV7elwjOxVFpMw0hp0BAJaOdSjkjkJQdsMVmgmUHaLUYRpFMq3hVEW0QqqNKCzhq0l7QN12QSqSBR4CVS5EeVbKyAROdzaA0G5RSZIMNE9ZikmUPLRAJXXdK94Pm0kZj4OOyg2mrCMnIOyIJHH/YgTdGsgmNaqUMSZY+KaVWicTr9RtzI4pw2/7dRD+lJqtniYK7Ym4+XIdo9jOBF2WnF4jm4XJm2Q6YiWi5WYMzJoqhOIgJyFB1NtSY0xug4sOWg5JTsDOV2qZBBgikBTAGbNcBYKm8Av019WMpAjYhcZNSEUtMU1siIeYsSqaVGrJRSM/kW1U9EJpBLS3R4XGepHIpYyguKWHzL2gnQYRsDdm0PSprQkXSFpkMqDaAQFR5azvBpKV8yRDiClkfAdzIoIlSilyyG+rbQHUsloHgnSxMZrlbJJGmCHGhipw51x5RsypctZMNiSzTtaCCiZ8VoaYIfDtpCj228BWoxux7Rs6DJ4JLSEaany6alNEoenysrhpSoNg4omg4fycIraWMQSpMsh2TJXJJ21LZjyhXKTClMQFWohMRXAffP0eIhfKWgVWBm+F1t0AeOdTlKe05A/Sxuqcmc3J6ps+jkqt0+7U2zdVkJAEn5UjGPEg30wVASMSI2GoZ+Gwx4S8bHYNQ4TUigztGT+tOelBWHa4ZQfaH80fKugRb0pwfhUwnawEj7ZXTa4D0YoQMow1TVcwpHVbgpEghU052IFTFasAqEy2xWSlUEU1Bqfg7+6uH5Em3COuojYEBiGCCWSIWeTXFIyYCUa6uFAyiZcgDIFO0gRaDosBEScFbRKkwTU3ag6Iw2OksxfsBHjUg5eLrrwqe4nMqVkglAtl1F8dvQaCtqIk6zF0Q5QfJo8zAwK59xXNS4mo+h1rKMo0EJ7UTzzC4RqeYuK25JUIBZVVqEpw3gKFhpq1qS2DiI0mWtYFLu1sW8ZSwn0zfBEMSRYkSkSHGLVrO1Aa4l4hKnyQpaayK3jRaY3sgyqItjEFAec4m6kCKkeCyULNsAGFkSh4nFTi1HO1RCnnNNC67k0EZZ5hphoFgGemMnfGQFNkJ1XAqW83kOUVo0eYqlh7ek02UP+G2s6NBkAe1aJ/iB+XdFUI9ZXxLzW6NBcnG14OGxKlhHORPLNbIcNYFOOwFrnnjBcY2CW8tQ7eXSmWfdiiZgt2J3waANXKwuCIlKS2E8VEoiKHSWd8RWOQI6HepDNWf5E9ColSHsokkIAwjD24eLHV0WhN6CT8f0kJj4IDQB/WobELZ2Hb9iq2U3K44KStQjs0fEV0aQB6mFQT3BaU9pxUSZqCfsglw14pdH6OZYUUN5RYu+WSVW1Jvtk4NCgWpOQ7ygQITpuxNWKQZjAbQyhooQsBSjkE3TIpenHON02lQilDfExrwSZaY62C+aGREnsaQjiBmP7nNdzyGJykYNsueAspIP2A0LuFoBhneKKA2sIoI4mj4SFPWvDmglzIcy6dQry4Qc2q9KOYdx2rBdNhN5v48ObWTpnLzYA4v6W9JrNEtBR+kJVjGcGotZcpGjurTdTEwasmJFov7IIkoWtR3wBcKDydMOfuYKp1Dp8CftLxVUGpoB+2RNkXv4KNUrcF8SvJItetLphNKIqhWRBinGaU5RbBMr0VZrJqofutWmc+9wJ1ah4xr5rM6RGoBqwwfoIIEvq0Zc2mZHeRTM2haIjTCkoLbkZJg7tO08lIINoDCaj7AKowmxQTKfcV1Gk/VitzZMSaCqE5ro7TIAWrC5GspwEN8KXNGXvUxH5B0yH/1CPU2nGXSxUJk86hNpVlVDQnCQkRCqHZhCTxdiVe1Qhjm0YYw2yWOgSLlIjrQ86NAkiNi0LbbgdHMxTWSk8ijiaC0vLhEb1ompAvwsy4VQErhC1IdrAVxHyBUgh5jiSSQrtM0cqXwYUUK7Z2l1kBZvqSqjmfQic+U8zVzSbkxYmZg7fVsEfa+XYhJpSaB8hVlyKO9ok4QraC/4thpL+cQ5bDREsxSKxC2SwMpkLEAkrasd6k7Ccx0UxMP+MoaoZAuNEm1wJFSjPEPfR2PXgyp3s6lcjE4BxdN06CVRkG3A2liCDlgA7yjnNdATWZX2vnFLgnUIo+1kvMBMy+JZO2WlUWbS3LJGJ0sIzsgXaapEHz1Ih2s4K1mCJNhGeRAJCiQjlS7btLOfOqkygiLaVI7bxK4+kq8o0bY/mu+QkOFpAygqhdGEAsrF0kM5l1aMZS5WplBREaHk/UHbQMyDzegWSiMkYCCu5muMeBJQPB0sMocl0r2VkfMyOZmhZAA4OrmZU+JAKFgO0AQq4lp+nXZKkFPKYZ2+o4LCgIKomBVlajLnIpjAS5NgTIpZ0cVOJpoLd1CqEMUnbkr/0vIVKgXF5DQ5U6GN7oBQijborOKQf2eokmavjw0d+WfWpkXOTm+iBQFpbcdEG1bhxoWMigp9fYU8J4tFbqnNHmjfSUioWcQPs3Uq9/FUp5fT8v/1nY5NVvtbWcT0oCXd6BEb9PnYmG3Pzv0enTb9+DHrlYcPob7w5CcOod75BYdQTR8dQn35kZ8/hHpNHELd8f3LBx1IlIGzSymxGUM60T41+IS08IIa2Qwt3wjM+99//vz7rdXVu62FxXPv+Mc+OveTi+//adfYR6eOT1/46NLJD18cOz87d+ni2PubJs9/dPHeykLgneU7d5bnr9+5vvns2en565s+Ov/hldW55srymQsfLrAPF1YunfuLwEdn3lm4v7o66z974+79d9ns6vztwPi5i+fHfnrr1sr4vZutu6st/DTfXbk1dWp67OL7CwsLzYWF1sLNVqt1a+H6yq2VldXm1ZvNpdXWwmpr9btjY0+tzt1aub56a2GpdfLPb717F33evNY6efZCJzvLOm/f3Ly48mX0cpZNz98PfPha1wX889EZ9tH4+5vn759+J3Dv5Xt3b3Zuvv1uc/kn/+6j8/NT8+cnF+/cnJi//cp84GLX/O2bZ49dOHnyQmcruHnxztL7Kwubpm+cvLdwfnV1/tLU+8vnTk6f+2j5208ssQsfXTx7fHqqb27q+EeXTk2deafpn58c//Plc4vn5tnsHIZ5fXlqfH58fP7epkv3bp2/NH/qnZtnzkx23g+szo/NX2B/sdQ8PL94rvPSn2++cIq9v3xx9cbkTNeF2bm7/g9Xznw4OT25unqjtfn9zR9dffcb7J3AT1aPf3h3dRJK9Z87t9g6ef309PGPxsZv3zzz0Zm/8LOzb65eXb15d5W9P7cc+OnN1Ws3L/60dfXInz97fJrNB36yPNN5vXVmcfzG8eDS+JmL7KPVW1eWxk7e9k+fO3bq/Ecnx8c/Wn3k1snby/O3lyaPH3//pn/80nF241vv/9HZ+dsTxy6OTU7eODl55tKlef9Hd6+3VpaX371/d/lqc9PZcxffCcyfGr9w9uT8UwsQ/dL42XtXV25c+OZH2/7k5Ds3X7rYdeqjhTnXbTwTjTQLz9Yn3zj9lwtNvTkxPvnG42PTVl+zxXrGgy93sMfHxs50ML3pD050nAj+i6FIk028wfT62MGb4Ek//nKQ3ZGYORlEoTiHaK1vO3FQ6ulj7MBbm9Z3O0jiSbx9tI2WU8QqEYtTYUngCJyg+WOECBdhbu8w35L0lm6ORfQDbw0G/W81vow73qpHPG9t4mO2Oh458UbzRMT/xmE+ycdY8DACeLbn5Jg6ro7bbzUfn+SzzfpfX7H9s81Wq+nHNQev9IxHPJNv1Kf/rNVsXPkXwVbr8bHJNy4wtUFHzyO01nJA3Va37LcObzswycdt1vK8ZUsTHZ5CaGLqz17omPh04U+syY4Gxjjx6VkJvyLMOsBoSuum+fRNMVI2xxqinjmxTbeatnNAtSKnn5AsNBkJqXOSf1u9w2Yvd9gIpcMdfj5w4kaztWlqKsemb9BXqUQAM54bpy9yFvHr7I0eWgCJ1JERx1mkLiZNxmia7I1mD+TsYdbs47RexKY5m32cjc02H8fnsz1Tb7SgJV2sIExNWmNB1mx6yAZvwFBkCX0qaNLaKJO2eYB70v9GX/Zls8hjoRBYcMSkqvaN+uTTK0tLXz9ImN/PFMV4/cr0UqCbf3j8wrOTyE6ow2d7xZdF3GBLSyzTHPXPHj65aLGuK6/3Hf3pc8GvPmJ96elkeOVLy9Zd1joWV2nOgjVi/BqS/egv31dv3rg280so9Oq62X76xsTBLUNLzw5lfUrzWs82zm6O+laczKf+qllwbuV4xn3h4heXZmafCd3x3TEQ5P/qS5teWnzCsluD6vDhju7wtYz9whOx+PLjh5j0/JuKp3W6E863+r7bgjN8T6EZ3tGnbPXEwQz/K59/gBXqQTYW/OeuOsdmFlUjV1DsjOae6KhyYmzMsL5a//lT8+f+aZh3ZJrWsw++cT3y7ncX1ReHHHa6OWGfQqSzSbb5+p3F5p2Mtf0p1n+ig31922b0XOzp+Ab4xgicc5bJ9PD2eb1+r1fx+/ECv7x+GUV9MOhtPxR8RlcpMi7DBUFxD13jpQ9CW+klfSSuWPtQ1jR6ItrHlfS/v90ZPTo7vXRVgN4W78nttrxrFwTbDfr9iuJtX/LgOrSlQFzxSqHXoqf1rtpPlAc3kVB4w/twGw8u9ouG1gSgTgOdgbYs7RGhpYB3QwbvRgOiB69fEVKjda+iaWujaHew0cO6EBsi0FUBv+iOWvE+pIKNz6GatmAb428PY73VtU6FFfwPhFqXb733tX+FrcQw/WvitXtR2mPfaLKttfXXirJmdSG6X37Q/9qoN7TsXVdguxe6kTQZaI/vYZnQiuJ/YAsl8GDEbbO0L1TaDcl+4ZLK+sCECv1rylCgonUrK8IxA8GNMdBd7Ub86w6ptD8LBkWT4tWGv9JgHzKxV37Y0mjbv/GchuZX2oqTvZ/Q88cs/vFX3n/41c8/Njxoo/21ca13qHjl9U+9n7jPuxZH3t62ndoO6Q0IU6x9SIYKtH3X7/V3dpKvKf4N3ZMu2jdQ/LV9Fz12dpLHwXwwSjDQtvGa1XFVINAZFPjgDajetrMCKIQTAT9wJzUISOkMUFxTK4ow93rrbdDA+/i0bYC254vP6TNYMoAmg34VNlSEYwTwQACTQfDo7PS3DYpr8LmqKfg00FZAIEh3ehVyScSzX4wW97Rxj8Sjnmi4SjtEvEJ3BDTiygCJGiSt4D0BgF4BKl5N3kAOMTKSFaPQxOgDAU0TusIrtRNCB7dubY8USg+2H53+gIoHid/pVzQVAwqGQmQe6igItcoapNU0jeIJXYrfZBtSW1tU0eu6Q4iYIvDCcClyFHUNLfCPv9MrbOFtgwcEpQeuoXHRByoUpbT9Zg3LxMMfUEjPbSwMqB/38AeOqrR7FLBErtW5dsWaa621KgCFrLEmn38DrMnXRGaQg0IgGq2irA1R3upXdvam5DX4UdYj1/uwLBvur7Txe0PCdSijcUB39NRPLkIOEhDx1QaEB6FJNl8XXxhfJD6BmUJuige/ildBb9t31zNX2yOU4Hal1xtUPhagMOcXfpmG8CSlx59HsvUk0tn5SZxbTwIPXbzxEJi7xihkAUneNtnAP2uZ5xPUwBv0ymuwBw/1ywGRrzGqtlTALkW4tEwYQA5PNyPW0W1AuKAAOHqBe4TqOuFQXtwRoK5FjhKRTmc4lXYMBalRAivcFCRVocMgPibUEBZTNIp0EiFAwIPrg+1cJ7dNihcCVfwb+byNOwGviFkyVgBSBtvJ0S+G0UmydnrV9qXKQ9gZoA/9ay12quJj1QscDWgEtAopTwZlCQjwJJvJQQJD9BRcZ1RtDBTYR8K1gXcdI+TODdwlNxEIJkZKFvMLEO5sw3nbSQgngkJhEI66Jc1DsTQOL6EzNPowPtMY11iHt52VBVKThcnYQr/EumhM3qDmFeYIeDt7vG2rhrZi3GRTNCwAYo0pkQmVdl4PeNtG95MtIKcKekXWhnABIakcCKz5AtmWPpaFGTF01bvu0tBeQGmP2S90E2wrTkSLdx3W1rjBuulEyPnX2wh6xS3r13vXmlvLIW1phSSqV8C4vJaNZGHGYPte4TpoIEjikNDCrsKMAr5lAYc0iqDAba9G/UPl4oo1ogUP1YQM7STQzkx+Tbg17Bnwi1BQyZPRukpiU67ytp253S+EbDtccKvXu7WT0qwYlUrWgk0p1jrJaA/9IAWL/K/SD1mysx2TsBYc1qt2UqQIh6Ak1ykIdDvP4b6QkBg8WlHXn3mR9TTRX1CkAbRNIdvWkbIGK8KhA0FZ5HO6E263ZgLF3xZ7zT4CTdZJp1cDFVS9wnvg00FhTfRNIrcDS0S53A4+mTTvXcuigjcEvchSa7Zpp2ABMojAQNtKXnkjAP2CuIpkS1wL7wTaWNBOlMSQ/G1KsYb0fgGSW8kW6n+jjIwHVLeekzdoy4OkDPrz8bTs36CfvyAzt+lT+3NFXqtPHs5iG/j3MFPeyAnQN9mM/qEfmbjQxlN5/ZKHPlq/VNy09rzdSPtN8aR9ayAYWLui/bv9mh5wjPa74oLgxkM0Fmh/ElhriV4/aOfBQwgQeOhlIBD8hY/1dkRHgfWr5I13Nl5tdLfxIXX9D7QaWLuq/Xn714MxPdTHw2NoP18fSSD4iSGtqSiwoes1A3Q+9L/wsT789KyXVnI7Jj5Rg8htT1LWDL9ROwUVs7enlxjDUKhv++49oQgu2RXqlXt7FTWyU/b29HhBj73e3l44d2+PtycCzre1NzKwfVcIT3eGevr7FaW3V94bMiI9O2VkBhkg0gPY2B3qDfX09fWIH3qkQhEtBBLeuVZJrYnilT8uLRy4X5YjNCq5v01DvBvltLJeeItQ9Csb/GidooTWedDHffshxtQuM+U25Xlw4S+YIViLVvmTHzxUBYpy5OEWHn7i3eD4a68fZmEPteZ9+E3vuhYejtSHtOOXPzEemfLOQ9L1+ANbHxBCciFR/fs3rn7QvfehsXnXe2yruT12UVCuTzWtzRasA9daBeBdb3RtdOuVvPwJs270rQQ1yj7i6c9/uiHPGsf0+r0Pq8ovaj3lY6p6oEeRdDbmu9beVcQsl7etsnblHBCVstwuNAPy2mDgi4Tq7fRCjK09bGV9tEEBaIJu/YJhybL3YzNcbQdfm5dr97x2KRreimgNCNmQ7ihbeNdmUNaGofjXlbXGwTVhHpIXtSDyLhKaKIzlNeP8V9Qu3v8W1UubsrYf/x/rl/aVIlM+CCPlkyr9n4//+fgf80C8B2l6RtFkLbhVlo31DyIfw1wUO2spVZZ7lT27dyMJxuM7e7d+Zu/evXv27N63e+dn5ZCxpzfy2c/iyWP75N5HcU1KlnfvkUORR+NDQ3v27MUVjz6Ka/r6enuH9u3r7cervanenr1DPSH6cHfI6OsbGhrq7fvs50zzc5/dK+PefXIovg+PvUNoqY9+9vYa8UdTe3p69uzp3fq50K7P7tvb++hvyL3oZCj0aDy+R06RDEO9/Z+jeyHy3s9/Yd+aXHvwOvToZ/c9anzhC9t3fWbfb8q/aQ5EtKHQwGdDqYHtjz2mdarqnr0QYqu29cCBnr4v/Gamd0+8f+CxXebATrQ5MBCPb9/eG3rssb17Q6FUSgvtNrdvHxjYve9/kUO7H3tsF95/dLumff7zhrF3Tzyube3re/TRAwf6+jStv2+7+aixe1coFOrd3v/Z0HbvwB7rN34zk/lfP9cb/3zvwG9aA/279/RsTQ0NPPboY9sHvtC7a9+Qaabk3Sk51LN7z969kQgp6rOfHRrCO5FdvSGoOLVbDvXuAhOhf6EcPO2BoGaoxwyFdu3es9ubCkEUqAHmwO39u+VdaBLX707t3kUG6lOGfmMn2Tak7evtjcBAj8ZTuyORSD+ss2uX1pkK9QHGDCOV2oU3Qr29vV5xvbx9d2pPbw91ZUYiirILJKm379F9e+TdJEybMKzVCzu3o2/4wnYoGWP93Oc+I+/qiezpfXRfyPhMaCduMXs1tBYxMZpQb3//PnkvHATDhIuFjFRv7y6MdOfeXggV2b1L3YoeekiKAdHbrr17+/tTpAE5BZ63Z08qtY/ajuOS3q2kpn2f2b37859HJ7tJP3E5EumN7KJBkJJ7t+6R9zwa7wnJqd4+aMeka4ytW+laOA66NHf29OzejTchH1RkwJ/6DQMet6eX3DK+Sx7Ym0Ki6+9XO/v6du8y0fJOb2+kN7RT3mnu3Lp1aC+Uh+ekeASHty9iwgCmbO4cQBcGPtyLVnpDAwOQOtX77T/bI+8KBs3eSArqiPQOhEJ79pgmvLUv/qgJVWpaHA69d3tIQ2uQV4QLhEvt3k7Oryh794Lv9u7aJUNnRmQInUR6DU19bPvuXT29A72qqkEKbyoF/cq7P4MhmOZjj/X2GAZpFsNQ+/r6+9HhQGdwZ28IbhXZTdQWTiXvHBiApCRXBP4ZiqBXubdHhlj4+Dd6H9v3uSEMP2XKOzv7Qv1tEDHk/388Ir0Pv+qL/PfogyqJf2QTsJ8si1nDUEjVdm/dE/w/nr34oro9qHgf5ladVJQIbiX71YfXLZW1dbe1F6lfpmnj7cr2XzJ5Hws8MNGDQPF+rDLaeFduL059nEauE/WAmLmRg8paA+1VNC9NK3jX51weMj9VpWKaxS9qzF8wDd4uc9ZWo8SiTUdN99NhX6byekfLUa1NQTbRwVr0BqvTE2lTBxMHlyXxB5vF34ChnaO0dV81B3wlOvZshOgLNpPDrlme6e9kTAvrOpt5krEFxrpZ+w+ziE21nDXZgr3pEV1eVa+ciQQYu7HpLGMTrONk5+bjnHVtFhfhMdtSL/GJG3gGeeaPjo11bGJdBjuqB8VxIkn8ZR06QMno/LTa/pYj2nKDD2uqtfbX615+4iZ9Eab4Iy96k7Y7tf/yi9iriP8npuROdC6+/0fNiXvQ9kzXKl7fCguRLactEGOmr/2vLg51S7q+gl8vdzBxyl7lLbEjnJ3uswYjjMVi4py+9HKH+A4ISZy3oKN4dHwGj1XG6nyeM3WiQ/whm7VH+7nYCa/q9aDfx0V3uHtBan/T1cbDktYOl4tvD7rJeNai7Y641BHnd1Wx/XoFRoUEd9f+gCI1zGFVsWF5zSi041acOpDEYXhVfKOGODVkG0qTLC9OErG2mOKT9mmemUU6PsHp8LU4wrT+aJ/DWn/UB+hbUttds9Pwjia967CJbXdaxosd65c5trhg4057ga3pidqgv6jQfOhTakls1L4bYzOX1dOstcg2d7HNi7RHm+6BIw28ehkiznTZUmBxBm1PBKmBl1gX5KbH5i7y5Zm2t4u/2SDuhKZmfjRzqoN0gDdawotnOmlr+0wXu3u6M4Db787wCXxM0m+i3aPwUlyIWOkSiuli6on5tpw3Cg+pIkgR1LzFqNUHD3GM5aGxGcpagG2897A+/+GHxNeaU/npvl8+vbwb6GRS42tsjEK87W9cDEc4HEL8dMeaeti6u30ckKyJv0MAjF5eeO74+d//9+fP3b/1HfvsyuS5xvQ7V8bu9dzc3nnlwruj4+cuHn+LzZT/4+qe7002dHblwqc65v7OBhhc+Fm9+/j0peb/PTb51smF5w6+ys90zpzqnOmcubmpo8n+eNtC/dLZtyYOfrdFcrXYxFXxxVXs9JMUhPqJg4fP30VE3lxt9py5eKpx5bf/7D9MbeZ/dbiTPf/3e09+cIc9Pjn27tLEykKz2eyZuvBXM8entakz/2WhufrKD5vNmbfWVMSutTrpTzUt7A0/dfVfXjw1/qvjs9+61PqJtVSf7GBr54OuvHb+p98a+8+rrdNPHp7uPN357qvXO15/+wcXL526cO7Y9LHps/fnzl186oW/1/U/nTxz8fjBZ95emHvl706cefIl/5NS7BvjF95b2P7/sPcmTG5k54FgJtCkE0AdWSWyTbIpKkmNNX2oW5AUlluyPPMXuqToWcuWZFkKx9oTkrwziomwdmdnk+yQjBtg9zoGN0Ap7MFVANiKceBGyRNr4yBZJTu0gaNIlqTwBg6yWPKGvDh47DvyeJlIgMVmtyVb9TW7kJnv5fe+9733vu973/veyy9QV75ACTLCEwo7HN9ceS2xOvjDf5i0J23QlF99ZbngWP6T/2Sp/sQ16lf/580f1KJ/ug+ZD8MkkbgQtmcf+zIYofApIShQ0juXFLhf4N8vc8dV0gLqnP8IMAHlgPbuQKiBbr+Ci1vFj2oIE/s/xAEk5qSwbKEYqtf88z385TC4JUYgxgw3CH7lP4L83CcEmY914Bq78au1izvZr1Esi4fbvz5/1QwEUeuYZ3njinvLCDBvbaxQG9m/55d6xy//m2Pc8WN4TFJmbol6zfDtL9K/D9489cpE2ZVVqlX3X3/97L+jap/9FcNv/cE3/zJM/da3/5pg1HshMag6xX+++efXPktTf6D7K/7Xln7n3xzv945NaLSdAPMMUMr/VvRr6MtpbQ107DGp6Ug6JdsBwZjijgGFDU+IRHTSg5PCFaxBmz3ZF2qwIdcD6gZ49ATaDIHI4aLUHmWkVo4D2QLU3TxZ9wFZ1u3qTODFOqqtEeWkUMeEhJlQP0LxnmgEQnhpedpGTZNdBanfBj1rCC0PgDm7MogCgZZd+V0o5JCNAl8A5hLICGwWLEYBBRsG3B9nZN2XNqi2oOCEyhLX35AvRZMDpG9I1zKz5ez63/gVtPtUePTlL28IHeob8N3PgPb9stQ8rNwa5l8hCj5clyGKB82q7Ibw6TdU+b4idjH+6+vHqBnYIGqiUTm520idSYDjM7mlVPbXnm44AGZToK9s1Nhl0MOi1JdGFLXCUzxIam9Ytri/+qYOCqaWoVbbMfDVHSqrg9/Co5aoUz+0flXHO7bYb219SbfELDHUnu7qTrJN/bHBuWXIbrXroLd4tnY8oeU26meGEMC5FNpqM7Bb/lkb9CbQpZa3ov96h1riqR8YqD4zpHY8Ox/yLC2jXrbDMh8EVVxdWtqzbVFp6kPssdoS41ylDH0gz6gf1ZcugFwWB7VFMUh8tgxb/0F3lVpiTUsUD8PVKepD1H/QMVVAL/UlHQN/eMqxbMVs8iyD1/Z04BH990aQt8ZA/gKxxlC1npENU0x1KQRf3GIACtjNt5hlD7PEb+01PMt3EtT3DaBzU45XAGu2IL2fwQLuSxT1GZr60vqxL+k+B/i58QG04x0k6BCP90A6GDrsa0bqD14z/J6Oem6JNnqWoU2SBYb/h45DdmXBvOAzzy2BsTtlT4IhePgBDfW0ckBHn2ZAU8tE96tBuc2XXv9nSPNnYUuc/dOXn2X/t73P9Y7NNgkEgEzSUzCMHF5/GQ8TUJdv/fYz0gSWWMWciddSzHq1Fve1QV6elG/EUAPFmqbinZUV1UqyPMOXH4qrVTo1DjVGHK8hxt+9B4hxnZaWVpZOnHh2/RRCcepZ3RkAumfPLD1zYv04w4LHx0+ApzAg9Bn2BJjmP3tCt75uZJ45derZs2dPnFhfB//WT+hOrZ84Bz0Sp84dfxbG1IP/cAzLcZD+7HEWBpoeh2vdJ049c/zM+rqOPQFBtw6xrJ/V6c6dO3dGd47jnn3mDAwoPXFi6RlQ6KkTp86ePXvm2TPnznEXoJPi7AlYiO7ZZ0+dOvEMe+YMdGSuHz9uPHMC1AvcnT115hx0MoK3zoIszwI4Ad2OoI7PnIUJz56CPrgzcN0eEPbsKRgiB+pxAvDk7LruxAnAR5DtzHHmLMdxKHweLrmdhYScOXMKUHPmDAf9Gs+Cupw58wx3TgDwGMCzz4JL3ZkLzCnIx7Nnzh7/V//qGd0FCODxqRNnzq3DWNj1dVa3zj4DimV1K6C2gJBnnoFEc9yZM+d0504ADgIWgv+fhZQB+hkcrQjywz6xBINqdCvrLGD5CrvCnBB7qNjIMNxWan9i/fiZZ1688OInzObjx83mpQsXYMyF2Wx+BQZNzHZpBeDuj1aIGdVTjQVm6WpeD1V0aK0eKmcCv+YLx3XHz30IuRkZBnQ/AMal40b2FAxJ0uEnOPIbLaqv645zHAP5bDwO/4LMKJoPwL//94Azzx5njOvwVRwzjUKndMwpTvch7vhx5sULCNNxwB0Y843C7j/x4sp/etX56vH1U0s6eLQzBNDxkIcMBh6xRhS2CGPUhDfW4dI0YDFcwV2HcSkgyxKO78OB/PCFpefPnjsFw5aehXH9DCoN+taekRvzvRj67wFOIdpKiMmCV591fPOk5/+kC3f/78rmZuVh21kK3ZmWUpEbg/SDZqNStgWDTldlUno0tTibtkzhhvdez1pJOe6EpncTlcp+0FXNWLetNwOZyG4zMBynXNveyr6lM2177wfCdwOlYirVaUba3ke7vnKquh286fjiFwaVxqGsrl9E6JY75d3a2PGwWnKMhq1AquK+af9xc5guhf7WuTsdTsruVqXSLFciLdeNzYg9knJP+rXS+E6jZq3Ubc5x+pHlRvL3H1bLzqk/4ChVy5vDu4HKNFPedz20bgf7EccNZ9/rnA4qnVa9XYm77+Y3O41kvVDbzA0rrkzO/aNBK3d5N3grtx3z35667nXzD72dzGbaNnV9br9Za4cjofvOTtwecdd8pVQ17Njt29MPkw9dser+7/63G836Jdutt12f/vqntoObHwm7nNu34rG7Ptf7/6Ldnu53Q5XOoO8OBu+e+W8/6F3eHVpHIUf9d8vl/x4evdjc3Q7ez7vS/vsPWvaH6WGj9qfBYD7duDey9ybp243Nh7aH45pz0svcaN/+XvVGfDPluzHuVIbX/aXRINcbpiq7Hctuq5IZV5yJ3a6n2XowaozD52yjeOX2qBF52GtkCu7bzvj1kW+7Zg9+1125OZ4W0vd6lRv+fuKeczv9qBm3fLjs7KUSY3evGbnme2TvNYO9ULNYuV8r3Ulcn/zhXX86Wdu1tnvt2th+83ph+Gja3W2XQ9u9SilYBU1W7jUShUeTcqZjTWxGqi1n8E7DW8nYH/RKU9AwqbplH/T9TGi/F6mDFrmz63U5YvvJMmgPB2iOTGnzpi08sjaDt2oO/12fe9JJNdK3AOfdj5yRwmhsCda7PsD24f164T/7P93sTQyRzLZ30vdVQo/GgfbdVn3am+a3z4QG9XrMaYlVW5lqp9AM1r/6/e6oaXMGM6UvDqv3x7Va0JX+fz9f2i3eGPXzZcede9Ok68ajeCzYb0QGGUc72HenS9dv9+BO9RUj7KCffuvfvkVVgVEuAPSch1azmUp11fzWKjQfTQfgv1U0EW6OoB3aCIS+2knuC2Nz/Pm844/748rkRuMv0u5pcbtmqU5d42rpUfFR9y8j3/vq95z3rNvt670f/vl+4NG3Jo7wvfE18d3fi23nbie2R12vo9X/dqja6hdDzrE9VGkGqulWIdyPuZs1/7b9kd3dTbqn8Wq4nthsBsLjeLU09kc6Xme/WO0Vy4NipJEItQqhUS7cL7oGsVLfV6rn0yO7o2V19GKZfiw1KLoaFvfQFip3CqVxfLOZBwidbS94oTyJu6f26igXGtnLg1iwW6h0k856fnNqTzXyjlYSvB9pBABF7mkOpLqbCZAz0rGW6pZqzwfIiUxy6Vpgs1vY7CZDmX4x0ik4Rv4woGKcKw9s4boFFAOIAi+XO6CyycjABuhNTUABiUzflupYv9YMZPq+NEDXtgabgVDPVm5YHLVAqpMsgeI71tC10eV7w6Hjoa1RDY/GjcwQILLfL4/HtX7q1jj1RjcS3/V34q1StRKObWbKzeF+vfqwMU11qu5b/UYpeDN2vf2wV3pYLLkeTja74Vy52hokyuOBY1J17qYzFed/daUmjW7iYSLlBO2dRl1iWUuwIQjhnx0D/hXcbILzDIHgBAlpvb3jFa9KBrEDbgVwbne+V/QnfMmEPe9PxgLjuP35gM1vLXzHmrAF/MVLle/5cy+9cMnmtQd8F76bSL5heaNoz33cGnnV+vFX8x+8/LFPvp3zJ956+9Kb/pcsb7516dIrXtul4VtvXnj+g7HuJd/HvvP2hQsvfezNt/x/9JHffOHtS2+8faET8H7sO2868j27Tyy30BeLvbR21f59XPR3znx/ol24b4gK//gLb33Qnox/6oWXno/nLz3/yReeT9jX+qD4eAQV/+aZq63ACx988aULb1/4+KvxUSLuX3vjotXvX/Ovn1rzgZJOXb76UqJoSX5YIM2XWxPgsvW5q8mC71Vb/LQ14r308ovxYcCRctkCmyGX0xW5bamGbxdTndZdm7NaTty429jvxsJ2ID+bu+XC9cjD4fCPxq2Ew3W90666UpFS6UZtGL+fvlevuVK7/tEkkQnf8d+q94N3Yzerm7WJ019yhIZhR8tVctwd1Sz7+/7gR77fXaWOnT6Jf8+c/DD6fe7ky4p7MV3Ot5S4tl56QL0W3fg++vVs/FRxP+/3cfmyGz9Av/zGjxT50f1NCs5nPcnu6z9RZM5uXOYHrygoP3US33/qN16RKW/UGrEV7ZqJ+cXn6PdPzv/q5K3Y6o6CIrHQeTVTUy7mR/c3KY+n+X9p4pvB+423PFMh50W+pqyeSLbiHgxtgyfwhR97GsbAPU1uq8vwbFwUyphpj2/8hOS7x9P/xzm1/IFIm8hCdWdRd6ZTJ1fjytqg32XKYH3/K/MbQ6OEWczq902+lzX5pi5BfS939NX4Pu540JNSSDY/++sSbts9JSu+8XeaHUDNfM/GZc9USfhzJw3eSXSq+dq8e3X/Uo8cdbHZje9ntdtafEP9pvr+cZTMr/iPsj1twTLbYku+OwurJVf7p9G42Jgr8bualCvG3oKaeja+Hx29omqSZd/N9Q/3BvWmsrOpSZ4nO8X0T/7Gy5r51awQf1/9De3ODu/fDjndU03eZzeuZusit6nmiwtJflwV1CTOIx0+v3TyW9/aVnc4T0ubF/K9qfiRx6LGv8bBmb+fGrum6up0sBf+aiQ9V8Peq/9j3584/dFT3lj89JUXLq5dPr1WtKydLn6nYM81Qg8HQYd/v5/5yCvFVvjlF4tx75m10xcD78s9d/U+fNqNvPxi0uddu6rQzzHf+SvW71rOrPkv94IPB/1IKJa8DbIXbrS/Ewe2gMW3duvq2fbVs+PL57pXz/Yvvn+CLsDt9PK55pUPjNBtGyU1rnygdfVs/coHaujfSMwwvPj+Dnreu/j+Ach28f3geV3M3EMv9lAejB9jrqGHE/Q6/ttA2HAqRjVAD2sIoUTAWCy3KZIhvdtEGdroX52gVqJEKq5JPEQ0n51chkXgipA4u+KTJlHrmvhiR2TOgKiaVOUBkUfiYU9kMmb78Mq51tX3S0zoENikEruXAXlnVWQ3xIbozXBVKnQsVqQmsq6rZKBUUwkJ/gc7w5VzzYswdUAQTHYVXITNler1WtmXvw9mZdm9Hh/qtbqZz9/ZaWRf43/W6v7eSmbJdOxzt30PvP1g+YElHOo4kzcLQaczEiyFXdVKsOIOOSqOYOZvmv1uvRVMhz7/+fe5/uazv10K/k3/OUBbPZewDpqt62eqv1/NXS02hmfs109b1n5kq8fXfhR/7vLpO75rXUslNNpsPyd2/mklPfyt99gllHnF7ei/7R7lgx95pbP2g2K4li45e93OYNh962atW69sNyf91H6nmrrTTdbq7V4vuT2tulu51CgxdIxd4V6zUbuVv50eDIc3+qOpfxRslceTermUD28PRo7+0BUrR5z1ar9dqRebjUT5vs853g61m5PBj+0vT8HMbPzjt4uDyCf+8is/8IW+96t//a1KplfbTHfLtsk9q+3mvXHsT+93Ktfa365W7gdTLtdm8FqpfCM0nBQdNzu//frrIVt72hzX7aHAP47B7es/fP13Xi+9juFeaxq8ezXUc29PXP8Q+z++IDx+vfC3hVK99mHfb2/ebjqu97x/Pemlx0P7D7c327u9fugfXIk7DUemObjtnTx7354upf7Q3Z18unrOVesObzoCP/qItx7uVG803VXntUF8c39s8f/Oz37rv+RDjv+11vrZ+PP9Wnu9f/7XYCPWUVOe/7XPrK995ptr62sfff19a2vgRoCvnEc3MO9n1uHfi796fu1P1qT0tfO//uu/tqaA88L90PL/DRINh/crwR9+emAtjTNfH1eGvVu9+m/absS9N77pyJSv+1vdbverV/6fq+VWMP/Vvz9z5WNf/35j4ph2rnlv/Vn1kxlX5s40/Y/Jm/Yb3euW/1JttOI/Ctys9KaZe71iOJW5Hjk7LIycX0vd/tz96fBWMF19dPePqv3wDX/T/9A2eLDbm9QLwaa9UrJ6w4Hr/UENTI/H98fj/xy+NxoPw6CpHoFJeGp6o+oblW90HKlrj8qv/+xmf7MTfzEdyv9P94tOZ31zWm0Ptu8md5Pp4f125GZ12xpuxSPXHsUH9Rs2S9+9P3B8rT9ot/NB91/H7yQ/n3vo3e25/beTrkzpgbe0ekjf4REcwRE8BUQjz01GYLhFH1ZSrc4XT10sjy6N4rZCKXzh+XOnLjsS01bc+ZNGInjl1Vwq/+GPvvh+678dX3l/MFL9UW0YKIXL4/Xdfq/av76kxCuvf7cpww7Vr6TCjno8/J2X39y/+LzzbiaTqU6bRe/Ll9xX3K6J6naFov6MgrFthmUDv/ozinrNSFFmGFxENV8rVSEUd7/1raYzVNlt9TV+ToX/run80SfL8kUs0mg6J/GSxhN84avunmp8ctJ0Xgl+F1yOP5lfKx8Egg9N1fr4j9/4xCv9N5doI32Mhn8/t7FKGY0+19fQ81UTtWr63Kox/nXy1mT5KnnLBMoHyeCjT/zhT958xcdTW/zWz3h+Qt5Go/fI26yniW+joKi9KLVijEapL24cUJRhlb9lxUUbGGqJ+fyqIfB1xa33j8lbYyG9N0ndQtjiUWovevCzqOcBeZv1YEriFODzSpT6vQOK8VgxEhNDgYKhJ3yLpwAp1N7JYzDCFDyjLG57B72Y5ylA540otY8vTh4bwUAXKmv3TtWYDbwNcwbgWjH+3qoxLxREwSBBDEvC9RfB/6vCtS1utwk58wem2x7To2+teqjcQ0xA1OjYWkpsfXFEmbJTIRvk/BdWGT8uzkQbQPOtgr9fAM3HUAn31zWem6hEBfPWBMn7/KopcXtViB5r8w8Ev61n2XbH0ey3r0VXhpuprxW2pnZMhonfMXoOwD8Dv2fyHLzG/gz6erO8u+07KLe/zVSrf4jrDtkDNwPoGUrHcRSM39RT7I44aIzCLw/y7IkPTToYUGSE4ZCUnj5AvhMajZMo/EajAPNd0f/EwL7rGHGwK+CNycxzqAieMjIrM/lM5A3DQyaaDAYZi44y6Kho1kMZaDMYTwyXBbk4gBLk4XCmKMxICyVSNMOzZkpnoE0AN3hM0RzFmGEKx1NmDuXU63QrqM48fEyZzVmQTcfBOyPCu4SpEYpgKZOJha1upETKWJBZT4NuwJrNIIWmWcrDUkZQnA7QC+rN0FJnMNCUh6dMtHGJgcv7JqNh2Wgww9gkgBV0KiPFeQAGmtExSx6QD9RZB+j08B4PtUIZyU5iRLUUuQjoO4AM01OgeIozU/QBfyDw3shQJNCohaO4nT1mqQ8yoIUMkIFmFtdVR+sNlElPmbNRypP1ZCmDnsmq2iwK2C/wnhWootEVKzSoDjCCN4Om0vEsp3wXtCfIzBhojsLc3fMILcfB6GGaB7j0FKZPh0K3dAzAC68MMCMPRC4cXaBKgIGMaHxKHRg2gcifLAfFU5SCTQHqvApRCGQy8lBVEfhzBPrxWZ4MMFd4KH0MJiSn9EyU35mTTwA4TvVUNusRH5jBI8hKo8kUhaIPdGYd6DNGxmSEPUPsSSCjWcTEgmTaxGfZLCgadC3wnInC841REJ2BAS3N8hx3gOuMlm8pBigBM486Lr8HEaJQvSxEjBqUyWahMAX9UuqPesboAYXCLgPHAAvNEBp2cvOOB1aEN0udAYxOUG6U5Xc8UQ/Pe/gDFuDTUzA+n46iKFadgWXZAz66AzQqrDOoJhj5jMG0Q+HoQwE8qJYSFwH1K7QRcGkLSgednqVWTCuYp4BTSjajFjbidgYqnxM4HoVIIRf0NGInx/IeKguI14NWM5gMJg9gjMpqA2NIJ/Ie7bbAwff4DpbLZWGV9ToGyEo0pGQAtQOZeQ+HEMC0FYPQcgAnzQHBxEKRyaH/ocwzRyHeJbHyDDBXYJcAN8sUfyDiFTtwVFsVrgBySFXIy0NV1ok/b3ivVCED16ZA5wWAevms7lcMfzBOQQuYTJIq1AMMJqgKs6ADYVXooYxRHqA0SUKMhxn1kio0RsEAZExAFRpg14LS1YhVYRT2TagKGZ1uFdUZDqo9igfokZCAJKxAhEjCmnihQXmkCs0U6Jei5jaD7mvQa6lC/bIB1htIkz0hL1aFRppZNhgNDGNgVmmTCY4cqKDAyGcEVbjKGJd5gBW+DVRhlgeKaJkykEMAaQPJggJU7wGhAwe0B6vCveyewFPDIlXIK1Uh5IKsCpkZVbilajM4hgTez6pCWK4O6HOPGVgLOg8aUgSA2iFVqIMIYBqhCjmW0mVnVCEwQFgkeBiYEXQjMIBhMyxBGSiyIiriZzRVIQvrR6pCE7WHasAyngNJ5uO6SbeQIx7QKQy8jjF9lHrzKmA4O2tbrVGs/gKkj0eVAJMRoLypqAejKFLQ9BK7DaszMQ4jswkaOYFk71qUBxL0NymOi4LGZpDIFtUJkBp5yAXEfh6NJeMKoIHOUkCdZWVhDFJWgXAS7KEVMLXB1pARiH0wVHZgT9EzqMVp0MsFyQWVBZ+FTDftkRwATQ6YmFXyAY5Lo8ngEVWh0UPBUx1hnmXMeyOU4BLtWSh+OQ/4zSIRDVqWF1QhQ+l1UBWaOW4PE4q6DBjCwCbkZOYR9cakI1VImz1yY9M6PbK1dGpVCG1lkA3qv2M0dQBnqEgVZtnoFh8FkI16dkApejCWAFbQqaKCKgRmNmiQLKwzB1UhYzAwO1SUNB+iqJYSzxD3acqMNR1UhavQQoN5kESRQaUK9ZIA80Ck0FRhlgRVaFaqQp5HMslkNkJpYIBZDctAFQoyT0epVCEc0RwYpaCR9CbQXWmlpgH9GqlCSCp+e5nhRFRQljFqVQinCTS8IlQhbIaDp1GFAMEqMtDeAGJXoekZlQowMB7Kls2yJv45KNbfN2tb0dRFTgcHPrarTEYszfGcJgvFt2zbvZGN7uX32CKwCJDsXaMNQPJ6TIBbJtNWFLeNqE5AB1mSVQLAkc3uYMlNLevAH5FuJIw9oj20kxWtoSy1BKS+gVlWqUJBSMFRzZhAD84qbR1TVkMVGvUKVQj0kqgKD7BrAtVZpt2QfXJVGIWt+3hVaJB8IWbQfY16Hey0alUI/zCQmf8LKHUVSMaVd6YKox5PFLDnPVaFgNXItgcCgEMdS60KGQaqQg+Vh5iRfIxuRTlR5qF3ZlWhUUd5OPNCVXjAY1W4wwu0LFSFe8fwrjT0qUv0lTa0l3VD3NYmbZfb2JD3usEdcPgbiWg3nPDFRJQZ77VEWE6eJHffEbdwUyiLvv8Iv4l1DG8SRR+zPIb30bLCN7zRBx0pATUsCNMpoBC/CCeQtyGQiKlnT6LPjx3DX3EU6ydRjw4EwGVhPKg6LC5WrrOAF52ZgGlDDIJ1OykUsCHsJpXri3KjGmwo9h/ivDN8OCZ8GWwDU4pybcj0UWraN3DxwruIaoECRMQxFlMm7p/cwJUjmEfWW2gp2BRyIRSmCFO2IaajtmBxpTHVqEb4kj2pAJgfkYZbUeLXhsBfqZYs2Ucw59Xcl5pa4LXQpmTflzkg/ChaekNgDu6EJ0WWo8rhbihsOBP/CJkpcQ8pK7MTFy5wRmp8sgaoAMxtoa9IWz9R/z4p9+gNaSgdLQAewRH8nME8+8i49yQIosrcRtFqZZAVOB9gtijhyFEDj3+25Ad7KLeqPBmgoRqlCKsZl78Hf5SlRMWQfgwo0SjSdBgAHAIWDiRoS8LNSC/DC16+PAQoyTMu4Ao1688jQTTT9hQoBM6sEHP82VK1ilLBllaJW0K58BfuUAf/E6XskXnl57Bo4+H5PQtRxd0MYfyc54pUApaQ6SqYwkuPy72FHi0xMwkqghZkUEEjbx0G44NY4X670Bt0A+5irPYonx+5AhN7cmC3jAv5Xj5mj+Wq1aTjfjx/OhAbFi137PFteyCUysXTN7z2xhvDXqw6ztlbFpcz5nK/6c6Pes8/qtdfyP1d0VZIxqxXXvhkY5jwDYrf6b1V+ErA/ijh367Z7Pfq08mD9iDjGuUcHw5447mxO+5L3LXEXcnM/iQfijia1kTZds/nLQ689uuW+vTUS4F7vjNWS7lxs+jPh/reYN6SftOfSzcm1dyo7pwG4/vfCWRqjUG/l/t+xxf377di3abVG/bf8/u8V4s1byW/nww0/f7a/z60hp6P2dIdW9IxqqzdazruvdDI9zrJoW/zyqmi//x/t9cavdHmXWt3avU9ivVq3/2ztjVwpu129HOVu9bdcbthabtHz4+99szg+VGj5esnfVfjuZcDD3utN727pXKT5ICt3Gm6kk0lHyZty6RdyrgffS/3gUbNH3YXR716s+yz9K1l68hSngbC8ZhXpv1BYdCNtHxlyLNrtbetPlvgkdcf77i8g9xkkL6bD3XqteYgOY11kqOwNZ90+Vy9qiUlMK9O1Lv7dj8cv2xpJR2Al/Wu727MWffZey/GrcXNgXPzwUNLPfwo+HK+HNgNVmuR8ii5mSu34y7rDcuNhG2cSnjHrf3EndZ3A3cSNwvO27VixQG44k1fT0yDbcRQ290XBrA5ig8G9V4v99PN3a4lFE+1h7XEo0YrX+2NGolgsdgLXE5cCVzZTU59yeJAwX17/nYnnCtHvGO3y1Jzffp3fKFc/PKDtr1g9VvdltNrL65dXr+ZL1v8k6Kj7rT6/2jcrCWK058E7PlEqWP73PXcJGZJ9Ke+UvGNeHC70Yg1i3HfcHPTFrpeLTxoxkaRTYc36HblfLVKuGDrpQfV7tBuy/vttnEuEczftt7eT04s+b9oltOJnv/Fe8140DettnqF6r6jUg0UU9+rxi1Wy6WA5c9coXLEWblXiNRGvk3rR/KfrHgjdVtynE82KoHMqJ1IBMOOTb9lP560pEP2Qn961+Yeu3wflYL1Prl2Hgczr586v7Z+Hl2tnYchnufX1z6+tn5FynnlufMX3vfc+fNvf1AK9Fu7ChBdfBG8sf7cBfDgtJBwEWK5vPY+ZVwgerx28cralR+Q5a+toYDS8xdh8esI7drb8MmFtY8CDEoCALHrF35Tij5cX3sOZImBF89fBfSuXRYTTkE0p+Vi5Mfgz5m1M4/+wihGLzDQx2Qgpdk/C2CUi5RRanGwRBR6GcSVm5n5CE9R1IH6oagPaFZw3WNnBcdSok+OOyAkP038xc5FeL1Ih0Ouz0nHDhuMRFpvYkV/jFiSaVVUj5J7lARW8JBI74h5GMwMWgeTOOgaJl+TPKVEseiXhcXDgAnEGbTuCgg1wTuB9Ro25i8qwCN6CIAuo0Vt5SH7z4w9hf2BahCyG+X+A8uMEv1nj4hu0e4/C6fOzNx05nD9Z+Vp+w/3JP2Hk/oPHGs8EjpGwEz+qP9QR/1HgifsP6gGRqwBDlQ6wCQ5rGekO09pVJ7B5aMSQTnrkLodnqAe0LA1W1EMHo0UJMdRhBPLCg1kwk22dKS/FPoL/hGsEAbm42GNxMVuAcSLGf0lrDGj9VDAxsfqL8ArGsfTCEszBsytHVV9jFL/2VPXEA7ZmXGMyjHhEgGmM5C6rSxBPegKs+0kAK+Rwmj0H9xkq1uKjL/08odS9R8PtGYf2384Zf/RQ96uPF7+7KD+AzMbqS/idSHC6S2DvKikcVTjkx4cKZKjhWleikYJou9ffeDoYnLEdSxtrIqFDTU9G+Lpphvy4gZeb8CLawq6NsQ3xQWGBTQR7J1N2ZAySIShFbdjchZiKWVjhnz2mNSaJALxVRYvJ+KqkXiksklM6AFeMdvYkCjBmY8WR47gaeDwvsdfDBB2QzzOJ/3LAEbjUzjGnwaiFIxjwxtzbL5H3nGm6mrma8l2Zt9uzSQKgfxmoRBL5iOO8o2iO50uOnvtgD0fjHudtvhkELcXc9N0xn7Xlkm4rAFfJ5mz2eOJdL3htxZi4ak/UrxfzLRytc1kvxFvW0O21LDQDzgdpdZwOmzmOrFEwF/M272FfKwQ8Hn99lqiYIk9qqTygUQvbyt6cz1fPu+LB8IBh7VrmXrvBzoTbzoQsxRTqXu2/NSXezCoeEeJRNHXTSTtBX93MsxVWn7L0Jvw+kMxf6HgdwUSFnshkYzbCpb4oN7qxjqlaW9Q6Fr2u6rKNO9NCq30KDHw5nxuqTa9mgXW53bdNy1UkpFiutpt2JzddrvgD9lL/s1Gf+LbTVpg7XyBSi7oTBRjqdt2h6NZK8VDDu+tQNp/ozm0D1vecVxR4UbekkrYLeWU/V7umj9UdCdGvmQaVrvfLeB6p0PWbmLXXkjHXU7ruNgvuiO1ZrE8dfYL6WTMMo1FIrHUdsk1RNxIpQaNxMOmLWePFTf79mLJci9XHIxSo7i/6G1OE5ZeImCNTWo4w2Yl183XRuVM/E6uOPEnXI5xr2nxBpJTV6GQCLnDhfjAZrHaLLZ8LJbcHdtKDks+P+iMNu9aMplEMjm4NqxMbY5pIFAaFpMW30+LNu/Fn5YKrb8wVES3osGETeen3MLEPj4LhQxYmjPj4GSG0Kgmox7Mt2ijOUp5zB7eDMx5M5wAwfmimaPQBTIyaYbRLeNZC8NTRp0JjA7eg8IEKXGCCuazBj2y3xk4wYnCWCW0JQhu/wITFli4AQaO8YCUrEee4DEGg4nxoPfgtoElow5MvFZpxhQVNgAAu9MAg+RWjLQQfrhK8yiKaQlGdukZvZEB9zSHYjw5FOIFNxF5VFHxJsgIk5lnISXwGFEj2kIA91eYob2qN9AMpcvynj2UnTtkG8wD+vFZKMgSwHY9ZWQMiiVdloc7SEDDmGAAuMFo4AHpDI0idY2w7/DIH2QGGaP8QRZ1BFB5D+eBTWAywjB2Cu87AKDnYMjiMuwJUfAOA1CZGKRqQK0Be0EvQFMgA6NbBe0hdZEoIAKFk/JoLrjD89SyZwsGNkMUIEOWhwHBUWonywpblfZYCkUagjaMms0ecxRQZUC+DgYG+xoMRg5KWINygo/wR2G4MPjhQFeEcbt6tKEDvM6DerBR0CArjHDq9FNudzjcsIEkgL4ahX3NSGhk0DVBFfXGLNwh44lCZmR5FvE3inZ1MJh2kNHIrJrEYWPQGeDJ2lG4zweCHjUAaH2ADHLDBBitB/zks3BDC+SJ2SwPGw/PHYAxJ8+CjYAIYxSV5gF5lxlmhzIsgcEEUcAMoIFMZhhbahKHzQqNI1dXwRjW6w1zh41SKKElEKOHh5NGo84ARpsBdT0WhRszMDbTSIExmz2gDCaK3wK947s7HrFHRjlQPVqcIiL2cSBHVhAPLBhyq3DE9/gs6LagiBUTjohk4S6oLdTUUQ6yGrS+ybBMZ2H3YWCkKRg2cNMTv0XBQG7YH+mDqDkb5cAdmO0a9Qb4zADlE+QTjEVn9ngYrgC3T/EcSWQWFsXMUsohW4xHwcpG0IR6HRpXMKM8bOCJxID4pRXKgLdfeTxZ5IDbQ8MGRnau8gdgSEMUcNiAUeqBInIvKg6bAxYvvW+BMRzd4ucOmy00t+YP4KYOCvYGE4rIBy0Q5cweLmpGDNPD/+Gw8QDBy4E8zApsedOKyZA1Ej3yTc3OaBLEw8d5Co/4JdCpQNnUDux9cHcp6Nom0JdhNzPpGCgZgNTcYmGVDTBYVh42cPuxAYpxFvRQk4lhKCPo0UDbgM4GKIdaZhnGzsItissMHGWHHzYM8rgQw8aDR61q2ICuw+/sAAxIx6yKwwbuf9AaNqB3Lxg2puVFw8YMyjQuofhjUHNh2PCYSeA1NGw45bA5ieMFheDEk0IUJJ4Kb4gzY/izwQpxnzjCU4ifxeGGQtAuK8ZnCj4XHCm6sbEhhtoKYZtiVKgwTaekCE4hTQxExX4PHAUqxn6ePEkQeVII8dSgVHQDsMcElChFDNUVqBGKo3Bspxg9in0CODyTFSNKhXhJIVAXM0GK7xWIEaqAQ0aFirNCmCyFA05xkKwQwSyE5EoxsxtCqKnAuCPfwy8sINMQqik4MAlTYk+5IR7CDmFqSmBAX0TZwjFhQrpHfEHIsiw8RJbTFnq2jO5gBmQOZAmMpM70CPfAyEFhdxQl/WIiyRdJShUEqEG0QLCLAJ/XvILjAffQI6IIzBYDRYAaK0zk5aAGLUcJMK/RNBhuXBMxiFyigNGJTM2Zt3whd3k/cMMW3nSHmo5IMTPMFdOuyHVHrZ7rTgb2nDXndMc7+WR9FHKnAqV4ORJ0h7zXxt1Gsz90WDKV0mQyTY9Gsc2xv+ScJG7bXYN4ulif+gqbwU1HqFrrDYeDmi98IxMZ1QI9Z63VGNRBidW815F0Phx4e+NwuuRyVlyOyHRqvTWddnv26mjQqVerXX+mPZwW+/b09YIL4d4uuAgiHbCovgal6eIQEOBIZgKOdKAzrY+95xLJWM1arwHCG167yxq+V6816u1uvz8NPKh3kxN/OJQuRTbb4Or+tNsa20vByg1L1Z2qlDqT7XYuGQpUq/Fw0+ftViOlavp6wlrOuYP9+qTv9Ve6sVTYGk65Kq22LdW1e1vF9N1JZzKdBkG9u9Oy9ZZlMxWuTnOVUMHhSE5t7nBr0uqOvelgJQwSUt5KfdDvuwatWqiwa3U8SG76LsrRLkKYjO9yfHhRHQmzdvm0z5a89rXYjnDah5WiDYwZaGaFaag2o2mTEWh4YNGwnIdls2Ye2oxRYEKsGMA4A0YMA9L5HZaKsnuwu+p1yyZgWQBbR4dtDnBFo31iDNz/A6wqGli5fNZjhlYAeJk2ZSl6FahnekW3kBD4tQgTmJOY+SwLbA0+at5CBgBQ96ugJPhxCSa6B7cX7UBbwqRbMhqySkJQmKjBJBJiABYCQAPmm3C6qjPs/aIQckAt4aYB9u06Z3gbzBK7FD+BFvFSV+Qys7xsAEXtqZrGDJf5Dt00qyvQxF/ioltC0xh5uH8XzAlMJtQ0q4gjoBz6Vd7kNRj1XSrbgoSsNKTKrQK8jGlHxREP3Hp2aI4srUbB9FIiBBDPe4CNDQx++MUPw8ExyYJRWAHsMckMkkC5d0Uwp0QrCG8RYaW9PsLmG2n7yDHpz8ljBD4J/9zFzH9qiIrzV+Fn1QB6VTSt9K/CfqCI3EDbmWGWVSzm4ctqnywjKrYVIY7ZuIUyQF+GUdQqB/B1+CkBypOZjCeFzDA17Ywe9OvT5mg4qNf6vYDbe33b37elmtPudqeTqZfv26rO6v18yFEKOpyO6o1eYDfp7raHYUdnNPbfKLUH42tW38Om+JKrk9rsjIb+wu1pruRoVMrOad/iSMUcTYc187DW9z6KpYbjgttdD++ObgUi+e8mT/8Y/vmrbxvL1epBIFj5WlEWdwtcDD/nU4cO51Y6giN4DMx3gkUpGu1YB39p3Q5lwgv7YHoPZDZF643ixIiHe0thLoplgSLQAxuB8eB3WbhVnNJzURbkAlKaho5lgx66VjhUAsUB+1EP1AU8RYWDr3DI4wo39MOhh+NRIBEMOpGDxvEp0DrQ4a3BtBnu7z2AvmEaBSzI/6R3cU50h/OA1xmO4zlQIk3pEPGghjw8tQUQeAAJA8rUDO6BYtHhA5UMCBc8U0qIjIDuHMAHDnqzzaDaPHio58zQga7TodPOADaOh+5UGoEOvpkFBUgHyXAocIKGVKGNuYBXOnpvtikYPcjEofMIQGEsvNCZ4efT0OFXepo1c+gwLRS5JFR/B7JcB+mFNdDxMDIDhmfo8clY8H8dZDbMAqqqBzQjN5EOPUK/QjVB2wMumGHkkMABGNSC2GEUuC40C01JfIf/ONx5YKGYjXugOwCCUUVQBtCZEAOMBiNZ3zlzn7kdVYafg1iWilcOpcXe5ffAqyDP3Z4YOb8g7XBechXMRAfNTXvsy4cujChlEc0sRYZ5yTnnMI0Xy6ChnKGUR0ApSaXlX1b5dGsBPSTMDxZU5EHASn9p4p5Sh4DhpTsOrswgKgxwkQJY/SYj9F6DSQR0wWpBFstoYGxD2coQ6BBwZs6DDg7Zm0co97iavLfwjvrtERzBDMyXR8BI0KGIRx2YQ69AKwAuT+izcNSYPWBiKoCBWcIrrnDIMVkzXNuDi9k8XEACxhE8CkQP/ocndxoYPVy/ARoeGkAwutYAj1ACU31mh2LAK/AEVTi69Hoe4tbrkX2iB4aHB2tiM/yHVk2QLgZUsWaWWs5CQwudcqlH6hmaXVgJIzOKxdo7KuhmuJqi08GPi7LwFCUzPG9piTJBWw+YKSvIb8pQpqg5CubwEBcDigfvAHsIbf41QSTMFmUyZ9GSPrPKQwboPRRjMJp4YI7AOzNcNWM8wIREgOOugb3ESpNmAzwm1oxYS8GABLRKNBsYxWfheg8wEtFyOLSXwK0BWl0e0DiwcgZQHINOUNEjZOAfqA889IaBgQmAhQwDzTjGvIPWhBj4P/wBrQJbzpSFNMPYAA49MsIlOUAcwkNHYaiEiYPL04ChwP5lllm4RgctR2wZ0YKpJJqj+B9Db8FexLBZuAQIcK16zPBALloPT8UBbQdQGWDkRFQlpx+rJxRA+IC35mZ674A4ipaEhYp+790nQ3a4PznyRbQaF6TNA5V6ohekzcLWExYmuuuJUhbVB0eu0+qce3OyY+c/mgawrHp/Eqt1I1st0tND2qy81iaO2TwYpHB7lryncMC8onwWnTHI6OCo8qAYAdoAHbRgRgvEgmHOrMKEZHTUw+N1fLI6EKCzGm1YmBvH+XM+r/PIiXQE7wrMF1jIIMBOJL0BTP+h4tVDh36WB/aIwSiqMQ+/hSM44JDjKZPexBjRoELK2UhTwGQww3OrGYaGMYpGhRPJg07S08PVYGBZMehMTwrqfTRvAT9Q04KSGb0Ba2I9crhA1Y90MTSF9PQODPnQmwUTSrCcCCeSXnAiGQUnkhk6kaKSEwlaPltAx2An0h4UukswMM6oNzJ6WDrghcGMbEa0nAPD9YB5sAT4AI/D0wNRwYA8wNADczJoEUInEnyNn3EiQZcbLUpMDxS5tB6xFtwCzgD5tTfbFIxJr2d4M8ql580sPDbdg5xIBg45kQD7zIDDcG4nGEj6LRgOo2OQncois0dvBu2hX4YLNTyyMRkYlMXAG2j2ik4kHh/6x0DLEeEBbDPqdVl4uiJyR4Fa7kBmwrnlQicSMPcAGwFjaBMDvVD6A8qgh44v0EaoHQEqDzSsGZUTaeuJurCHuH4y2+pdAan4J3EivQf7A+SF/CdGvojW6Dsg5emcSE/ahoaZUt6JE2kO0wTD8+mcSIddR5y/Y1CRB8ETO5G4LXhr8KidSHM8toITyWgQgreJ6kDgPFBcr3BAoC9nwVg/7zETkSRR8P+BGU2yWC9lMHz0FKWHsaGeS0mgFdZgkKZOtwb0w9pPo1CMr619cE23dp6l1tahKUpduvDim+YXLh+AIj5lWuNpw1tRePDt229EWfZCFGgj26WLpufzWXpNt2z62Ac/lV9jaYCPYs+vcec/yvz49Gnzj+FJpQY0kQR/mWXqUya4gxJJpmWG/vhzlFF3il1jzVFqyUSb9MzCYJvFIM1OuEW53v3VZP4dop67qYpT3JHDaOGoPbw1quyr2u/pxOQ5Q5IXcNDUGk1MWdCiE7VgB7sEWlvZBTBgss7Dv/iwapNhBQwAVvdRvMACl4UoO3UB2A6cbpkVnUgsh4cBOngZ2DN6E2eOQpPCYDBcuLpMoyUZHdJ1eo7zwO+5CAtgOh65C0w0xeigcaCndZ49nkK+GrhNA6hdcAe0pQEt70AnDrUc5Zv42y4MsyI6gvY8ZkpeRqMwZdj6gZbCqkfQ0eRCm+xEYgUnEic6kXTQicSITiRU0WVgFGAn0ioQCPAQbz0HA1IQBob1CLj0WChBtgC7CH6MBi6vMWboiqbhEptBD80s4zLKoqMNKieSSUfD1Ucge9bWKHgKNotWvzjQb/ss2uCyWqCoNVDMaeqDK6cvXQHs/rEZ5tHR+DQAPbyAHhoAWVAmdCLp4XHWy/DAcp1YfVAfvHKJ0SN3HK0DBKPFNWFBDS9uwqVOKA+xEwk9Qom4mqDtOegD4njsRIKttJJF7IgudiLpsIkKCuXwBuwVHi0+SiuiOg+lW3+N5TzRqKKjPtlqGWFdPZlke3dgRnto3angPYi94Z8C+aJ9qO9kMv5UTqQnXSDRkLfvwIk0j2mMUMZTOZEOafR5DjE5kAzyJ3Yi0diJZFI7kZbgZAdMTREHDJgAAzzCHDqRsmbkRJq1AXR6ncEDhi/DoNmz2WiyE1SisxiW0Md8Lho8WTYON4SAh/ZAgqLX3meGn2Rggfw6875lI5j5rb3v6vp5do2h2SvwrHba/PylC4b8umHFsJX1mfWverKGADBkLEXGqH+DCQCJZDtj4XOGT5r/BxuN5i997zS9xgF8wMKi10/Fou6rtB3MX1c8lAeITkAG0FZ8IAvrZgLM2cqas0UasED/caDLmAPQsnj/hQxPZqZLImCh4+zdnxZJRumToZ4/wpTx0sQwWjgotw5dskeBWBspJybPE+aYSKhD1ogpC4cR6w7hsWXmZuExWawOmWDQBoGfFYlS+ovmZWhyM/BsfMrDcKDfM7aDuU6kbBYuJy1ThqzHw603zQeSEwl+RIAxmUweaEkZRCeS2SM5keBHE1YNFDQiPNC1DReCKNmJpOfhSGX8S3BFz8xH9yQn0qrx5+NE0jMKJxLt0XIiZfckJxLc6AsqCviKnEisR8uJBLfc8mAutQWbhNZDP5WOinqWkBPpwGOk2O8Blug9vewbp0xmM7dMOpHM8ANYen1U7UQyAyYYOX6OEwmYrb8oTiSjjnAi8Rx9jAa96ciJ9LRw5ESaU6ASjpxIM04kvQct1GMLCnEfSK09wYnEGOBAlzwsog2AnUhfELb/iR/MkGgQvv8hXqNkVpUL36uON6KVX5gQXlXgPTYnUQnCBzrkz3FIf/CJUvQxkgo1nvlnWWmXdZjXngznE8ETop57dtV8PO/oRLB5aBaTuzFzoQSx34hbXxVJxFdk5sNjq0l+Bkb8EI3qHDIhi/jvpPS/sP2VFTfr4s+pSF9T2RD31YpfYxE+ALRBSZtZ8EFk6Gso4llgG6zwiRq8h1jaUINRCx84kb/xIhF3UkwTyyNpPrahrAAl/gp7dsXdy+LeX+GTNAJhwr1cmZMyYrTdWIlYwix9/oW8k3YBUdL+HkosA2+m3hA+SyTUhTgnDiMXNv9Im4zYk9IuJIGt4vd+5Erjj+tI7CHagz22QZF1lnZWb0h8FcTLhsQH4Ss7s6yV8uEPLikSidZTsHFDbkr5q0dag+RQoBLN/9QwZ0QvrMN7QKeM8smRL6L1nchGFQVPpnyelHyN4xEfVx/5rECF8p2XnZI+LqbKpfoSl/yrsgMOyUPxxMbH5CEJ25CeEN2QPA9TPCpROCmBFMbi7kL22Ib0MTBRLwiHGOBvjhGfHCM/5rXB/uxw9TqCIziCIziCIziCI/hlAuS4FP1eqsXarCrvKnr2OCeZiARiRr43RnSOyp44/NU46c4046WDr/DUqlgaxrCqXEMSCckKd6ajc6uOgAQT7lRGwb3Mi8+35DvTFpFf0X+EvgZRMFqnPWmD2tlsIpEqxpoEjORyzx5sqRPfAfAqArRAJgJ/uVE90he/I70rUa4sU15EYKhDrSjA17e0EmajR+DRXCRKzUFPkKOJltdI5Ofx4IliXrTYLSDIvhehOUdwBL+MYFIPJh4eoLuK42UOKOGIZwK28A9aL17l0fWyFAWyBSOR5kUGZh8knbv13LVavfqoGSqPi9dj+bE9bbM9ssRj15J3UvcmgUqrlbifD05bGUfTEgztOxuRB+G47WG4nL7drMft16eT1mAcczprmXbOWYpViw8t251OOLwdt5VLD9ub07ut/mY51XPudvOhrr/rqsUrPWspfKffnRSqwfENS7tdSvkeBpr5bq/lTG+mro8q+f1qs5dsJzoxR6a1+XDi8A4Ho5bVbYtUvI/izaFvaLszCKbqqbTLFWrdKlfCvV6xHPOmR35X1xeyuFLNeCAQyLWs8YbPmrNN/dNYzBfP1YvFygtOt88asHndvmTcavu45U3Lvj3vTJStmf7YvzmxjHK2uCWY3LR2i/5GoZD3O4uxhLVvfRDypgO5XKpnHxVKnXigmvTZvc6AvZIsWyKxhCWftATylk+97UsXv/e81e4PxN9+o/6p+BtvTK7GArkz8bjlxaI1X0j4rYG3XvTFrc+90PdGLNVis5hIBWyZSNyfbOercVduGAjHi3WL12LLxXNJq9WXsPpj3gCoi+/5Stwe78UHfWumULG3rdaI7Vwu40zEx4GkZehzDOKbg5bNPY1txmvF0mY43LMXG8lMuJZ2+JKplN/hyzha9UQnkbNZcgVfIWO3J+LDVLpqCzf86frE17Z6E/AU/LzXH88X/T7by7GCPW5L+m3+xhVLPRhOluKuirNXKCb3La7tWrNVyPvsRX/cW01ap16LNdZqhhxTe9UfG+b6uUQh6c0l7fHc2wGfzRrr2BL5mHM7709403c603qtZZ+2i91i3tLOb07yyf2Yr17td6yJcaxo8dqmCVfO5Su48vZ8zpvz24p9m9Wfy1UrGbtr7E/nipFCzBovjpN5a9KftCeSNau/6MiPA5FkatD1ZhLeVLdfLzetm856yRq5vh93X2vZU8P4o+r2eOpvFm+1H7Q69kzDcaeDhsHIfyu2/3CSqtaLruBNb2S72Uvd71RLtcaNSXgcr46rtXatVou5dkcJh6NWvBOqhkqOvLs1mlgdofL2aDpJt3uF7WRxOC0lduvtnGM0yt2zpe3uUTuVHkdyrgf9xCCXbk8m0/KtbtpVrzUSEff1dr/fDdwc7TZS5ch+d5CM2270rSFburJZH44j+x1fynotXLo1cJZL98qucDjzKNxpth2BUv1hftR96Ezdyj/wd3frg2FnWmxOLJZtR2nY7lYd6czuYL/vvdUJ3wNjyO++NkiXyz1rMzQMjstd2/7E66qGmwVnOhK6EXLc6VpDrVxkFGv5wTgbt3zNXHi/XuzdGzns9xpNx137vW5t0K46Qo4bw/Rdr6s+bLXr6RujafGe704+Eqokrm/WXbXb+Wtx0KEdt4OBQahczjwcTJzBXCc1yNsfBO42bnfbyQfp261cLXet0Et1h7Wa93ov3kq3M8HJxF+qDtqZqnu3PZ1Or+c7hbKrXK9OAh1Hx55y1zvd/YZ7sxt/1CjWWg/bvu7mtVqtlb5XDrlDrUHVly5Z77fvVBLua47WpBe+s19rDmyp4cN6q9d2lhLbo87w+theneZuOaq3KwP3g3Fs138vdLfTSW5WW8ly1THoj8M1W/hh50Fre9ArhBqVsO9hxDXNh5rBYtkbmgzij4A4KGUyXYcLZEu6+u16q2+7a7mWtu2Pp5tltyMQyt/pTXz9RLp1N/Yotj1OOipdu61vy/Rzoba1VysEC/m81R7yJoI+SzKXybttYLQFSsVh4G9HXl8ubhl7835/7NU3nreOCNF8z+tu1FtFr79f9CcDzmQz7rNHbB2/fxRI+rwFu81XK/Zivkguni9dsviGhXjS8mr5re/a3/B9wF74jvXUS2/8Zv5yMee3e1+9+F37S/4XLz//Pfub3ueSZ/KFU8mribXCacvzF986ZX8rbs+d9r4avzSseLuxTmDkr5QayUEg5Yts9vLxQjPTTrgt7qTXVst3/LlyMp5KBpLtnD3h94Z7YywtHbaKJdNMhgpj+1OLy3sDQl5Wp75EPpHbLEoSs28D0scSsBX9Xm87qRKZ1sIQysx03huqWiOx3sVpJ+b3V/O2XLieS+TcHVvOlwp1avFkcFJL2ooFX9KbjBUKgellW8Tq9yamsfzAdqlp8ecDfnsj7iYkraPUzWcG/fggUEyWJgPrnYY332h0hnHH5rhhCaUSm7akJWVLNn0FdyEX8xf2GwNbtVMAItc1yaci7s1NvyVui3ntfnvc5y8mffHWpUTRm8gl4rH4WZv3Wt+bLNUHPb/Tkg4UkoFwpGt1BfvxRrNlEcRvbVz056q+FBCyNbfXNnHeD2Mp3LTE3HlrtZtsOwOuZKJosxYLXttLRV/ca0lsxvz2TgDL41q6HAk5grmWPzEtbAby00LA7g2FvClHKzayWhugKUqZrs1WLSTRR8SL3uool0okGsOA0ztKBG4nQjG/G8vtztAy9MYzUHBX7dZk214MpmtQdDvDhbIbiENXPd63FcMjKxDgzkRxbMn5A7lIJF+IFWzBzWS+GfO7igP7uOTN9/NxdyySrE29A/8knoml3P1uIljeDCSCuUTK5Y24gFobDqbdcXIMhkIpdXvkTLlGw5QrGHSl9rvVVgfIefvmHV8tkB/VgXCMF4Ao7O/XG+O+r+oNlYHy23ds9kcDS6AQKAZT9pEvaR8NO+12OGWL9Sy266nID6VDJDWBewID792Bn8emjSM4giM4giM4giOYgaMTeH5p4Um3X/4LAGFnDa65vDNAuJoZC+QDIjfxkKbgdwoeA9IqBEu+PFMaSQQ8IFr4CNhsLlbcCCqk6/AbNEe26eNP9mKljPA4a5aaU6Cyo/ycFk0E57FQUxlY5R7cBRWg8QWt7PU6Igf5i7FJUyT1/kidtLMFpXCUaqcxhx5xOA03F0cRQBO0ErgVedT5Kbn/sBilWDZJtHpQ05TcXwTQEWQK239ExDQtPpGvxI3UM+hp+QFHpJFtZKQWd0Q9hc5FED7dOUu59gN1HTn8/2EYqQmcEj8nlEBUmRX+SU1Mk0n4miVJU5CoooYUJOycPJrAkixHlwt4q0nJbE9BNVHk5TRJYfEWU4kr81pHLSVntt9rEiq9TBMPBa4Tr0vI9WKi6sAB9eK2cqv3PJGrvCI23FPKJp77sgr13I56OJWr4MGcIognh9zrp00FiWEBtTSl1XdUja1dutbTWS0lDx51UYoEMqNcsii60BBkWWkoom3dNB5nLCEFH6eyTRqcprV6MDomh+ya9NPvucW7C0UuzLaJBj9pMYHU4crxqDhDQqd8k1SaKuyKHjA3Tb7Xtm7gvmtaMajkqs1KMK0aaiDV4A1NJElYFhosxJo0PXNBFEKrqZJrw5IKVXhnwTiUhwwt8lRuNa0uJpg4uI05JQGsso/IxpDUCeDvPCWhTab4dEa6sWTvwiCSw1IzSQo6EfD42CB8tBGmFI1N8TQhUfzjDAzGxyEMei3MTwScSA06w4GgTBwfhz8IlxhRj29nuRBNAUK/B3vffxEgC/8s4I5OnbzQ0KSkRKVlRr6tWZjKOqCkdpZ6G5mDm8WqNLlUIwP9ZgU7GvVWmmOF7iuUrzaRZ6ijNRI4daZZsijclRXkiE/3Zt4gICu+ox6trPYYpmebg52bKAkUxGSOzDODV3xNUwiJ/WCRIMUKb5YY4qH0iKYVz5X5WNkQnkuMGp8Km4JtsnLTaaRqvEHPaBdZZCtKUVKjeklVRxXb2cW8lGHnULnAxE6lLzWHJKtOmDM/Ry+o5apWl5EGpFgIq8KvNA/R7SFEbFZNy+NfkbMqFAEtGJtaA+dQqOfbYooM2qr78LgXp825UdveWqVql/HkM6KZYzvmA7sQvTJNpeZJ9SxdyUjUgw/B3gJSZJB8frQGN1lSxovJczjBzt5pTQwIqhlaYS9Jg4mVysI/nFKtyTlYnCq/LNq5IpOkNE4h8UUQk2X7llYmybqXkN84jROOT5LFCi0WSYslsfBQdnRCHxJr8MhRQTaio0kRInQEE03hI5l0mHqMVxqZ6FZHc2hyKJSK5BbHiupc9HlAjrLC+U4IL4eUD4uwIaOSEVN0gliiaXz6EytdP64fHxZ41T1khMFoZHkqy87fGfFPb2n+nL8tcQRHcARHcARHcAQInmBecwT/wuDdsDz/eQEv/KLZELm0SHjlCGAV12Jus/yQA9f0Yze189KVnnjZPJNPLz9m0Sr4bBacS5jNiek8fgN9EFdqU37mRe3yYEZYT0ZPzSlQ6Wz/ORwhS0mrtjz8s0UmmPQkJ+dVgBbbUvgelQS8eKGXc0pgllaDSLR6/JqZRMvAe1Z+DZ4VTQlvC8sWis2OLEEr2cnmfbRRLF/08KLZp/CUUbaPalCjPLRWnTGZgjNC6JjCchEtUKeXu6RIAYGJJcpj5EueIBh60bg5dRKycWgBiNdMUwLpGFAC5rVH9eTwwCgLFIYRWWU9HnfiI7HtYJI4IPASsZ54aR41YprQhTAcZmoseHRkOcEvyKxJCa2+xjVR5NVpkoL8FfqZFQ8JlF5miXus8nYOodLLUjbRs630mao4p1d7GvfUuJW+jzkiV3Wl9IHpqbmKUuHi1yxmZpXyMCqX8BxrP1c9IdcNDoFekY3oUBpvKx2lZLJe8TNLiGZhGs9m2nu+o59VZZRLlkQXdtHR4tK5uBxkFp5KrUEv/sYMP9tPWFaD/Yp1GjyaDhYiPgzwuDz4RxA8qiJnzQ38Co1llCialALbLP3Vk1IDc06t3bRuzQvS5Ps51g3DsqyZfExLVeNmaqPSViTsKW/Vjk2Fb17CsshgycqX5pkLDIKpqKKKqI1erIP84iKTUDqg3CzJf6nVtIQkronAPlrSJGaBOJoiGoLWq5oU/XLzSNFmNK0a21JpBB0iiJqCpmaSFHQiYJBfXPDk08JiIItvhDgP7MCHmtYjDCzkp3/6USXEUJlRGQp1L5jS3OFRESNqQRQKOe6witPgzyEixf95AmL3fO7wM8mSTcOSD0gQRQelMU702oUp86FOysnYaVYtpmaxKvcBKNbKhF8DxKgTl/iFFSWBGNYs4dEwSUXVNZNA2l8anUbqWdoDdbFyE2YY9MxopTXHsPRAy8iYSRRFB4/+MkQeNV6z9JqWEJImHAvrwujJtwnSab3qkSg91Z+n0BM/KM88YlT4JHE4WzYlWiGUpGe1BCMZesHOaBdCQxMJMypC8ZJYR5qkmrREH2P0SEgPlcsjK1vtBkZCHCJTJMybn6OCiTAGeXYrgzj+STuMVm3eYPFgMJC3O/OLJPAsvl8ARrkrUxQl7ZTQGjiHQa2s3fwMmmlPgHth2rwble2tVap2GfLTxW+TbxDD6zGfPDLJ6GfNZUIsUDMTZlI9i3nI+CG9OieEQx1iKRWk0vvihItRPaHmqkslg/TiI1Vugl/wq1pqBMKsSjk3YIR39ERWafgJFKKRKLzNS+yS0hiFxBcBKzBanDPQBAuEesM0pQXFiu4yPfpqmSxWhMIZ4QksSc/AGEuMGoZj8DjoBIWEQGkKy6dZIf4d74KjhTAScaMUReFADg6GgtDiR0wxt2gdLapzbK7i2Qv6tqmIV4fjRlhWiFXmxRI5TBXLCttjcCYUPsIeNlLoMaCe9wBGRLNRijYAE3tuAe9KyU8E3D95iUdwBEdwBEdwBEegAb98K/5HIMCiyd+/UFAs3suOAoVLjwDF2qjWrEynP8wCD+mi11xeJKkSPFBoFXyOB1P0JIjpwlI7zZNt+vj1bmnOB+vJz3N2UUq/y9Zj0b4nIPhvUKXI5ZusOKPEMKcCyAMDL9CXnkkQuWQmckqgV0YHETkZyUOA0PKUuPAiZObRIx6n4eklTxFAE7QSnSyqSb1cPisuKhJr9LyyfdSDGuZhNeusFwJ9BKczdiOIizDCwpHcJfVE7YlKCOXxRNEMQTCclx7qaA+N3jp/pVxdRx7/b1A+OTzwygJ5wuVISa5nM+lRoeW1nC3hUZYVn5C/WtRIaUSYw6GmxqzYiSXqFgxyTUrYmWsibEj45TRJQf4KJCPw/TxZqZaStPJ2DqHSy4rwAVYdQ6LinHnG06jev5JV3s5bQaI0OjZR5BxFqXisEQqxMGBpAcieY+3nqidEtkNqdLX/1jznbaWPlkxWeg1nCdEuTOOZur1ni1IkkBnlkkXRNe9oDz1+KlHL7mhSKgEz21kPe7TH03/OCA9pcU1ztgdpmBvSshqpw5UCW3LrmilSamDOqbWb1q1+QZp8r23d8NDlSTqWWblqGkd7zNRZAuXwzqqTyRggCcvWXGyUwm+qn7lAIJiKaqrk2pilOsiO6wUmIS8Rqxflv9xqGkKSJZchiaBIYXVcfB/nlZpAsi3g79yjPTQZrY4WkkrTWA7lJCJnkhR0IuAPcbQHcuAjTWsgj/Z4+lHlEakBZfAkZaIpffh9iMSImt9TleMOqzgN/vxLPdoDsXsBdxh1smzTKFarSRBEh3ypeFuzMEU+3El1EnYyLAMBP4uVUuwDYCnyB/964PDixCV+YUVJJIaWYli0TFJBdc0kcHOrIJGFErQH6mLlFhVJV49WVnsMS4ETRM65iZJAQQqGJ/Oo8erF1zSFkDjhWFgXOGPVCPEgHkqPiHgOAoR7IhRkLjEqfOpJlTLsAosySl7Z1Br4tOJaXbCkockEtYpQxZjopcLlfIQl+jijR0R6qFxQPCvI0hqSWMorEuYHciqiZs1aGMXxT3Bu9mgP9KZHcXuIIBdNe/NwEJW7MioRLw5rDpxDoVbUbn4GzbQnwL04bc6N2vbWKlW7jLlT97k00+TwelzIroR+1lxWhBPM2Xdhpki2EvFD6sGHYIFxR4BUkErvCxMuXvWEmqsulQwyi4/UuQl+MbSBTGHFQlhVfCA/E6jFEsOPl9P0wtuMyC4pTYz/UPKVE5DppemzxAKektOUFhQtuMvMsCp6QqzgwnkiaNLMwwAfjPqf2dEe74a9l1XdQ0YYTUbWA01sUdpxIrMQmOAIerwCOOQZ1DqchdOcWrCSASMkau9g42TaSbxzBgEt19ojP/VIdx6p3yJi9Yo3VdQpiM5SQjVMGI3aoSaPPmn3noCAxyQZMRLtQDilwShnmS+oWRkLRyKhCR+I7JiiKZVbQjVRIng1XxGpGpoVLzUlufotlUk8g1Ib2NlcWuRJGRbjI+1xLRVF0qygnyWuNd07mvc6JYG0uhoiNslRaobvIK+qGVzoyUZB+AgEHBYf78L+Bg+l0T04VSYkmYXRLNWIjioyECC1+cLmpsn2QMBTH6XQoFToJRKQjJCdMfy8fCJOnRmRzaC/BqFEjhA+uhkUOkVtgAQnxYB+hjVgVJ+mqDXKL5S6sEGylMpc1WkedqVwnUtshxdReOOhlC3EUXhuaZCxS8k6j4hCbOLziwjEcLgZgFFzvOCSpLbVdJdwgpxS9AdSy3M4jeMxXh2WqAs0DfFYPRi1jkzTgFlRS6sSWOHvrOWtIaZpRVGqDJzwFBtNQn4sp7EVImY5hBWABgMrD6WLGnkIinUyLaiIHLqNRikaIvJ4QOcC7Trkoh/0QXTWlyhO0MsmsgnETizpbL14RfKXnbm+mvV4LsE+yYvPF8+6PK8asVv+eXyPOq9SMM7VV+BqUUfWCKMmaccNKM7ZTKgnehTjjivO4BRE+uzUi6bOe2xYbj2vP8REU2W6zbcDVHAZ5Lw6P3l2r5pRGqBZxhQHFWSWZ8SvZFHMvC33c40kCTgiWX0h/PDamCFEtZN15KWGDFXmUZgpRO4sqKtnjyzxnR7tQTxFJvxjh67cxLSiz6qBIIKVtotp5RIXmEihxGEK5RNgH0eVmFdQkNANOu+sV3K0vKOjPeRxTH9QwHdBI1viRbk/QncS7MRASHpoMTBdqClJmkIjLaiAYGCqvENCfqNULZVQUxneYg6RZ4TdyimMTjTpwwzWUeJUVAaOUrWeRukUJbVm9kBKF8ojPr9BK1Wvxuxm1iCFY21LfJeWERNHe0hXhBWtRE+a7LRMLdlGUQrvKTDKb/IyAvT1dxZNwzXajVM/kPOo2USjwmdeUL82A6JiOK4skFYeNC4IPpq0Y1lFEr5WtPI8SwTq/mMEZVKSQlUIKpZHf5EyQQNjhWD5PEEi1okRxdJcm4iWa6KgWkcOcWlAokaSB9tcWamSkjOW/ywQI5iIvxP+KE0zEblZTFTNRrbUuJX6ba7lp7iSRbD4fJERqoF6fkeda5OSoGmkUFrUs+psh0GvyKbAMJ9aVp2semOGEM3CNJ5xiieSUNMa4Kwqo1yyJLrmHO3Bkk9RymKVndXg9CGP9thaiPgwgFWlxIXZNpnlJysliIKbUo9HuUsr9CWHni7QQIoeMC9Nvp8jlBhW3FAnMkuq2ixXdfN7sSqzOh9LJkl8WhQpwGu8rFUIq+Y7URupQ3LyOwvGoTRk5GPupVbT7GLkFwbU32WhlX1EMoakTkCqbgWYoP9Xk0yN78vJVoRKUR8TaNFRM0nkmxgOcbQHJhdm4MmjPTgSI69VjGHGGFEMgKgwv+YIC5Ajq8luSSYqvyhUFOqTVRn9Y9tZFg6aAgStwCJlH0XTBOnEBeFtOcBhgf5klX9n/TB7899dDDx5I8rgGfyY1iiFugD80RsMS3KCFghNq0Yyx9Ak3lGoAsXbWoWx6kwU+xouWdj8q8xBopAOrZntWEprCe0rN1FbmHZxRUkoX+NlATe4e02gEPJK7H0MWTbsGFuztZJ6lvZAXazcTGK11DzEMwr1U1ajOei5icqPV+CvuSjkPkmnKDk1Gk7qB4sEqRTLqSKGIENlrquxid+YoaU884hR41Nh0/iiCtFNOa2BzyqvVQVzM3UR0Sl0taLllXVUs51ezEsZDncASFStL7WHJK1KWPQxGTJqVmuQi+Nfaa3QSvxK8xDd7s0vUgL1ZvlD2tEyPXKJQjfSGjiHQb3AFlNk0Fbdh8e9MG3ejcr21ipVuwyyHy56m3xD0fEXkU72gVn0yjQVHk5KIRU1rXhFokGEQy3YZ+UXNbgJRwY3Q6o2Jnr2jp55TFLNY9+v5MI4RkmjSjQLRVw6VQmza8qyZUdLPmXBLWQEiksMkpXqiBTZKlJkOtm+nWkgHUuMdBEDutbpyG+hydlEhiETxMhTmkd7HODLpz3ag9Y98dEeex5YJ3zHrFDzjvbYIdnAapyiSjYrsX4I7QIe8fdtakkdPgHyeeC6DkMZdVHxoRiRILbKziE6Li9dLTyDOipQqtO0lPWiD4onc8+A4KcifU0wp/Z3aGBriK4cIodBeopP9zEIxGaVb6qoUxBtoHA1sAHG8KrsxKiipKrwIh0G4ZFBQzmTb+Mfs5xlfswjsQFM9OQJcksSX2Yip1lZ5g6lBJKb2sGTqlgvkVjzPJFLK/KqwscoVeJcoGdzaehJlYmxGJvwq9fARdIsXqNakwGZWmVo6m6zfIOEhLoaIjZZ1hqg6EJDXc+Bjqbq4grzUMcJxTx1VBiDu4dy8KqxMmCo8OhKiK82w3+EfFG0q1l6qLUhRr4jY6JxMawBDUrPPGLRgCVS5y8yiaLFxFPiVD0rRnQysvDhZ2LMeJIgSLJFWYPZfZM+PZiAZ8VDKheuexlVdePUbgq8HwtfsxI9qKl5Kf3/Z+9Nex3JrgSxeO8hZ7hkvscqIA2pCm1T1V+kEmb6qQcelKSG/ReamC82rFa3v/XALak/2vAXVgndiIVblTCDiBvcSoLbsXBTN2DHjWAwOA3Y4JKZlT3GAAwyM+tp+guDzOW1DQFkMBffGwsZ3F4uylpUeqcqHyPucu6955577jkn7hJYT+ZlwnEhTJzGMsgvIOppL34Xn77Ah7kXUmtza2NkbSNYbLl2Nrkzq+OsOVrnB4cuPhbv/PWQew1k3PMaLNPuGecBuRQM3K+yBmGfH2EV4VmBOzTvbXrF1ovaSOCv7se/DT991NuVehDHAQ5bnu+r7AqSLqbldoXTHft6AxVJBkcbfg87r9FIzKlHOEyEkYLQOA4pJGboD9VD4gMvZ5kI7Fj2fss+rlP/aa1PDzafY+Fo9N1v4qb6w65NXAiK7Bb2sZs+5vysc/B+m+zgosEYmPu3Zzh/9XHDi8arOw+cSgfExQdbOsip+2c18a4iYhFNcB6TH53tr1Sg6he97oVyFM0rF0wJ0U3uKCeXj7CRi4SJ5Nm2JrbcprDNW6fevwvFXjSQc/MhtBG8htmByM7oePAxuRa1TLwKPg12bjB1BMmZ8EmwxMCnxZ3yZIOrl6kDvf3lONrD+UE2y2mQWPsVSh+Sy4SHznL5PQWuj5ZNffLFYLVVqRxxOSy5Y8V3WVKWz85JsdiWPIgTX1/6oJz6BT/f/KZHe7jpy0uXUGw90k8c4EpfTQytoSVcseHjPA0e7REP6uguHAbqGmCyTW0o6Rd/dVk7zzO5UlZP19l8h3Wzc1tyFJPRYZgYsWLMVz3awwmOB9B7BMNy89iVwH7O1ff3htOVrhm+o9+2JEHQMbAGGHVy7y04+wdC0vttrxfoD6NAk089+2d9r6AT5WW+6GiP4AuiyF8GarZsypoU8SvmtMhhirKbJmBu7BEkftby2a6axLaedxztERziZf8hfnm0xyasBe/00qyPu/2Y1mHToN5VRCAkkOyF0G+rq6d7csfWkgWjT9d+dlrvF9VpFbbZ3zt9skG/4CrhqmRfdF0e7UFsKAVB1xDhm/OBYeAeCramvq7B6vXogrjV+26hlLzgaI8tqsa327yEL+nRHps682d3tMcpsTbbv9jRHrtMigYiXnsnoV/maI+/9OoSJ7aigjldSL760R5rqsCu/UGNoATypENwQop6PYI3YPoa4Np1LgfHS1YI7b1Oz52Lz1cN28+p6+POneJ20AfLi6TzFMazPapcNJj7wxWSC9T5o7W/ye0Er+w5DNL91CtkC3+AnKjLsG8j565OvoA6uLJriFY6zcEa1o08XnduEuN0T2Fr6dxJBH/6cs3IraM9giiSy0zbjBUjAr/O0R6ILY6dz1rx/Ud7rLDHvbd/7tbwDId53Ff2413UxK6P70vO2j1QvwxHezjhSefxMMidwXr6U/mujvMZ/rf8aA8v9HDXwD9Ye7482uPyaA8fwXOSHuyPewncF8ftednUvXeVuruMvab73jofBIfX6zvaY4OpVjrAiqwBt//m4HPgAuVuCzOxNe97Btfp9qrJPdNlbDvRmtLn410FhJyvDXG/tD/2H2Ib32YDR3SsyloOPzfUSeEf7XHkk8uJw5P8aZIIYiRc7azt7ZY8WprPmxaxE7euQXm3vSSTuClHAbHiFn4auFkmufdojxPnMU64cuJVj/aIxV/+aI+r0bgbc4Ad68872sObcuLxjV5c6+3c6tEhs6MjMOGzJLEOGJl7tEcjTvzAR3RlI1ViO2gLEstqXFk9B5426nplVxQK9QpKXJTdS7NWp8SOaj8n5rlt2lH6dlDCC9zGtgpJrCVfRiaCifZRajN2f619lDur8PzgCyrw/N5/EXg9WFxYq+zrRPyykFj+eZWMzw10m7Zs4BfZ0m14lWa/bBPc5K9U0mcIL1Yfv6mvImg+V3h9bPWZMugXTaavPgS6z5+hY9fdaQX/LqWR3xMJglh7Dv7u7q8ggwSeX2Iq3BxWzs/FfLeKfb38udJXnoP/uZz7Aqz9qlV3OvCV8frdvyvTWqetILE/amehm+l2qXcvBIm9Ly+DC6dd0sxT7VZa225db705ie1QjDDx3E4OaowX8WygEs5g3N3FWDNNLEtfZoldcWoY1NefBwk/oaNiJvbzVGLP8wtDgAJbGvLeygUJsFcoJNbsgAsa4Gkcq24M4k3sEHNBiRgs0qu8146lIoPpv0qcWMnQhNddG5jXe29H6YH3AN965SVWJExc2D/uiN5us1vdxKqmbuh1v+6rJ6+2V7bQB3W4QAuDfeTnDEwoa7ODS8dEYle/XTAad5EpsY+QLzMQlq9BDk0sgxLLLr5+JRjlPq/18j6hFbTm1iy7XRkCFHb/BAJWZF5v4Hp1LqhJQA9Yr/VugeZ0UmKtZ9dgk0E20l3QC4ERnAj2QZC11/0HPuU2HRiJrVLWm7JH5G6mXLPOEsQmlp3Id898WxlfRHruU5j2uSJ2uCGeA5tuh8Se3OuTyQ4ps97Zu0vfFbo9Sy2ZfKuotYg1SeMjWIouh3MTS4Hr6LbXl9Pbiq+fM2XvkEYoaBcHJxJrouC5StkLQID5drLejrr7cwKxFNzE5nhcYV2fL5dCf4l+o7Rgyn1xq/c92g3qievX1wbVsmk7huT+3tlIvJlubWrZLf/251g+7ioktqnmrfWSpycEhv0FZS6HzHV/Bl712k4WC2pmm3RLrPPIUhlaMsH1K7uxutyyR9CvV3TV0ASxyeDBtLt5P9gnnkrnKx2OCuLQLuFp1wl3NLszrT8zxTassd3N2S+B3K5ZDoNE4HmVJXY9oGo+R2MIZH9uP68K2Yl2ZYb5pFif6DYF9QWwb9Z4kby/Gay1dDkz76zJWo22FZM9imYgz9pUsJZ7V2HbmpHPVD63rYupjeclS/pRG72y0skS/khLJIJWmD9qN7D7Yz6gHK+1Ooh/R9+tWHm72luCandmYlvjTuwcw+sW88bjVqRfdFBNXZP7wXr6jd1R3SUfXNiWdREWqHoisREUlJ4bCJY/7lDcU5lNfBt1WyfbUkj7Q2KXcRMI2+FE2DmVbCn7a5k22hjbIHviOXyxQvpCqQLSbLOkFZ7EukpA7CbFMsOGXN3JMsS6jp/YUPk92Z4Ivr6I9NuhyrwoJNZkmWdWJ3YOnBdBvd66/Ql2T90vjvvCuH0vu6X6DsVoP/aLcwdzrDH+hZ2YuAj9etwGnuD0vHpal9RrKS+o8ToEhscOaiZ2Yd6DN7H9ltgKDtba02WWzQ08BCbpQC2C7Q0I5mXcUhO7vpYvKH/XpYE7Ay5dfYnt/l/OvataX/GxoqbEAh8lYv6MHbBhnFnWRZ1wVEVPffYevYnbtf1cGeFqnhjdUtNLuK9XHNHolepW3HNI4SDX53H9+qpUF2/CT+eo8c6vG+POwK7F4+RI+M9BPk4Em7zVvzuelzTGGLfzxNwSEokXW4p0CZdwCZdwCZdwCZdwCZdwCZdwCZdwCZdwCZdwCZdwCZdwCZdwCZdwCZdwCZdwCZdwCV8O2HXwnQft11xUe9dB3AG4MPLLBi90P/lGi9qfQT0u4fOD9udTTPIl07c/gzrshR18n3zdZbRfFmX7ddfgVaDt/O14b8kvqhqfO6w44rMW4C8kc79akPycynFJm8yth94OjkSP+js7+RV6JvncFEG4sXbX2xcGO9uZehkMyXbqc9Bz2i+dY1UpVyO89mqD7eULXoPkb5L5NxAPyaAe/GJX074YfFYi6+pzSfW8+C8PtF8+yzpZk6+lGr+t0E6+dpS5l7iRp/0blZQkvjLT+kuI9dfd4tDLIr36ynPQWs5gkclXxXgJX1H4cozr5BddAQxfClK8QCW2xULy9ddjA65+SfroM4EvRce/PFz93L2xL0Wo5GvFnXuuxp9sv1yBrwmSxG8tA+2GtvM3/DoNrC8UXqxzwq94v6UDeBi290V8RhDaWeCXDl7T0Ei+HjSfEbRfC5bka8HyotD+ogr+kkP7i67AJbxO+K36Xu1D+7kpkq+lnP2T/GepW7adovdPt7m9Ma8Ot5+P9MIkq9r6qV5dP8otb3UOQtvFGSaSvN4UqR4/7naAAFv1EsnKQrWSKloGa9LSYpiH2pDJd0YsSPNZMB3QsqJ2+OZiTP51zTbpWhca6nSukNZCyAxBeqBoFikwC9BiWMrgYd0EqtAjs3dHSiaVusvOQZHWanJJzfLZgdLh7cFdfnJHtkVVfVppWkCzukAqmizoFookZFmhJlTSw1p2XqnRCuBgnWyNJkBmYTq96KpNNaXRoMe0tK4wBoLefbckfEf+u9Koq1j6BBQ1JWvJ6SHJ1sw+7E4EatSUGIGu9Oj7WolTbL4gZfu9ET2WySEDqfFs0GFkXbbNIS9acqXL85kW+1jRKmSe43UpU2TzU1MYjfvinJLkvGbMgCnW9eKMFlvZrsRPJZ2HwzmbNZSWkJ5OocVPyXST1oqcORwpLSA/EshW9oEpFzlDHXZtKU+W6pJc4zllYqlZWsln+fpIhWNdmFY0xSRbMizVq4raEtM1GWTy4kRgRlCVppRUt1SyUKzKtxZKsXWXfDxQWzVbUFqMJQtZTimyrXEWCMW7enY0m8NsqzYaUTfllAap+mC+WPRAM1Pkszbb0YaI5LUWxfLGmMrU+I7KKZVKSRQ17hltC8CisjIgLYVvpSaQbnJqk68pQpXJ6EZfaA1GAvVQ5mo2k9WkEUtNmIo4lQHL1yA/6qZ02sjfZUdAraIEWXk8B0wKUbYLpXsy3RHBUNA5lRuQ6R6UOF6qDdUaVZenrMAKFMNlRdJSZ0AcCiysSGLamKkluiXQTJcUSVKYKk0GMmpzSM9ZPg0VNm2pPXHSJalWlUl3FuKca40UoTjQKpJOVoUsxQyAXDD4vgorBeaeqtYAXa2BuWC0aIkrAsjMBVnMNslMCZbMTF8U2R6npdJjss+iqtNz3hRgdcGZwpRN0yCVoYoFnRfIwphPk/kCXZAKllIn9Z7cymS6LJWtiAVIqlwhy9wj1XtpjUwPBVEbKRTQmyQAYmYy5GqoUxf0Y7I/JfWUzRbuqCjZwxot9GvP1E8Z3e4wjK0+mdBUYcJrdpEdqLdkhhxRbN3QDVZ7YDF1yGQUpUjLgBGGqjqSRA5ynJKnGRlwEhxIIqNLdH2sTVkUs3jzI0NTvvv7H1CyJClvaDIF2QqpPWOfWgtG6ymK3eeYBW8B2OpKuiRkRDILOLpHf6J0hbreWlRaRkGweZod9cmUOK5qHTrF9yEl1ERKoqBF9oa2Sgo3EZtDaZHiSkCFosJn6hTQNGohkHStNAF0vqhWK3XQ1DuaVGR528yz9MRma2k7UzFKpkVLE0ukWt8qVbkprwmQAhUV0IufgWldLvFNfc5SjGqyqCZpYSEbIj9ghrbMKDJD9TVNMHhavkPX6pI4Q/zONrUeMFp2lvx0MoMTI9O8Me4wAD4Yq6ygNYt0PfsJL+cZiuMZjkYSDGiwk5doRVUmtJaRHgFbLDVlVu5BhtTmLZ5/yMylAqUtJvMPZVm06w/Ag75Y6psfAzjt10VQpQWjZ3dpQ6OAwJMkRWusQAOVlQtNYPHaXKPGpK2paamFepJOAVEFXL/Hmbxc0hiOGkt0lTYyz5D81ATUNHI2lkTS6MBCxWaqd0RSRt2jMYCtybwwVxezKQ0XCnl/QCLpa0Ll3oDnmGY/L+dbj0nQgYoKaWvWn2mofvQ9fU6O6QqvzQaQAyTPyaQ4ARQEPMsz1N+yslyTRKXA982ZLc8nAqAEmhNJSqEgLUmapgGJ4pVfiPSQNag6iXi9asp1rag1zRGVaSpVdVBUxno2NWFnWRvO5mmGB1Cp2aoFpKzAUxmmVpX7czZPPQQtw6ItPT0XsyUOsn1OUjNsZS7oVOmB3Jt0Va3DSADe0/RZhdXqWn0O06oMbK3EAtgEIJvnB4Ik10uiQWrqnKpXngnUQMrbDM0D0FNpGskP2s53h3peRs1oikMNjYN+mmQKFEUKHE9R7+ZBX0Gd3VJMGVIdUa2JUkEQWdkgBxrUZj2quBiwnGBJojhSqQLTsWWOKcpMcQo6c7qU77KS0WJriJn6qO8kBnSBWO/RnDJg7d5YqPLKQNPYlpJiacnsq7zEcLI461ByZ9rn0zKQlYdSaaDMZV57OGIVIS92JYpmSWFEZzQ0qCVIQVHkKAYgwUdzNOBIiheobzeBRstUX5qMRoMhp8nmrEZO2Dqr8WYKQF5pqjQlipTRoiigipkiCSgtNetNKOGZqgIeWjQ/XugthUwbqXsgNebJCWjpejMvGqXqo+mf0wxrz4WxUhD0RVoewVG1PzahZiwokp/MaTjTmqA7BbNChSHp6YKqNFndgOTEFsUerIvZUUkyKLGZbs4HdFNGc3U1TZlKUXuQB2xFrjbJ5rTHknnJkNFkr4oaI6lCV+AlUWOV6k8ZfUFaPapeXZSgmur3oYVGvPaMy5io2wQGDVFSlQXAaGR+MVDSdZqvjtReV5hQTCEllxSd7GvGEChIXJC88A81AGfM//a/ij9XIepzWeVYfkRRhWprQQFaJIFcGaeKVVbM81JX7IpiNjUeybdmOtI4npbQxFvM6FXelEC/wNKQ4lLqPdmcWpyYuQtnsjEdzYE9+ZY6VbtI8aF7HRXYElkdM0y6yYNCTx1Rk0UxO0WKSSv16znNiJW0rAoLRdTkZlFSaTTqqLdqMin/A0nTmkBCfcbOekjOzng+T0/o+3JhRnFVWYXvIlE2kRUoqKxEw/d4kKb/I8f/nIe8gEdmPcXdmDCpsSopXOZfdJkaNxtzTbn/C8ADcWbOqkOuKrEa0hZacEgNh9yYr3K8iigwI0elVNVknpJ5C9TqaQhFlcsiPUdVCwXaHkkWEpRIpEnsyFSZolDSBuJM6ViaYPF1Nl+Ui0ahM5f0DDmWpYVCoUIYAGT5Z82KLlSL3JCV83N+KnbVZ7CkKSKZQfJGbUrZjpCVRiLduqEUxAVDF0YKlKAAB6AksyI/sSk5naFan/JFbUCrlCpajNZnKBsNLomjmnBBVzK3gMn0BB4NguKE13nAqiLk50iSFSRW7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</script><script 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</script><script 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</script><script 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</script><script 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LjM2GzxlyoP+DbT0iezZVGJ+2QGBje2ZDwi48SLxcRfI3xfgL9I034lReFzVNYnMVZnObq459qOzwR/cuQYpRY/3BQlAgDFXle0EIDvouHeXprZehr5qxtmkzDVEM1f6XznNc0YreW7mGSc+WLnjWyqYEZe9ATOBIzPm5QEvseBe65kKn7UxDckhgS+e5dqth4k3zKZ1DjReGQEYkeZ583ngO10STMmKA28BY5W425ivPq5gv9ZlyrMLGpCuOv5R6+N/4RLMVsP7y+gmry159ESwBuP27zxqOB/7bnJXMUrA/LKgLwyIK8MyMvcZasBUZL5G+pl+MYlvSKjghvB2XNi9+OgYD0OAjzBQWqDnS2Ytx6povVIfc56rLNU7UFhjYc3NLAevzra9XnHRz74oIE/71JK+EoO+tWwQWbrMbih9ZgPBiPQQQ1kQoi4ZwelGMxjUM0OW4+Df6X1SAGpMmG2BJyhX7ceiyy7gKeth0wIIEv9HemeMcPfbT2c/inrkfL7rYedxQ9bjy5/wno4/MXWo/vvsB7ms+LfYD0O/o9ZD7Hi4pA9uaH+NBBuXEbAQVABp2DbselVz+NPulc9D/PPq57H73X/az0Py60LsYvveSyqPy0V7loGcbc5BbRLr3hlPV5Zj/+vrEc298p6/IXOZj1cyLy85RtqagFXkV7BPeBvXW7Du+kPuIqMB1DJTYF3eVNC5mlVGmWYNgafzcFhqmBltCo4WKvBr+CDAaGEIIjQwDCsSMWyAkMboIrWBKsIjSo0WKlVWb5npxypUUECBCsNwrhzlTANQbAqWBUKiDDze/wwlZYIVqmM+GVymKeXlxZ/te5PFVCcYzlaw2cEf/BFFaoio6O1fK7UWj7X5o99BfOJ8f44m8pQPgPBytBgjRIKU7UQKj5cNJ+x6NAYrUaLP4Woio7G+wUrY7TBfOaDYmL4WuCDhvJkTNgLv7FLCi84lDghvED88R+BFvh/blj/U3d/z70bMSn5wqsMWqgKNvH1ncKnT3h5QW+lkJ8GgoQG0ahIoNEolZAvn4bPnIrPI18X0Vi2EhqtQtCEyxENze/RtMEkED/+Z76XhOZJsl9YKlxPwdFaaA7tLWiKhWwLglsDpnkCcwasKraKiJ+yECZBbOxlMJhDIC8vgDxx0yWKdr2Eya4MSBAAG150QJ52Sv6AEEQwFATGoZJnvYO8LfEGBft6EQal8X2NAWcIGQZ6ia/dCcvcWjEhkFBjkbWl+IjBkmpsnw1I6YnzlmKJzOAlaJiBIGY2IPyjFErlhdogXDQkFl8pCJbNW+oXGktL9hB4WrbcoOQmJ09cUUioTRLrnVMFVTVv+hukhGXdWCOOhLzxleFlSVaUs6ujgZh7fJBt046YEPI2J4AMSNwjWKXhL/5QfHGF8ueMeaIiQQeMjQT/E6oJ5U9I3lvDX4vCRWX+/l6wJhjvosIbvBd/nWqE/XgXjPfmOXzVxqhVOA8qrAHns63yUv/604z/XbdVnD1G1y3ZiXxUU1O3ieUecCPSH8C7GQ+4u/Aup+TseEYw1DOEmS7MU1x4Ecj8kIcwPB0lDiNQymDgFQKQ0TwewRuJBxVYziZLF2rgQJq36fzJYgL8hdsGa+W9ceS86cBNP8EbTm9gniPjjzvLWUaG4PhCkTCfBxEURLTxeokhEXd7ukBB5qk0LB8EBUGWouBZNITJs2y29iWTSBHPzHYSZJ5Z5PlZUP5Z94xW1cAfARCCkNKbv+SCePsnVLpKZe6DvXQ0AoEPkYEvjHnQRpAw2iNIGD0SBKBlUhdLmQlAPNfSGMDLpsPzFnYVwwtf34VCJIJsTmkhzV/lVYrqO6uXxQWZv9mrtHw2GVq+EW1T56mEqY+VUJDxNdwTNehfmyxVgO0RnyU+v6QgEzQ8n3MtFHdRqZASaHBTpBTkhKoG7ZvQJw/1BGappEhawvK9dXMDphJVkkqVoEQEgiRRaf40g1AqFQyGuGjQ9mVn23eeeUOpNJi8YhD5TDZNXkYvCF4qPgyKVuKKgkJtEoJqESenDMLfU7amhMWZOPtQyBuW3YmDWyyi1OiQHPORfUpyyec2CEJLAtDyXWZ+7fUvdmKnCCs5cTv9B6SXhmf0K3/IPV31fyAeg+FPprhCNNRUQrI9WV9/GuBHebyBvsdX+Eevbshf3ZD/f3VD/upx3l/qbDfkvO1YfhrgR3nwHnePU0HZK9vxyna8sh2vbMfLXEPbsVx6Wo6f4HH3oJr7SHh698p2/Gn3ynaYf/6LbMerFwF/qbPZDi15K/fSaQXET5T4fziG/1VzMu7u1UY0ORYfTpLEz+JVAA/ZN4HnHzlbtw1tGt5ykc/cfiUAQwKeoqdLTIzWOm5P2JcCpBkIz1ZJg5cXn5Tpz70A0FhuzIW0Y4Dw2J00mfAP4lcJz07O3GDO2IYFMglP6mMs+QImS1F4Ar+9wFMdi6WOSUp+0RcNzKW3Jkc9/QLgn3NPzaikfXbOhWizqSITzEkZcOp4qgwcOPxlj9YspRG/aG96am0ZrSEO/yDFw/W7nBDSJIb3+eteAAjRvPgFgPWAKJ+tHNF1tmRJeAHQ5bkDmIDzaWaFqjMiYHkB4GV9AQDEFwAIA9tzSWQOm4Cf8QMfIW8vfwGQ4PXCFwAJybYXAIkEMLysGPDZFwANSmJiDM+8ADD8mRcAiW9Y0vJs+OjV/ALA57kXAL820dJf4WJCuqhgEAi1vAAI9UpMeOkx/t92kJCR9exp/CCJ/9fAVN4eEzcBOBg0DIiq0oMNjogFp/a3qkqJ51Slh3fJGwYWVKWNMcgxEiDF9dmr4CXOYI6Qj3zYQTx59gtVpaanTkveN4LP8DAhReAkPAu/AIYRYJirRVU67FnLFNRAVZoqJ4Q8O4E/7WQNN5xepCrNfm6fg8CcT/Mu5iIDJ6WAaZkQQHbwd6RbYobmLl3Qv1xVimuS79IZnqYbdOnav0hV+vZfpCrlfneXrrt4O3jwj6hKXYR9G3bpuj/dpcv4iwbUnnXAo/sShS5d4n9Nl+5X5m9BUtQiQaHprtAvUQ0G0YE0sn9RsGcau6ePC3+sk3/no/p/74QlwosaYNL9Wqq/I+MJ+OMzJh3unkEtSEpK4ntH0GTxTNapdMnJSdEJwMRXkqmzDsSakl84hUNCg0pKwKskGA1JUpmkwxt8fJTJhEOYSHwHSCmBFte6LiHWFAs6J5F8rMnamNho4a0BNCUn657uUEFdgw1TQmxyUjIgk8mEWFJLCb1JLZmkTYjVaXH/ki8CjtxkPq4xsWRyUiwVm5wc2zCS3+NwNWiTosHvmJrrL3RSctFtGXePuwe1XCp/0hLevx7+JeqOF77UxCeL4XdPFPEC998/jB6ImcRPKHJ+f4YNfyalVNI8vPs3B3WDf6oFwy4u51lDF2f+yTYChIdq4xkhxIHKOF01bmQsm0rhUUuqAY+qzzafMAYWT9qA522I4xsxnAG+0finRnSbxOYL8O2Pkm/V+ebRAC1TgAC+0eDjj1Mb2WwgtJCkmRecrTHk21LIe6mNUG1u4n6jWn63E+xJNt+1IXHL/BdNMfGvWwCNgH6NaliukUZ/1TOZV+7/uqORfr23kgF8y8zDTaqRFrTV20kkd6hGW9Bub4NI7lONs6CD3v4i+ZVqkgUd9Q4SyROqVAs6491MJL9TTbOgEm+TSF5UzbSgy95xIvmjKsuCrnkniORNVbYF3fbuLpJ3VR9b0EPvFJGsVS0UEHkaQAM3XSBbMEi1xMp6whlm1gmpVpj3amFAqjViAM6LmyGG9YYzzQGaIdV6awxGzsLGIdUmK+sDM8xsd6TaamV9OQs7GKl2WFk/mGlmxyHVbivrz1nYmUi1z8oGwFlmdiFSHbSygZyFXY9UX1nZRjDLzO5GqqNWtjFnYY8i1Qkr2wTONrMlSHXGyjblLOw1pPrOyr4G55jZh0hVYmWDOAvLEKqLVjYYzrXUL6G6bGVDOAvrT6h+tLKh/O2TuX4J1TUrG8ZZ2DhCddPKhsN5lvolVLetbARnYQcTqrtW9nW+BTHXL6F6aGWbcRZ2JqGqtbKRcL545COhQWSbc1a2OWdlW8CPRbYF9BTZlpyVbclZ2SjoJbJRcIHItuJEyLXixACwNfxEZFtDb5E1cVbWxFnZaPipyEZDo8i24axsG87KvgEXiuwb0EdkYzgrG8NZ2ViYK7Kx0Fdk23JWti1nZd+Ei0T2TegnsnGclY3jrGw8XCyy8dBfZNtxVrYdZ2XbwyUi2x4GiGwHzsp24KxsR7hUZDvCQJHtxFnZTpyVfQsuE9m3YCORTeCsbAJnZTvD5SLbGTYW2UTOyiZyVrYLXCGyXWATkU3irGwSZ2WT4UqRTYZNRbYrZ2W7cla2G1wlst3gayLbnbOy3Tkr2wOuFtkeMEhke3JWtidnZd+Ga0T2bRgssr04K9uLs7K94VqR7Q1DRLYPJ0KuDycGgO/AdSL7DgwV2RTOyqZwVrYv/Exk+8Iwke3HWdl+nJV9F64X2XdhuMj256xsf87KDoB5IjsARojsQM7KDuQwS5IH4QbhVwZfx694ecBtEIHIwI0iaCZ6iQwnMnCTCCJFL5HhRAZuFkFz0UtkOJGB+SJoIXqJDCcycIsIWopeIsOJDNwqgijRS2Q4kYHbRNBK9BIZTmTg5yJoLXqJDCcycLsITKKXyHAiA3eIIFr0EhlOZOBOEbQRvUSGExm4SwRviF4iw4kM/EIEMaKXyHAiA3eLIFb0EhlOZGCBCNqKXiLDiQx8UwR7RC8rsHrtFUGc6CUynMjAfSKIF71EhhMZWCiCdqKXyHAiA/eLoL3oJTKcyMADIuggeokMJzKwowgOil5WYPU6JIJOopfIcCIDD4vgLdFLZDiRgV+KIEH0EhlOZOBXIugseokMJzLwiAgSRS+R4UQGfi2CLqKXyHAiA78RQZLoJTKcyMCjIkgWvUSGExlYJIKuopfIcCIDj4mgm+glMpzIwOMi6C56iQwnMvCECHqIXiLDiQw8KYKeopfIcCIDT4ngbdFLZDiRgadF0Ev0EhlOZOAZEfQWvUSGExlYLII+opfIcCIDz4rgHdFLZDiRgd+KIEX0sgKr13ci6Ct6iQwnMvCcCPqJXiLDiQz8XgTvil4iw4kM/LsI+oteIsOJDCwRwQDRS2Q4kYGlIhgoegmM+E+mDpl//XHG5RBD5pOZ8If7Eb8clSwotKt8TM3aQm+bw1RehF9+KZnabOoFyd/nob2X4Zb55KwHsD7lrQOb4fYVxJGoqrjHYfPIxdrZ2gtzYIVmM6zS/iPiy7YLAs+lfErPom/Yz9VuVhfABT6VkiOogv6BLJVfkmyGvet8i+xcFyi+IQroeewvxHy02qWKLKC+QD8wB+ilxGpFPcog7QpcHqPXzlEHiNe2yGaRlZJSIo83PeGLpZ9Blab1O/Pp4Ar0tw++hbnEL1R4JdosuYc4MvoqjH57I5E85ltqLyxkV6L4KrgRboFNWus2Ey0KiM/goLeoyfeIC2Qu9OvisxKqPqU8Pmzk7AEWo7cddYfgGEo1D7bQH0cT7fbCjhrH13xYvbPkbywrmYsOwUZ9CcJbo5FwMDL+EXwzwFkSGdlbH+vo2cKzHvqwb4T69HD8MEDloQuXU2+B9oSCIHyIjgTvkic3slNp7HqDcFVorIeOjW3dWuLazVVOOLIajULiAYAEAFdnO1dXipVIJB6uco3KQxKqc5Y7eqh0jhrCT+UNFB6sj6JbqCP1ZgAR4Aj0doANBhJC4sgSdnK5Qs82Uaha2Mk1LOBj8I70VGgAYeftzALH18arHKM1hJ2fPCDcx0dhNwsFF90qrxfcpfpb9aI70AA/5SQvZA+8ODAfPEIYnce7huIx00tfaygzqFTVyL9fa3t58Z5D7Qdkr5nVzLTpmD/DGAwQEtOcm065x91+u9/MSCiFqdIV5B/MTW76H4r91QXxf/GCGDjho+q5/o4FHv1jW+1Y9Le3R39zoEv4pw8eXLr05EntxJ+KOekUxZqlH3795N6Tj+69Q4ztN6U63V9SILEEH/nS4OU4+P1+U279geBjayZf//2ZgegPhv96cSC/3DBugC78clHSj9XzS3ev02Eu/NLd/eOvHfhlGO2+d8GE3jQS1ne/vkDwyzA61YvklxvGpIc0v6gcNzcn+CUIHt6K+KW714RMxC/d3Ue/QfFLGNutgOQXtavnacgvV6B+HcEvczyLXUh+6cnKxkJ+6e91iIL8ks2Wn0P80siu7ReQXz5w694I8sspj+t9EL+sIPc92vdI7erSHvHLUvXootFFS9Wr70J+uSKtmVYzbZvafWnld80QXr1juPAR5JcN9uUc5Bc/zeFqyC9tGb9FfovCWPcfvlDnILwa7L652+Zu73lsnbJ1Skef0Gmh0+K1DIT8kqQc9eaoN2d5uXZy7bRB38QZ8guH4Eg4sic7qeOkjivItm+1fYvw+EfFPypqfPaE7wnfxsRMj5leJ+vTpU+XaaravrV9nZwW5izMCXM51OVQF1rZbVi3YWdcl1YvrV6jTeic0Fln2Nd4X+Na3eKAxQGjDY1ea/TaRa/S1NLUKrctMVtivlZd/ODiB56+R0cdHXVHWtu4tnG++/HY47H97QL68392nzX/rPlsxeTEyYn+ds2jmkfNt9e11LVcpXePcI8YpqQj6cjvPZTRymhv+ZUmV5rsUKwKXxXe16mnvqf+gt4v1C90qn0TfRP9aEbaWNq4tX5V2Kowb9cbjW40ioTTA6YHHLdf6bbSLQRle2Z7dtAUdCnoMl2pDdIGbSdahLQIGY98G/s2BnpVpCpyveJvDn9zaK//sMmHTTbKP2j0QSNfpb2PvU9j79gmsU2+kutD9aFTPNI16ZrxvmcCzwS26N2od6NBDg8DHwZ+6tND30MfrnN2cnbarujo19FvkWe7gHYBC3TbHbc79nDN0mfpXez97f29jF30XfSA0Lvr3Ud6F3gWePY8537Ova3LL+6/uAd6zHCd4boN7jfuN2ZDJwcnBw/Vu++9+95sIy5CR/l93X0dy0xQTFDEO3M6TlftU+9a7+rolOfN/0m/9PrSa6mhnaadZqPLYM/BnlO05T7lPm7afs79nG9SRV5FXmuc7N3s3d4gFnov9F7jIVFL1HONya7JrjFUjb5Gv9q+m6KbopXu745/d8xx8XL1ck2W9NH10Y2nvvH9xveoe2dlZ+VJnxCHEIe79PcO3zt0cPtZ+bPycw9Gw2juaE85nHJgDY4Ojg6HnbY4bHE4nC3Plutdjtsft+9MAlfgOtv3R92PumNEkC5Id5hNViWrbivL1GVqrTdeL4C71LvUw9yWa5drs8h7mnuado4LHRY67GJILak1eqzWrNa8LT2lPqXuovLT+Gmmwu/sv7MfA6cppymbuytdla6VHmeZs4wfPVUxVbHXoUhaJG3r/Y3sG1kBVS2vlq/XrFOsU4ShobKhshMuSt6toXupeqmS6A+YD5gA5+2y7bIU1Rr+76Z8v2K/ornuoPygnJE9UDxQjGCmyKbIZrJnZGdk/WGYPEyepe2l6KXYpSFlpCybHGs/1n6E9DP+z97vquyqbFBPtid7Wxohj5CnOq1iVjFRddI6KeNea1drV6Itl5ZLc2E3aTfpRN0eag9VZPCR+kjdXUrZUvaqfQ1bwx7S35fel1Zo09l0NoSWs3L2kncim8iOd7rF3GIy9L2Z3sxK+yRpkvQWXclWss6+5yTnJO9RM5gZTJl7oiRRsgYlsAlsN4dJ0knSA+Q0yTRJoHMlXUk/IUolpZIjkL+k6FrNSHokvdxYT9QTVW736Hv0ErqLpIskXFNMF9MG5UX6Ir3c8WvJ15I3jUPpofRPSlxTDsYKuoJ+y7iR2kgVa/LpfPqci5bSUm+SgVQglW8HKUg5GLaSW8kNjqvIVeQ+vQ/pQ8Y+ZB4yG9F0cjpZ6LaP2Ee0Uawj1hE7vbegLSjAoIVaeEF/w3hR0t2ru/sw+u4w+oZR5RgE8eYXKIxVu16Bczx7sv29fiSy2UZ2H7id8ljBW+Sl6qXqK9Jt6ncMG+z9NG2ZMHaw+3seHX3itUnKWV4b9Bzqya4gCY8an21MnWyayskpzIVWnnFdo9UZanWjDRe9qty+Vnn63pHmu/PWyG62wt9uvv0q/TDl9x7e8h2Kvk4X9FPtRzOt9d6ukfC4fQjqoJmu3E6MR0C/XtFev1Huq2zs/ZV8isd43xaDHD71CddtVyzyXKDr4eriZQTESO+ebV0CPbbBbOihmm3sKGeZeOdqH/6KlS41bHSZonXT3qTWOL1BrPGYa4yhVtu30uW4JEvGU0fdT/rcpTu4fe5xR8saDjsd1rt0Jmf7HiMOs7eVWu8FcJhbFtnOcRdj9Hhb2kU1FY6Bzd0rPfzovQ5tvQuo9ZowdMJlDZ1EBzin8Gd0cx0jG8HMZPvDLO0uTTY5gj9TB92WpjpFMe4l2lw4UVdkcHe5an9IX6ENoS95j3fK0K+0v0U7+75HlbmvQd0cDpCBzk+II7BWs9xY5baEDtcYlMsd3zT+pHQwvmUs1pxzeZPMt3MwbHDcp4/diArd2ih2egcYLugXaOd4DqOH0WrXT2b45M+3/HT3qvHp7nXDyB9g/hDjdRgr4Of+GvI3jJY9LH84Xhyz2Qf7hbE3jGpXjMz/eEtIUAxg/hW3zJE2/LX5NQwp+LmbE8Rb5rWYJN4P1L6s8/7CDv0f7O4A4P/SuOrq6z3MCN/6PMDbdaLfR3X1H3l0Tqj4m6eujKlK6uh1tfnehS2/VKhLRxwyRPtdfa0qxSdI7pSeeFXdPkJe0POez6i0D86RK5V5rpozss2dx7TtOye5WaMC2lM5xq6i0dWYSkN7O3m08/h2UarK0NmGvKho13nOBQGzGl+vUvT2O+Q0ObwiOvQCN7z1L0eknoGF79z5Wv76RoWL3Ru6KLft1yTBr69tOtx3SE/vUBY6eU9AC8raG9Hjs7KdX/jYZXjtbFb5+ebkqom6CQX+fdN83j2p1r/1tp2kYvA8h2LJncXyxc4desyIrFqgZEe+8RkpX1JQ6Wkf/5oqprRxhVfl7YLJxyPs7RC5PUSyVFXYb4jfZmNH2Xj7yv5fTkK5CbkG919iqAp36Ly06Z1kyie8qY9jxtBHq0sdMkafNH6pMOyMOKLMkLIx3t4oflaRQ4Zh/FB5xHCn2eoxoek+85z2zkYDuj5qyUYme45RvHfRVZ8ZG+vdFUVHnXttby6VLA1NRtwHo6boO43Rxq7kNwKkyQ55HeOdi/ze25+1PU++9JMhw49ot7sgNvhI53cXoug5RwZXvtaiqaQs+1FiVLOif8TLrpJ7yyTUYnn/k8rVF5fN6+t69fi7a5kvvVDZiromPVLKPO50oJhH2gxtk0m91XnK0E0oPOyq/N1H//iBI5aOiG9S+IbrJHWdg91YdCiKe7OHG/prD/wHbeyeP/DezBDbgW/R/OkD/14Lxxuxmn/Dgd94i/33HPj2aQ7PHvgv2zx/4Nfj4/7LhQl/+Lh/20E3r2+L0x/9juP+eEiR9bjP7080OO6ukao35JMqkId2Zs81rX+c2dH1wdxOyEHTeIT3KZjuoRqjvttfov4e7nrzfT2cuAN1KIZrVWGeiNHJ3w5pyTZS2csp0kmrT0CxjLdEFv/GSEcXl3hpC1Lpke5nbwptYeflFMS0p/rOaBLlT0dRU3ybMiG5mhaR9vB1iCLb9bznG9jH2f9TpT2SeLr0bu9qBxNd6KZOLinS18LkxjZ/1461d+xl79rI0CTcnlWEscoYioxyGfS2MqlrZLLdcBjvJDG6D4Ie30EHdQdnTzZKFfHhJIOkXZCmtayVM6OmXJqEuCvbuuh8Peloja+9G6MxyKAmQhfQ+Ihsv8yvczMnl8DYwNdlPkwrpOzQr12Ep8yD6a7lSpyP9kPFd17/pcuMtqFD0qTbx3p8FNp6b4shV6SD3d8x1MnSpDd+ac9TYwaHzae5fgPGtLsowT48P7WxL0j+Zfvetoyw8cDzQz6QmVfqP5r69YVtDvPpC/oz431G2HFpvnl7OrFL1X4aPoT3xEuXfiF2e9C/HO5U2WY4vDhjd9pPkdNnG98xzDau6tXtwOn2JQyXdvLMmk4sv/lacNuS088v5lT5vG/fO59+YYgXLt29nv797ch+b0JPx/giDreLvy93L4nut3x+fXmqIEIkVqbLDOFw/YEa+0uW56J8MfHylF9cgH9BTv9IIRoud1Mnpap/GBfyRQsbCmtDKgNddl1Ud/Vyc5EyQf7NV5CZXe03TL/cdHCOdizTR4c6uaUOHOsQk638RHq4GB2TTZDGE8r+A5Dv2DloBBr78Y7hZNK+kITeqCWZELbnkwgHtCZMlhV2UNtnsEvcTlKFmu52i+hq+sptodowU8pMCDu1y7A+Cm1wOI9yguzjWp5CrToTKGFhSBv1kmHVD02rpk9xmhSiNErn9L8WFtihjSzNt4NbM6WvyQn5fpLYPZYIIDqtGhkUlpSZNMKpnTLVUIA+Htamq3KrP4X+jxbRT3NBj/9tTJo0Yv3SsRf7pl2L+yz8l3flmlY3Zm+91rfJfNoWZi9zmFnIFDKPmBHMY4aVHGV+Yr5mpjLzmB3M+8z3jIadxWxnbjATmHSmumDZo7vbl97vPrfVmi6XP1jxZWExLGMKmPXLmAxmN1PMDKemM6eZLOYm8yMT+0GzSmYjM5GRsxeYTOYXZiszjokaPCgux9juc2OVxqt2vodDUitH0lDZxTjH2HfuaK8IdfzD6FY5/U0xIcbssL6PVa20ER5P5qUofA1l38a9hlrP+8LTrZ/C/WdPA/LUqk2v32+t6+fpmOZZ/UH/pmdj9B9Hh6UpXMno9g7RLqNNCRHxbUYbS7a733vDQIWknJva/7vO+o7rok7Pj0XGaPuIVtdVnsXvtk793lu7xlOOojRtUsoq9Oe3feiV5rbsR8OT1R8Gh0STxhRFjuesQf2D4ycoHcYt6jZuSdfJYYMnJ309+cKn6Tv8xpXNGN9t/eTuDz+c0W1qxMxxWQ/6zv5s3AiHj1s9nGrabYrqOm3noIlvjJu4+9OJe76YuO/vE/c/mDjJd8JBx0mH35zUfv2gI44TYq4Nodr2i144zpvOYRYwkHVjP2XKCSf85XWNiqIGM5eN987nMZ8zXzHrmctfetTd8WDWuBH9jMY0faufvdP7x/m836/d9Gjv9xWNjW/4qt9o0k9/fJ5J5tXqH4fcK7e1IYyet+e1+GregOj39Y1XtQj87kOHdX2nOvb91K/f0rbjzn4z+K1Ppi75tP+gnyYMiRiw2nHiVkkJOlW/ERizwTgF2KxJOzOVTAjfmDx71tUQR5rpywxkzjCDmI8Zt7i047qxuxgpW8HsZM7e6Cgh2TEMYMfPeC2Nucd8yOxjDjI1zDdwLfMNE96mMLvnwsN1MJW5zkxmSpgHzHuMO8uw+5lpzNece3OKXcrMYZzZL5n+DGKfMEb25J2oELVhlfdwU6LHA0+PU8F+OmNs6OexCxJN9NkuSsr79QEeErXHrTuB8mlTt09r88vVDydJps/+OoUe+F7u65OODRp2s1u/J36D4OB+kukpbfKm5EmOMRJmLDOJOc9sYxYxLLuBue3CrmA+6/Muc41Zx9Qya5iRzGfMR4wT+y2zh7nPtGUNrB37d0bJHmBymX5MPjOTGc3cYlYyU5jZzF3mTlmL9+/a32Yc2SKmjpnPfC9DDz+7OsmQJhlmqhlZ5TdxkabpL+XvgRHKg2dmfpK6RH4Q0HEA+qbsaD1sI0hydSkms8PKmS3MUGYTo2DfhZ8wZ1HAAv3e7JvXr3VEQ5irzENmMePAHmeqGXuWeT1nPDOX4RzabTgzKLx0Qlf/+f6+Uz/+YurqiHarYoauHTtt3aeT4tcPzvh+UvE/pjV7NK3t4Pntxs1P803vEpfeuXv6tw8mr6KnVPhN6ck0Zv/G6NlsZjnzHTOccWWrmAHMEYZglzAco2VnMPXMD8yJI70+gKuYYcwp5qC9c3VP4aR0TqfmQCaSvYg+YBI33MvkqVt7lzmvdDOPfPRUcfhnycWF+88fP1CzqHDpieXLzj9aXzn5ieuhQ0XTK925h1k3bqysLnAvPl9SeXLOrC3HllVvmH1ty8PCwv3lN5Y9frjsVsaFui8y9j8+eX3ZlEdH8wvK5ua738hcdK3k+sbHueWXcrPKitJPXSi5tHfO8bn1ZQvnZC47sPnkwu9LSnK/Cdz8fSFOX+3p7i/VFqIqhJCKUlEzEalEwzqRaU0ryGiq8Vr0sw9ZTGp71UQTa0jESPWIQn2C5kzw7dkzqWsfVF3dJ8Z/KGobEYiCaH/Sl+zq5eDEO1+lGmE3gFDHIxSFyGAibhv/24QqQwxEqdMnecnkRAWaYN+f7gnRPBToFrOMfFIz+hx6krgZRaMeVG9KT8ruoyEEKetNJBOklPFHgdp1KT3RWqqObJfY83CfFO37arpr1yB3vaSIvoMeoeyvlSFoEjni/WP+Lqh79/32SY2R0iDzDxpC3D+Y2HzDKqf8fSlBUofP719F45iBzT/uipr5urVsbPDdjPJQMr0/Ga0li4mDpWQPemgyOtyDzkX3a8MR/isj16JtyJQrXc3Q7CHmHHOWucSUMjp2FPMFc4e5wshYwpBzgvkHc9n1jrs4wPVRxuJLN2aW713W59jj/Uvclh+rbDR3yWvqoeXrZ889vke1ZEPW8poFUQX7W3J3HjWZeeOzo0u2VHffcG7uzRsOlZseLnSvdD1Qs/xJjyWHSu0cosm+ZCyd3dWeQXRHpJVCVOJUm8mifj9CIocud6GInE/KkLt7GcrJqUN1qAJd5VF29sfOSFZDkzW1H+uJuwvjiSfLmpfkogWoZEQ86eDkUn6x/PLF8xfP0/SpnCKEzqGsHy9fvvwEIab6Lgpp6hDTuPqu8smiAKJ2TSYqKbnM/6NilHn+vDsPWBRJXGZ+Zi4yJ5nDxhuRfJHnQWUUe0eKJKyK3cx4sGpWdmr8qfH/ltXnP7DgN4LARe++3PMvT+1lu5U2g8Pd4b8luX963z8S/TW731OolOt/Tbrvr/gLC5HZ4+VZ5w/Xr+/8mwFsq6eqiN9PCv/SYthW0n9NrE9l9yXl/pUSARhjAiZTnD8ekdpMnGwFqRgyleFbjO5e5NcnYW9PCfC+xZBLVRNXo75XHqegqx0rSoKnjcqJjshb0CS/ywriUYf0kuC2vS+eM0Qv+CCbpq4U7V6rze0xsRhdGEx4vvNlCNIdrZDVBcQerHPsHHkjgJnZWQfd2wc4v/2WZ7i2t66um6b9Nc10XS7hPKu3boi2jphn30MbrQWbxjT9r8jEUnWVGxmdcT+rNWpiAKubQRK6tEelqfXE6CIwMJdYGpJwxhix/fMk/ScSciSNQ95v3aGHX3O4/zICidTbX11PWX4SLkymwfn+WjK03H112K4WxeRq18Bf8h0uPLH7trv6vSJm4rrib7toO7dJj0mPmYVai7l793v/AdJcoq9sgGx1e7qHvDR86aaNQ9H2rgSQxL69NHGFaf5W5xtG8jZ8LuGV69F30VLwLe30VKLm5F4vT4KE1tPzdWuKzg6eGmfZEI5y7+FZaB/v8K0nGelcIanSHlGdCwpWVrr0kFDSMiXnOKapmLmOqt46PoO5EZ5qnMmy13E2R6keSXOVKmc+u/G07l1Lhq/qrqo6auuUde6xDkCvHsrX2qbGm0nSYM7221/dad1OCsGX/QlSUexClp/DaoYmzhCO5Gv5vTl2Qi0n+22DZHaDgl5PmTjnSCAExwiKzOsZkAz9Fo1+g7rwETTv3K2A3PeIlKVKAnyIGwHkT6OL4hVj5X6NkjuCugjnbDbm7yDm74coCASdRcOt8U41CNSgRBbg96Q2XKIdSoChRK0dwO9ebbiLyp0G7vQpNcBvlG14jcdaBqxlFnoD/Irchg+zT2jwhA7SAfz22oZHSJUkUJJj7QF+B2zDLOMnBX7S+zqAX9nbMNDvUoBdCt/GAKsObPiMq5M/cPLvNgxgZYUNb1dskIENMmcngIUFNrzUUMiCQvZLL4Bf+ttwoMd+Kdgv/cUdYDmBDQ/6hQC/EFdl4KqsAcx3d3MBbi61jQHWZNhwK50rA1yZbgqABQE2fMkbzxlNyFmA30nb8AJ4jQbX6DI1wG/ybXiRZzsZaCfr6AcEQYQVH3aaJgHTJI4OAMsFbDjfbgYEM2AgBfC7ZBsO1/gj4I+6SAB+P23DG+UtFKCF4sMmACs2bDiJvkOCO2QvFcBv+G2YcX+PAO8RdVKA38fbcBiKoEAEtU4BsEbAht+jjiBwBJ2TAPx+3YY7aHopQS9ltifI9myjaARBI7iPAPi1tg03DBPvTEkBJZ2gAFi6YcMLdJQMULJ2AQBLRWz4uH2QCgSppgeA6U/hSo+FFFhIKV0B1jvYsLe8tQNo7aCMBlglY8Nj4BkKnKG+swdYK2HDvspP7MEn9h80AljjYsPj0W4F2K1oEQKwMsaGnxBTEJiCKmmANQQ2rDP84At+8E3oDLAGyIbXOF1kwEWmyAtg0YkNv0FsZcBWxt4NYBmKDd+kqhlQzfRzBliqYsNH4EQEJqJSCcCqBRvuTHaVgK6S4/YAq0tsWO+SJgFpkmw5wNoTG/5J6YyAMxpKA6xjsOHm7mspsJaapgRYRWLDZe67ENiFZjAAKypseCoso0AZ5acBWIFiw0vo1xB4Dd2jAVZR2PA5lyoIqmA+DfKfwnnSkyw4yeZ5AyzcseE19BMSPBGmhVA2xIVurSFoDaeTAAsobDhZomGAhvFyBV6uUR8R4CNiFQNWMQ1gwxB9nSgdoHSrwgHWT9lwseYhBA/hRgpgTYcNZ+jvInAX3WIAVp3Y8PceuQ4g14GOBFiZZcPTlYlKkKgs6AKwxsqGAVFmB8rsuugBVj7ZMOEhDQXS0LZvAaw+s+EsbSIJEskwOcBKGxsOdOYQ4JBgLhri0YabBnDTsDgAYPWZDff3yrwIMi/KxkIg6PMabjXXHSfBcXK/AmCtjw2vtK9CoAr1ZgDW2NjwHe1GCdgoYTQAi51seKKuPQHaE92kAOt5bHgX8xENPqIXOgCsYbLhEcxaEqwlHygA1hXZsJtWwgIJW+4DsGTLhmOoTgzoxCS7AizTsuEObvslYL/keweAhVg2PN73Yzn4WJ6uAVilZsOpTqsIsIqIkANBlGTFPVx/tgM/2213BFimZsMhNEUAikhnAdYg2fAujS8JfMleCoD1TzY8mvlJDX5SN9EDrMSz4StwrhME/L/naQgE9eTT29lwmRQsk+43Aix5s+EAu87OoLNzQH+AFYI2fFt6lABHiZ4swBIrG3YwMggw6AMGYI2SDW8nflaAnxXaIKAN2ohiIYiFDxmAxUg23DDMIIcP5OADee9GAEv7bNil0g5U2mXpQZa+AfxKXiwHxfLYJgDrA204tjsE3aEPCXzIBtCg9EDAAxXTAOurbNjJqTQQlAbW9gVYZ2nDN+XnSXCeXKMCWJVmwxe9JhjABEOj1wDWWdpwizQ5SJOfCQRnAhtAD9ViKVgsdXIAWE5ow9uY4qaguOmecID1njb8uUehBBRKflYCLO6z4f5wPgnmk2dkAKvgbHi1fWsGtGZq9ABLCG04CFI/QcD/b25OAEFf+/T2RpdWLGjFttMALFi04W3qGSPBjJE10wBWwtrwBn2NCdSYXDsBrGK14bnGoQwYykjUAMsZbbjap4YFNSynA1goacNFhigCRBF7KIC1dzb8JrkIgkVQSwHtU/htqYkGJnq1BmAFog0fIwgJICQ/6gBWNdpwY+8e9qCHvb0PwMpRG+7mMAeBOSiBBViZZ8NGj9406E2TWoB1jjas9a6iQZW5H9UQ50LBypRLAdYR2vAGxz4Q9IFbSYC1dzY8W1HjBGqcPmsOsMrWhkd6c3aAs9O7A6xEteH1mjcp8CZVLQdYNWnDBdRACgykvpEBrKm04ZM+30jAN5LOSoDloTa8Bn2MwMcoUQKwHtGGvV07q0Bn1aowgHW6NtzWewgFhlBFUoCVmzbc0ce/HfBvt3UKwLpmG/a3+9EJ/Og0ORFMTnzT6I6AO/paArBa0YYbhgkwVIGqLQhgwaGIskkPEniQpAxgHacNt9YvVoHFKmljgBXFNhwJW6pAS9WNRgCri214ufFtBN5GI2mAFZU2XKGVEkBK3JcCrOe04QNkOgLpaJIUTHoKX7V3I4AbUcoCrAW14RA0SAkGKVe6AaxktuEscgUNVtDLtQCrZm14ikehHBTK9aFAH7pP3xuC3nAVCbAa04YbhglwvkGCG6RgMRviti4VUlAhPecOsETZhr2Ml+3AZTt7f4AVzTb8qU9LOWgpfxgIsCTahv3oNAqkUWcZgBW6NuzuEkaAMMJHCrAC1oY7ysOlIFwqlLEh3uswkgIjqakKgDW+Nrxeka8A+QpVJMAqbhturx+oAAMVf3MAWNdtwz1724HedgWeoMCzAZxqX60G1Wq/UIA15TZ8eKoETJVscQBbHBrAcF2wHATLe+gBFn7b8AkXNwq4UUNlACuNbXiaqlkj0KxRny4Aa+pt2MEwCIJBEFIAK2dtmJFtIcEW8qAcYB2yDd+iLyFwCSVJAdb/2nCK6goJrpDbZQArmW34lEfQehC0vjt/ZyKMQmi41d9unTNY53w8FmA1vg0PU950ADcd3CMAVuDb8CyvgmhQED3qTYDHE9iws+8FBC6gShZgNbIN08rO/qCz/6EuAI8asOFazTAEhqFIGmAdsg3fkTbVg6b6o6MAHilgw8sdhdbyIg2wJtmG3zLWQlALK2hQ8RQeT92UgJuSPjqA5es2fEivI4COEBqDhniY2x4a7KF3qQHWoNuwo9N1Flxn610BltnbsKfvLD2Ypb/4AcDjGmzY3q+GADXEZ1KAteA2vA1ukIIN0hmuAMv7bZg1bJCADZJTDuCUw05v/BUfuI4AWBhtww3DrNJfdQRXHXUtAR4fYcM5LjoG6Ji/OwIs3bfhWp3MC8i89jUGeHSGDd9W3qfBfTpZBbAK34anaP1Z4M8O9gR4+IANv+fxZTvwZbvN3QAeYWLDd2nBzIY4ADwowIaPugt1/o0vwAMHbHiHIsoBRDlcaQLwOA4bnu3rJAH84grwOAEbbue4kAYL6XsaIIwHsGJAolbXP63JuBzyUKVS/gM2Rse6S4u7NxYmc2tsmdKNlNEkTdNSkqyvvyUhSXpm/YHH9fV7T8/dd/r0on1z6k5sWvho37Il+yuvVc3ce+1WSdGjm3nXqmcdyJ95tPbkgcebZ9dmncrftDxz0frFtXNLKguu15SV768tnHNg/clFx6qOZyypPX68cNmsE3tP7S8sWTonY/2pomM3LsxeePP0qcXL557fWFmZuXjJrSW5649u2v/wWE3e4/rSvRvKr23Ze2zfrQN1sw4sPFVSV7iobl9J3ZyltUdv7Dkwc075olMz9+dtWfLo8bGM8/tvlu5/knkh//HyvTcXZy3OXJqx5FRZ3uOykxmZ+45fv3C6aNmlpWVVB/ZV7q4qKdxcdGPWvsKi00X1VUfLa/etn1uyOKt+1u4DeU8W1d64UXliUeWl5Uuy5mY9WjZ71sasG48qD+zfe7omM/fi7hubiyorFy3KXFJyfs7SS5UF+2bm75916tr5JVmbTmedzig/fz1v/bKMJSc27340d/2Wo1UZi4seFR5YmJ9bc+vJprqsxxtql9ffqi97cjq/ZsmiE7du7Z758MaWzMyaOSePL618fP7A44vLl5yYOfv6493VcxadmvOkrvxh4ePM8uU3l16/vrBsS/7iZbMfni64tjBrY/Xya9UFWRtrbxRcrHt4ofDStbKjBYt3Lz31ZMOWE3PKZs7de/3x3tItN/L3np97Imvj7kfr8ypP771UemzThqrcA5syNx69WZ33pDx30+6b62vKnjzeUnv0fOXFa1llx2eVPs56OHtpbnXVluWLZpcs2lK15fTyJ/vn5uXNqX14Y+GlusJjBXv2PpqVsXfhgeU1NzdfWrwsa0vNpuUPr5/OPT5708wn1xeXFNbtXrhxyaY9j7IWVS5cVHl837W8vYUX8hc9LrmWueFWxqI5s56U5B2t2rx/1ukni+cWZGbO2VudeXR9+aOTsx+VZl2adfxA+fL9e6tvPjlZV5I5a/bcZWWXNtbUzbzAnw41G4+XXHhYUnbpREnlxeWb96+v3ldeeODhpcfXb17KPFlZfWFDWW7+zJvVtSfLZpWefrJxWdn5R5WbHy7fdKE0K3Nj4a1bRTfrbzw8f+1A5bXl12ZlnNxfc+HGzQtFhQWbHu7J46sh49HpmtxZi2suXdpXsLnoyfHT+XvrHh6vv1l9Y/2mx/szllcWFd1aX71n84Xdx5ffenjrVNax4w8v3NhQfzO/sPzarPWFsy5cm7vnxOPlGZllJVtm1hZmblo+d31R6ebHBfmP923OKCh9eCpr2dLdG/cuf3hr45OLc+TR4RWtt2kD5GvpE8XsTsVs3Sj52XvsWjpdsVJ3KHCttrjZ1UYrybzIba2LiIk+RJdAcs7o0aX09M1o95z1nkR2r7TsOZuOTlg0XDZ0AVqAmpZpHxkn0wWp2h2bPt+xNX/TPWlQHjte7TzEx/GsDxmFDqmLdStRPFXnyBLhkiK2mC5mFriWRvq4pUdU2kV6y52dAzu63fHxcZ2n7KEudo6yO9S4StJlDNJWRfSQzSMnywYwOkminO4bwF4ZWxRW3HZiObqKVvVF+euGrqXP3p62JJLd3W5d1nA0/URc1xXzmB6NDimHB62bJ0l2yczTThp5rLZkTjHiiCKmlPg5GC0Jp5LR+9flRG1c11xid87BCZGkKRydRJuJY2XkV2UogBi4ku6LdCgS9bu/auDZPgf79QxGK9pAlJlMdhi3kywjTqIx0lVDfSgfl/wJDzOr59z/+VQ8kdqEmLAknfT0TEcB1Mf9VhIxVagMOROmTgMk+UdoZ+IcgrJwtL68KHYy0uvuyVSoCqXFlV+jiD7Hzk+PmUw9QkePRaKhh4jv5fZyKilsxQDyJJHy/uBpj4iSOhRzKg/dQTvRsfcL0VGOSCYKUR1xWUec4iRxSybsO+J0hORIVj62lE7pTSf2ZFHa9TGoilp1EkHU/BDpjJowNyPRTrkcldwhS37Kle5EIQMWxLuXkemNQ3+WVdBDnKpk2xwf2bPKUtVJ9ckWsxVR9ivtzkVktI39ceg2Yif/98M6qsIlT8mhlg6BlI9mDt3Xf4D0kCbPfp4u7apqSGu7akre74cjbJS8aupkh4JPA8J9UG+XANQDDSeC6VyiDh0hZ9MFipNUNHWIrERRzBHi4Twij84j1l+MZ8YTQ1ATojpS8nE0ESmZR0VSvaUU4Un7SMrv2bE0R/YmL/cmYtEVH6K8iLhysZCCxK6rfNGGS9Y8OSeh7NOpAPs69NMo+qRXHboWQMSjIXwf3oeeR2YQk8k8lEwFID3RkZ4XOIq+o+iM4tE5SV8ULxlPrZUs3H3Hvi9xhOkhqSDj5aXEPRRM9X07mDzkuNL+HHGE/G5TLtGbpKj7SwlPogfacI7pS4UTLHGVKC+WnETjdVdlZ0eeRIXMZPrwEDQKdUYVFEcWSzZw6B4ll/Sgk5EeFfM5XskWkEOobXQsOY/SEQNkh0fxoe+hCq9KNp2ZbB+L5LITuapT3xfx2c8g7pBj1EvRIUpFZh+SRJKe0jxiJ3VE8YjoSMmZWMqHnGzUkWHvXSJWSntkRLOlyXe00R3XtotqFv9Wj6jiL+WhSxsdUW3eMe+dWQ+oJl2CgwpUzmi87+P3Uelr2/uj6FjXTyXNRwf6OvUPGxcU5N7UZdOTtCaoGLWdCRF/VmRSRDRay59s5Sq0ezLayeRkdSSCxvMVtxmF8wf1ZzkKJuvQHeLrJmQhSidGq+hYKhad8STlaGwTNBx5MpMq0Z6HOjSEWMpX6akFfNUtjEX3mAHkZnRI2pnKtSslVTRfHCJSXkTMpmIla5l4xpkKlo8n5dRKki+sdKVkDN1buYC5Ry+lAqTHNuVv3bFpR52d3u6IfWOKGqOSy2Nl0Q5DNNFOMw8hubJYt9NvcvRVt4LUOU1LaTlx9lDjKLti5x7qeUof1zs+Hd2cA30cnYeMV8udI70r7dIj8lgft9LIBa7FTDFdxIZLWKLOMZ5aiYp1h9RRyIesiDqZNNSn7TzJulmpxMJkut24dV0HRwSjiCgidRQ5mUhHRCnijdP2LLIvWrHqKuoad2L6cJS1rt3uSHbJtNtn19JD1+X7thlunzalQ9bAZW1/XOg2NB7NHJeBMifsONV2rKl7r5iuGz6Z3n/Sop4DU061SRn4fq8R72ct6dlqZd/ufWRJKcpc1DgmPfhUpw7FoaPoMN9g1CoSTZsSso1oLvVETL/UK63WMNPa9hoZzJQX0Z4oJB1lJw5coEk0LQlUX8+cktPybp+4ikZB7mH9ioiBMSM+GTeyWdc+6/ucWPPVcDIhYlLOiA4j3Ju1jOg0NvCw4Ud/PTW0jKhEDov6oraLllwcvMyrCm1qOfpmQrumC/MnBcUsINp5+brHtnx/iWnStKEuTae027f+EZE6YfqyBU4bKLQ/nUxGd4cQyeQ2u51kHiEnjPfP0cUouyMaTi5APadsozz59gSiThn8JbmZrCOCSR9JJVEzihxFzpzHnEQFaMoAdDCNRdM6o9RJecSVERVozWQqMSeDOscWE1V2P8/ZSeW5/jgnAK3aifZXEZP57Majr0uJrc7U9eH+enKt9OCeK5VUHrGZPEcmDRwurb5KDpcUEsmyAhRP/OwZ70wUOpyUb0ZHiAL0SZ8olEvkBKDeNIXW9cklOqKanSjVh1KhjprRC5hmtQPoUWT/rbu3ZpCbiV7Xo6ghlCd55RyxsAf5cx4N+XPgHLkTVRF6pGcn7NnDIk+3e7SenifftIAZd89uSmpftG4IoohwWTx5OWEnmkddRT4sX3pisz2HBhCxdAbfPth9iArI7GBiWJK2sal2654TLT/ORROmnxk5YlqrwPKja1GvTu5p3U81j2vXZ5pT0P5Er5bNAktG7A6TpROTRveMy78c0TZsHkppO9CZSMtv+10bikhIdQ8cmW3q4LtiWtInu73CRo8MC3Efj9JWLZoQNyGsT0u3tmsm7Bg6wV1H9IFEEXIfg3xZ1Glam8STmlZeLs2nBY7UdmfJUnprHjo4z+l6b6L5UnTsCMp82HJgZ7rldgqljG3arHbKyA2Jyg7NvLTtqq+1aRt3efqkrycVECMCiPKzbSajKSGHH0mOEDvWRaEVaefPoeZ3nFmUeTbWcXBvdAgdHd0mkk/xYPkoNJnIRderO8QkpQ3r08S9L3/6RKE5mbkopTOlo8OpfeMqiJoA9NXMU31mPsniz6bJRLsNnVolOhP9wtHYxGHfd0Qpk2JY5v19KftjZg7uFE7229B/whGkQr3Jr48yk1FKpzVr1qKsbajX4A7d+9KBSVlHfw5aP3LEiBFJ4WRfqgrlr5+yKunzHy9/3IM4u5LsM3oyet+0b8dwYik57hzRZwBaE4vyI1rpqBGzecNHTMpJ3Uz+tGYyf0ZDVIk2jUz9ZN9scgx5yvszqowoI0qJgUOIQ4QK+aAj9PSEHmRvNIRylg8nF80MoJsQa9EQlJhThgb3X5U/8/Ltft9Heu3vx6Fw4na0y8x20WQec4/st6uCLCWOdiT8O6LbIxZIOvQc169fT/85Q8e2DJYskAxkVqIdhXxCvYLS+uyUXduJTowhnCUR44nU79sl7ttGTTpHLXhdb+fv1Wy2pCacGoA6DECL2nV4xLc/91gf6mwyndSzN4rY1yYazVxL9BqgSac2JWzqQWwdnTJwR0oHHX8A9OhKR2oUG4l+7iF1pq4SFNqGjsbaje5MV+uJPUgGSJpJee3aeLI92jWcRAhuL9teBsAkOAkC8MXe7l4g5qOs5lNj+qqy4jhD/iHndfBmjq8PvDFt3G2nWvg59/5tBpGBqV+sdVuDAlOlK9A14k6bOpL8U3sBoJRUX+yranZtaRp/b9mM/28JFu7W7M/ZrlnmsnJli2B3hh4mQ0plEIqQIpka+ZK/5T/pG/bu62dS+kyWfHtq+HsPmpZneMejJo++vVn6xair34ePP+v32yGe1Ne3Fv/pFzvLdDWSzI128vpGC1dDcSyt09OOagBwEUG0ib/pRhuoDRSEUikAWQy/T3U1pVgBMvzmvdaq5AwJpEWOEBE/tvmxDRLuwR9N6O412/hPfJfjP+xML5wI3fTUljg1/2WPp0Ol/pHxwM84fvcg/KsA4GC98O3zJ/WXCXC5Hm9IGqbSSgQHCZD65T8qLksO1ise1v9yyPbBFAUfBR/XbT6yVAU4CPkore6H+vrT9fXLD4nbQoL1/zBviCOaFbfrayWfdOCj2gqA+J03IP8T9fkvcal/eYzmosmfn2lckX3mDACsnf2ZVGAPth4Ua4PhDz9PZIPbgAXZPM8CBSuX4tqyVNMKAGR2MiBfkXr7DLBrECUrpPc0B4D9Vry+bP7iyhn+R2HmZYw5d1JW+HTM1oOp4CA+KHxeZXJWfvCZ/G69vQKnjN1tvMLZtZfagxVnLgP2TOozweWAYRV81LfN+cXlM+c+FWw9A+xX8EngCORbzUXm95YP730kPn3tUM/XeywrnbutT+Qy9lps0OKWqG/LvRJUu/ObRo1Qxy8P+U1u22MozPZZkPeg7ljAyDp5j8HvpiHYjdPmpeu+3H4G7ZTOn4biZ/w/9r4FIKoqffzcc+f9ZHjoIPIYEOUhCiIKykMSSlRKFEo0VDRUVFQqS0rkopFiWaBSUqGDSglqCypb6tIOGZWmy7gulbbUoKlpUWPGBgnM/3z3zgzDy0dtv23/67lw597zuufxne983znf+b4sefIzVcVJA+QLoj1X7Q8bHDQ/RJ2aWJuk2lLzcNCegEtTNmJVJF/D/1qucsA4+fsmTfGGsMqqxVWRqqLs1W3qVX/q2JU3Kf81voB6z1vdFpf84fo/Y98TyTO9D7fscz5PK3F0XJG/6mWxrNyzYcfZ8dh1W0aOpt05duLP+NKrTm6pA4rCXROdJsm/KP9H2LQ875qPnP5cFXXEozAy9XHng20+mb+DwQerZaROdsR2mubdQSIDjHN4MHYb51mon3GuNOxkxzkFOIpxR63sOG9v4kLXIOa6dZwfbMCVAOQiM4xrzdAsI4CmI3AqUUpsCnKX0AvRpL0hVyTXaUkmyAygIqQ13gI8tXruXYSkcgOS6PRa+ApbBAYsKqXUAxAuqMY2IFijsAE5vtQCaPF5q/a3xfYLZAfss8r7gq+Od7zVTV/6njg9G8Aq+r0if+fX+4aohGcm3o/7AyYK8zycPJxoWkTg6tVQMp3eQdf/no5CDAO/ZKbnZjX3u1FqEQUpjNyz++puGQ9m7wwh1cgMo1P2/K7OOqWxk6Y7+c+BvISR5Ok4OyGqTWRomGASMmNl/e9Q/9/JyW4RVkAqYp5opADivc2MWeY3q7UmJYt6bUch6t6iJA+FjEFKGBFKhvP44jFcNig9jwP1Grez0/ATc3DGRvnm5hDnTQEtN+/HTZoSn7MP4JBjTgfSlqvmt7zle6h4Z+mku6/ubwQBszNYQAAhDpEBCJBG+LSoL3uaVidGcj3XhpUsjFgRE9dq3YkWS0PJUPd2yf/K3CY1ApsWCZFSmF83uG6wWAxk9LloQjqrb/Q/HtzZpqhvZ3I+XIS2m2yqzFa2U4giGcDASLiGvLaSJ/pGVGtU541WU85awOSmHOYKoO0oWc4rUyu1bNLfCvZ3NoPZ4niFXERSyRSEetESpM1mIeeoCgNpXzmSSKytqiPtzSCjAZ7JjEHoERGSs13A3g1IKlGSP1EBdISYvEqVUqbH+BAT7E9qqRSLFRIpfIfQHvAvkpLetxAczl9n7QgZEL8lr2FVUNUgguIzd16ii18t/jB7VfIS110lT86egr0/djr+BYU1jxPa4nRQUXFVQsoDp2fHvpfqkLC2eUhYStoLXG978bFTox7AX/XXVZEtJRGCCEHb5otiTAswf1xCeVNO2lP5s3PLGidtHt+YESaPtSv3bHM4fTA9STOoKFwsk39xPA5P8cV1hzevSNbeumHJbK+TodX9BUcyrOkfdiwQIp4DiEgOIAC9rmGE4UrUSgDC+Bpm9IxBR3qAzLbmFu+rweW921tJWlhXoNfatGvsxvgtcd+Rdjwh8P7Y+YPYb6GpLlX01VA1gls1U+mj0Ei5rjAdpifFrbZtGgoLmh2aHaRSMUF4p7a+pAElUOryPX7lk+18oysq/JKSkmLLNlVMjuWXTy7aNdm3LJH4VVQgoYWX2tkEVVsgQJ3hNGp9mfWjLt8w7aTJzCDuNriZHk0rl8hJgxUQOlaOxEqDFqiZSl0BIeFZFCnWsmSOgSHYWK7VGRldgQGQJkfdqgbGJZxe3fCD77shGdGHjihGh6jl6ua4E8fKP/V1OBe+IAKXDi1XLB2D474pfSjTo2SSU/AxP/zCVOx9WMNQVRG86kOu+c5LXbc1HCnembEleCBOfbpn33dVSvjGcUoQuHYHffiasM8CFwAxrhApZUqRWIHuoEjy9NgLro9rmBs6TLlBKQLkbBkoLLwmuyaTyS5eJLM/Fm3EG7Fc7uyMUM5ogtzuYvL/IzqWIDHQ7VdMUbTCuFO4NhCFI91FUzudY0CG4+6GKGj1WzkSytDmcSsjDPgC9fMmwNRI0EkBwjYJEa1jlAyt4Nj0vub6nhMbQ4cyOYZeVsRuuVxACmoymXpNmrd1RttM3G8f3+KgYjbOwNJjuh6+3QpvLltnMPmme6f1myxfYVIfZu3CSfpJ/Z9eSvivMON3z/3xXf/EmZZAmcxIkLfZSRR6mGrkChFDnhVysZKMgQJYeIE4BMED8c5ATIVCqmVZaMIpy8Soy6izBMnY1Rgd6uXEMoWCTOxkBiNfJsy8hJAFRlg8kvaO+3u77gzNryJfreihW16VPSMwsDInlyoUSCzSFxhI+yok8n7GtlSkIG1RQFrI0DX8Ld9hdEwBsixsxfPrVM3S7HIvMT7yZPTKuNwO7wPD5NFHlC3LVZrNro2nikO9hXFizWenjXHbsp4u/j41O8S1dhh/vThR7J63jVv3Eq+vGxgXrCnoOOm9tuFz6pEjkSF+GRGH9Dhjkebxwr1Hig8pcdJHme7xfoU+LVdTR9bkVOuSkmkNXjAZp+Y3kVSZbzqluPK7synez6yKb5mjimxaumpMdfMlj4QvYXlCHpm6/KrqyPDqr3M/SJt/YEjNXOfzYct8+W0OlG/ZQXETLG6JS1JGF338a/rij+YMNAOTkiJwA6UIJNO0bp4OIdqAUE+D4Xfi5sH0bnah3A9NWFYyvfefpveUGMp0M63Ouf+vpvco89evZMKCpUnNfC0Ehk2mJ1SpQqvTaxmDEUmkHMKqRGIFIbHlWoKDKvv5wO/puq/i/xpSowtpdctL2jOCCBVU6isNBlQAXIRCITJo9ZWMASpNeBOFtfIimUhctpsglNq8Du8U5wNr8+hvJTjTTvNZ7qOapwPm1VV0jM57zoInVJs1y+suN05vuZrddub1ppO5H909HlBtsGABsVPZwTa+BQNQWFyxrGKZSuXoiNCMSdR/fgnynrvn7rl77p675+65/yEHvOzdLO7dc/fcH8/l3CG0t3fj1lp7ZhNlDTL29RWroxgTxaY3f9dg9qc5axQ5yFbWi3jrWD8rLwqpdKj7bmxnjs6EuNIBP0jyobiBSVmS5RjW21SVKyDVY/BSqJ1whrBnxbLCOtu4QptawZeZnnXmPm7J93/Mtd4ehlhwubs8+25HWmBZCuCkkDrNwNPd6Wy6hjagdgpx2XXSBlNPl4Pac1A3gO791V8rGEmbU7M/BsuShKE76LSaLNXoqsdK3RXTRXNVWJgyZ9jfckefznCX8Xu7/nrhtzrdnSx1uf0un+7tOm+LA9u7RWi34J5WM6z0hqmejuoulHTdpDPBZpzS8JEpZ60BereeDQApaMNKhE6Zak0E5q4oO83bUX05IbdF1afT/sY2uXv3XyTcdM/dc/fcPXfP3XP/P7t7QiL/s+5/kBpjRbUYuBlQJQi1WfdNmdsn5kh6LSeiIb/7be1/h9PCzWB95bpQou8ug2btWNvBXWkV4mPzkLH1YZB5vxce5FYpPxDaYb10XMpukGIjNMD0V0yJuOtwDGQn5c5p2RZIb1NSsTniLbGRBBn7gNieBwugxIZbyOT16bgqMV0tJ4at7R4yj5YOv5PNfuYWYbI+pS5kyq6a9PEFc30UIivYafsthyWKWAZZykDynE17izLdmdNyPzLblztxPVvy/xfHwE0LN3MFe3UJ52+w9erZDXDsELCQVK/vDbWGnh7aXrlX2nwIzpL1ODRjI9uhY8ts7BbKlUZvBtiusEpuLLLjoaCrKAox9yTh0hWY0+lAHs+cslsdKs1JRVxWeptgc3xWhN9aZMaMjpQiA5JqLQusOnNGClLNSmtiqVzLhmuJv0QmgYQyMVtYI/wVcKeOlEYykhUSUmY4G0oiEQ8JY24yiUykM7CfFUlZcRY4h1qAZMYCJFZKSdeQQLESGqmAPeSh0COpQqyrNBoZNv2/g3jS9niHqkmUkgIjNKmttF5GGz0FXx8XVK15N7u81KHZeNr56ixOci/spX2P4asfZE+SR6c87byh9PnSM2XLqiad+8JpYq6uZElsYNufSl5eOgmfnYa3UthJAtJ9nzeIrqubivLKkvc6NyR9kh962jgjF18aHZLp9HiQV/bBRq9c/5JhuXaueyeG4GLn2Y/jYtr7Jif7VzMsdnHG8tTx5Y4gARi7srapdk+ea/HjHSdzL7PHEUHAp3FF3AEbUcDiNbnvnTm0mbHIA1Jfpo1KfoYffuDvLjwMgoHj9+HY9hkD8TnevvM4NSlazkkIdkRp4tJe3/x2cVPLBP5jviPSmryHitdVO4Wd3z0Bx63qmFT0TtxLTadSPNtqQn6KzzntF5FCr8GvB+Cgz8+klA8sWey0vOjSmWTvzMLVAQNSMpuH+Lvh0zkRzQ0lQTuTP70UlJBW7CtfXN182qsptmHm6dqGvTWjjqxJn3g6Dc6B7HsJN6ws/quXBLve5CvJz3VV7rLU5QFRJwpT9tdOKXlS/lbxBblf2oZvv8JBE2eH42jVucFVDx7M1SZEVw3y9hfvCwuuUqfvi9sudj2xdOti7O+CqffKFnnPv55Z+qczm/IeO/1s9Iaqh4+4d1zK+/BMURtdN8Pp5PW6TI/o0XAMsyZb/GhArKosYpT8i38DsN1z99x/geu+jYgMyvYuMdD2HMNdkt49thFht6LdvCqvyyF+UQaT7X4OY7vxouudnbHXNiK7OcRYl/9tpWRhR7Dv4vbeRkRswe5sN4bdGzH+720j/l862nqIKvBW0WxTdNtG/HVf7S1jfUeu+/Zmf9uI4Dp7bIWuJJEu/qpv/le4P9Q24t066zaiRX7ZwOkNgE5tB4U25Kedgzfz3jC7jUhz4hHKTncju4242tBzG7HedhtRyLgbuW3EXrDH7UlGCVlReAQkuLSn2DjHZFocu6CiBbF4W2crnl7JcR3Aa4gsHEKPpYcuJ1H2tXZg4H6gcaQ9aXBzi5FMCvRWfkaqUDKMvgDOwhJsW8CxIdyxJUtBe54hMnTLVMsWXC7XEV6BDWH0tsm6ULyUY4nklhunLURhwfFi88ILOH1fbJGuJz8k65sT4lpU0pMHulsG6Db8D2nByj45n56cKimO1qgFZkmJyq8QRkVjLFWYjwKYuZNMYcrT415Yg4EvycgGrqQ59FsJbqnmWJBjQnzuIWp0/Mt1FWZuY/ZorPms6tPU8SFRtU0RG1xfsmEtQlw1rlWSzQycICjZx/ERZ4YSxiH3DGEa3ouebmEYIg5x7ILz/XGripcXRTY6WHmEkkiOQahy7cEcpD3kO7YnY9Cm/hVsQeE3d8QTFD1UtuiE8lbsQFWiLTNwei8Vk5SaJMVwU9mr7B3ljnIyWanFWPKZ8DOhk5O9PUKJPKrbWecoEEVY1HolBzEEP+RSC0KRKYcddq0mVrDleH0OA2JQ5FFmLJL0f6aE6dH3Bq3Nm0EPqnWQgUGMgUAhCyiGAl0lALVELOEGhAQOAIoVCjmSGtkz/XIJAi08Mq2WQJtCwSq1EENcOcCbWGIgg4Uh2XHscNv+rB0pq70DneZeHVdLeFTqETiP5mzP6kcAEFG9lrsmbkPzkJYHFrjiA3PkC5xDQEXCGaerT7YIfK8F1auWc2dMVn1V7HtgZM2GlvEZ9V8444uDcEmO9/zyqra4xkl5F16YipsX1cyt/rHhOY1zsltDSt7SpvHly2xqS/Ayk2ptF2hT3RquTenVreY2bTMoDabrSpnxNawvMEJTSKVcM4gU4n5aQAJjGE5RksrLSBsoxRLqNaeTXN3qJE3L2Hq1BJyenR98+xrlPvRi3oXk97iahPGhHicCKSytj6mPGT/+sccQGrKXwEoUmSre3EdQpBFQk/jSgJBnKM/yEUi3gfq8XqRH4pBnyqdRMWHXl0ybMWnwHj62Po2fl7p4Pnt7bHbKgkfZG6eVT02p1epyGssC5gbMjYmJjESo7QeAyyjkfpkDzOMm9y8ZoLVYdWMSJcGRfa9tKqDNCOIVly1pXFr+dMvUlAAHRxy/Nf0pb7+qRR3ahIMk3N0q7uV+7SYfSRT95EXmgvKnJ85gk/sqEw5SWD42YGzApEkzZiC04sl7R4b+d10XFXRboa0/tMtBBqtMGR3OisASJLx6XmuTyX1wpykn1NjP8UqO8TH25kV1SqSziN5yQnE2cm1CM5na2mej9rf9oGQWWZ/7EJK7A25I1ytSj6GbA1xZ948ii2SekTZ/6CNLrdiCfGQtAMyEVveHUQ75+7p7QgH/U+4WUC1htLfU8wZOa2A5NANSMBzoMAbGCMoeuIRG2+PFQNF0OZmZ6dIS5qT7vpT569ZPdPfX625TpC5HmBJCUyHGqPv3HdLmvi4XmyUBzMOFq6UByF7mlsl7jy4DsuSgKGD0jM6cnjtkDbwd1wCWfuraE/J+iFPeUCI7sJZT27AqKE58wNnXtUtdA6gOmzEZi9eXPHngb80JrFpS2JAJE/MzNeVw9Np7bUqcKz8g3Pbo9eaKoPDGYVdvdjwBuvRUSz8ZjeEEdsrCqkHnqrv0L2icKd/UEf/9exOwEmJ2ZKJUsprs5qFQg0XB369wuu6v8+40Xf8TpZXR+M9MlLb+rV0TpRB1uucQSgmWiCQ6CyoAXacKMvRFchh8/4djT4ssPtxY4gaRDnWtqlydV5sHAyaP5rdk06CXoGps4Wr5FxYtBH0PBOdPegwCi/KBJmX5fipmOxW73CNNY7fd4TrCti8FlMbFnr29Sc2+bwh7s6gs5zSRU+V+WNHh2+G7YMG8eQjVGTkF5EhZ6EDF0H99f5sDZu8fUpj8zZszl/xxqSlfrJzkOMnx0iVMYQpUndnN5M3kdXR0dgLnhVUvil4U8SgeRZOL9bH/VvCtgE9xF0Iz48m3ggnPp0OuKyjswMd8LKSElIBcbHzHC4MuDBJRIiqLXKyP06hRoJmewgMsDwPbqXaKx6MoAX41FKGPq1mdr2XTy+2TTKadJtMHB/gEh0lEBTpQXUMmCSOszMlLvsjBRYq6lZsvRbxzJLT2kejE0wdP50cMqi7IejB3606Te2c7m1LGJZQxSMsmOzQfdyXaPOd0/qqnIAHG6n32++z5xHHlGOBEsQUxCTsNSmAwRSwMSPQGhMqWBGXwS5yq2wgvT0J1/+LDmiUZeZwnxs4/uP/gLhDQBOgXOsI6CkRRsitxcnUhvr4sJ5zzEZP3vBU45jVBkjOGW2SkVMoxvkiBBymIE4l4POIxaQjks500CCmMEVZRCNcvIddmXHtfeQzlW8av9mN20ibIGIH6SAmqvY8aUO2HscsE3gSeRCIUclW76s3WLC4pqQJ9pJQ9T4GaQIVYKRd/8RiWCnDmx/GCjk82r0AymQB9uE9E+HnwwHiwxE3iplCo1aQ8w7eRLBZ1tiuB5ZfKRQZGpzVo0ZmRLNirMne/gp0/ODAS8Pu8Thl96poENCeLZF3BGTUYu57kneQplaTOCPkNJDlmq+pz/qKTGBlYOjzwxaWz3odDRtDgBSJ314+FjMDYLcQ+xN7ODkqHHn4EmiX/vnXTJAlb7PKe2xOzZdvkxBi/JCTKtbdzRN5JSU73TU8iVR1StqUikZpEHikR0kwTi6b7aLcAiZCfKE7EDPLEyGMC+d3lmTspaZPdNmxvHvB9HjYkPWtUWrZGYI9EBwwM7PSo57EoLyfcZNGCCtEMoNNUaLxhioIjNSyWuZ0A5R2T0XpQJ23QaRmzjleZWbhLJhd3X2gFqJCJpIY+M2esTxAOkAk+UnaBSatlVW8pDeb1dotgSYLh5v04YB6nynz3E7gs4khk+rMWHJj0RN1fku2cv5F/0iDoIgWeSMRHAhPGF+tq/hI9GpSQh4yIGJTi2PHobckAI23ZSeurwVeHWzamDOYGjwoUGNdTge/HFxiMt20ZHVNppZS66q7XV7Ir32w1j1T2rF/GfkvtAL9ba5a98fTskBElI+RrMXZPkiZJ7e3l7Aorxh6NVCPl4KBQCHAij6DE945zC617C0XsFNOhcUfwjLFmjmCOwNFRqSQJGx8GTKRUd9LcUhcpLWgyQ3Fzz0bgG3/HR6QvTMVIpl6L/raehiBk8cfYc57jPMcBA1QqhFKGwqda3WF6AGowfojOnf1YzMt2Z2gMtwEDBwxU2ans2OKZy0iRu1qBvTbyN/LVagcHUgIFmMa4Act9pKFqFRgP2eqy1WXw4NGjSeCyz0iguzsgBrmSQaWxdVHxA5AQdBRj7N2KW7G/v7c3ifjOtySik2dCkm/epMQy2C06dYVGgSYWp1ihG6Z/qUFrNLC7NU5LVW/XBZ5YdIZXuN9J5dRyacXmAewETRK+oWzv5Bu1rNbzhEGF+2fLcObzGA9dZbfKbuzYkBDyyZyHoQnaFxmozovKGyZLe0rlYimSKbSE7JCxdLJURHlnxJVjKqxqiFNpxz+9sy7NzpeWx8TSNd4QPo9R0jq07hM+pFDIqyE0NRrjYSgSRYaGXrhAsn3XCXptQ5RBCF8BiFLqEaxkw/yRmph2vXkHYqIMCDA2CLmCF8Y+KTgFh4ePHUtyqL0fSqtCxhcxVHHVKIx9d/ns8omIGDeOlNHhLpYZPe40Yn9uAtxuu2hkQXld5J7tMW6lsZc4A7ce1ON0pCmHaYPYRb1EGq1K7f4oTq7rQzn5rZ0FtvtjnHXsZiG7e8nKJZJnhjGzbdFVbaz5B/5YjsKMKyh04NQtl/8j64VfUf5f1z2QUHkbpeN9uTutOltj23pWO0H9cIwHtW4YhltEZETkuLBxYSyxpMB+szxmeUyYMGsWeU116FNLbxTqvJ7TaapVtt84bspabbURY7jizu1UU+3sOyi3AzEeCsDv159ysM6wXBZaMn8VsJufYiVrQ0IiEyER6WIReMqh3lrCf7C6wFGv3TNCuerI7K7VIRHMxxwseEuzy8+9LFZFLE7PAOHNA2sz5rSkNp7KU5cpYU805a2sp8sXclZGcufnugRcOzucMyoSJi70qZKc40VPTZXmO7nelzqm0KGvOjDU2khTLTLeOG7LvjHWhV2DNR5i3Gl0sAEXsAo75YSR0hHMyECPVhp1wHFJRGfWQkkzhVw5+S1cGcUvBVxrmZ6vhLIUDcfYfzleju+7Lzyc9GREEuA/PtqGJsT5TEDb7HxYPEahWPazjubPUwjsKu3FcdHIYwhCG5EPv9RD5MRHibn2Pk785/z4VMEeT0efPYlOTr55SOXkO9ln16a9fuIkcfTGPRU+sZIJjk4oSSKu8Iud7oimIYndHp9Yv1LH557z887fMz0hKZEvSdjl45To7VjuVyBiJhT6xUVPf65i+vSk0nVo7/SiXcg3qdRnsuOm5xIRnuATk6DB+dv28DRogqiIl4/yd1XsTSxNnFS2p2J6QmIs707RaA9nbmoTrLuTQemGWndGmcAikZIW6q7k5m64QuKYctqLr8DANZraqdY+5MEMLDwBr+5maI8a3M7teK00hCJdjlqn5FjzNVzc0G4pzascEGaizPoEdrJ39z5QNev+KEved0JM919WLawCkFHLNpxEant6R8uuPRJ6USqDES0n/zKwC2SZo1jDQWSAkyCRjPPTA52ug6UaCTIQaq0AsbSf1FJQA+KwIGylkvy5j0m0fXMMEh0hjiAJLGooQChdqgPSkE1m0AMfxeiQTCpRgAJGmYQ1UiCW6wnDWsDoCrQQpgCDBVKF3FwAW6Hxwms9Jcblzhy2sYiKt/0CQuK73XBfEuLV20E6PPZdVjZ8ZR+C4ZnjLPpgy/kWXbC1Zy0GCoKfwiD0XXcZRL73jeom6B08FEfLy8JtBbwbQ1yUOGFZL9luVVyXXHf1/JLFuU9HpFoFNhzOY06YO1sVLTmD7wBO+nNkaMroNWaxv9b1SloJQwUwJ5MrNBBeBSQ2ryDbgxL9O4PtMxma9F1sKF/OCc85JTStv2IKDEeDma+FBm0BzDtKMAikABDVGhl4ZuFOXECgTQHcj1IkJWAoApNcBTojUMV6WEBRSmS6SqPWoEflV1JDWMGcXFdA5ClPj/N9tWRJuehbCT7xrnPDE29hiwhOmkvec1UunIQNv9giUHP2GdI9FlmajKXmXnE+XLI4eoC1Q4LqfcdmqzKFGA/f6bTTKTY2IkKA235AqH4ou/e/v1NEBkLJSMsvxgE+9j72cXEPPsjxWCNcRC6iKVOmTuVeRz4w5IEhU6fGxJDXzdNZ0gBYenflh+dFZtmzXh0iRSG7SnyqFrsjm6g9aSPCl5w5WbUY48C3346Pv+8+kr+OJck5e0EeHqTIJtaanFDXil47iXtsRFi/KkYGHYO6mZphR29XQn33qDYWWDAOusq/yn/wwYkTyfc/jWfr91GUiZQYQAi+KJaxNdIhpw+6bIOZ6A+tkUDihjvh5/SBxbYTxqO8D3gfeOihKVNIvvopIODh9uUZms2yLBu5/fielLBzwUf5R/nTpz/wAIm0/jBUniKRoGZ6VOKTGtOu1P4Js2+pMRiPXqRYpJgxY9IkEnuFkMRm45b4DIZIGId4DvQcmJgYF0eCz67qCpbpp+inYDzmAeoBKilp8mQSHJjMUgbct0p8wrkMxp7EJ/HDD8fHcz0fCuuajzzy0EPca9gmwSbBzJnTppHXIysgvXEfQcv5rwjhF+Nxp8SnxMnJCQlc9PEf0B/Qs2ZNn84ux2Ecfk5yTjJ7dlISeZ+/rxuJ6a7uFK42cAvsssD2KEIu6cKZrMMMT9sfBdlzQpJLZAqlXCwXiZCCDEGJRC4jDIBCpJCJxErLeou3tHGk70DNs7GBW6U4egvszQDiPPfo+GjM4kzYmYnbELIw3s+5OU5Z9I7m/uqXN2d1ww22S/T0cXILZJxbjwn0esZgBBXf8VtiA2vrM+xDFjrxIDnGERP4E/iPPpqYSCr+QzlUvF4oM5oojndmwJaZXKRkQNSvbAnh9ifmXb6+2Nku0yNB3OQJuqCNudT3u2ExoAAVZTvbNQkwjtxH7aPmzZs929y4USH8EH5qakoK1/YTnAROgscemzOHe42+xLvES0ubO9cc+77L1GVq4cLUVPI+Mhd6MgnV01vekcB+3b4BuCqNRuSN9OnEWFGsaNGi+fMBpKZAzOCv87EWnSOsdIy90F64ePGCBdxHYtOpdKqw8LnnyOswj27Sb+gU2gCLSvNAs5jRFMVRO7fiDQADGA0FIDpaoEPaSgOZx0UKkZ7RstOr3KPQmwoojM/oTB0ftKZ6btwGQJXpvDzhpagI7VkjPhuKGwIagrrlyXEsrVACZWUeAXypVCExMqAyX5Q6vm53X1lgfP/b4rfF+/aVlpJqLefQA5B45L6GVMOmDuyjlCB8sUJESIi4vKKwA/y0LJBlCxhSMzc9rWk8F9GU0zn48Gs8c3QlxIaIL3KxMH5gBbWCqqzcu5d80XVrPxZTyAgB2lWpuBhsw3QKApX1BONeDDfAaLJsHa9muuQofi1B2X28QS46QtJpuyovVRD6SCFluTQS26gvMBrZWZC8sE2jBUpJixi9toBNxg3JlAtAImXt4I+NLXB4DJNxuSoo9Wb5Qtg7bfgqaRNH1ByYxYqeOnhdxrZkzaoP2ybcPIFPTE8P2RzQd7l1gYRUp3sdIqiHW7jB1ms1QvtjtQByYBCHgBwhCVNDVi1iy5XtnuAORTi3B75bJ0kPwXjSSsFKweXLv/xC+gnjuN01u2uuXGlrQ+j8od9o5oa2Cg4J+zhm0t6X0rDunIaZ/CFEUyttuxj4P+J0dxJJ3B0BERZETrALQhZ7djNe4rYgvQf8prL8+7oS3c5MncX1VTPUvVI45qNcx8tVaf7q4xoscVTV6/H782fEV0twP/5/o9UalUalsvz+SLvZq+w13gLrQy+D0Ob9Ve6HRyE8eYzPGJ/vvvvmGxLcKmEXkg/X8wmLJd8ckIfxlPuo+6jm5itXYMWe+X1EQCfcfg02B3ErBKxrZdmSwB478+Hm31ZWHxyZqXK5tdb/OLfeXVhIB1ytFJBz9zVWFpcrWEOFhBYdlJ5nu+fOmW9ULU04egffu9OGskQhI6AXDMsIAcRJE0ihSLZlyf9KtRTjqaM9Rnv8/POPPxK4uDYNUKs7al9jRFaxZQWAfAHsK0fnxSkaYUTBUuSuV2DDJP7clHNTOjs7OkjkwjJInSsElGiElQHYh27eQUql+xffgHIfxPjBSeJJYkQhqr2dJHi1iSSoNzUtYlMg1vSyBEm47WvvAYUv6Uyp89gdYwgRge+RPRg/dEh4SEgRZzKBTcdQCzEEJjnIUKbMvWOU0TJbpogxmfpE1jCaC/R6HaOvNFaSOZddSUGoNDa7uJjOqMmdCQc04Pz3xXEwPTb+nH3+0uyu5FazYMYesmSMEH35i5RQrpBhMf2FP4aMyp7BeNo06TQpK9VALiB8aKhCTqRhg5AroZwxsEL0TRUNX3nv0lSE7SXfEbJbMQakqcA4YaVspQwEH8CRHBI0LPF4/gClRd6T6Az/DH+Mpx8WHxaDtANISQjwzHhCFUymWLEItkNEbGYEZ70+CPfywHjGm9SblJhcrNAES4QmhhKuRUJJKJCaIF41SpLXcbOIBcZJldJKqZSSUkCrcikeHj9q/KhB1CDKlVzEa6rWZvJuMumstEOOea+rexN2PcLglxFyUmtEhHaQIKBuchVVc+TRKR9Jh+DoBScaCv9lQ6bYjA3hKzsEhAxN+ahjM8aPpNun2y+jllFPkIsr48y4OKAJM8jFeSR/y/uW9xTFXZzXrAvUBVZO5GlycV6zX6Zepp4h12pycV6Pfjb4s8HPUs+y3sRrpifGKVFnos6sodZQ4G/2m7Nj74692VQ2tY5cCP302R5HNfXOMRzz9fv/EttpQkrnTJu9bcrnQXGC8Qj34ddK8ZJdVCol792D1geU/sV0eyXvL/hw1xNIVJinDNnwbcVhbGvgtmdObb3q/fpYHgktDpvpuXkIZ9Zxpud/+8EAjPqSFOumJHSC+dfQQzj812q4tZIfCDYF2b2nTshabTQJ3QGFu/cgObrIFDeEBkcqhVGs8PpOZdc5zdUkCzL5bYDM1rAIuMs6nzv5BnmTWX0Qq56Ve623eprqc8DwMqyb9NRK8gdz/355bK6e+t47n3BaUI4KgPeAlSWpTMv5M+RfYYBpDhQViaWyAhDj0rLL5+akEospdZFSbivwV8B9r5sfa8MVfhTcbCMXWxbTQPgVciR8kA7epbAeL0VgLE6nL9D3kkauJNOo1lJ2ZDa1LlGQBIZbGFuHqJCqUmfdkIY1f8Ihylnrc2xZOdPKGZa1m+Qd516umhO2A8ywvx6OU8NtDLFzAjRgE638546Tvis75DaG2Z2Os0K3ZGKM22Ax0S5fEO25an/Y4KD5/ZppdyBY9vuu9b7uttr5Auo9b3VbXPKH6/+MfU+AGA4YbaeVODquyF/1sljWt+X21AFF4a6JTpNgu7lv8+29geXf4Kyn2o0sTiED/06OZcPAZ1eoug38v9H9DPwcZGpnBz57AqWVYnVqt9eb7XbWC5HaOvAPNuBKvR5O4LFbuZVwZlEMtr4sMGxrKprd9JYjfY8zwtzJMu6ALzuULBrPIJqUBdRKAs0geC4h8C0TyXXmwcLCKKzh3wJCLQqVREgqJ5O5jl3p4IrAAMmaUg9wuKAa20BhjcIG6vhSC6zF563a3xbbL5wdsLcsGXcHsY53vNVNX/qegKOnzuej3yvyd369b6BKeGbi/bg/eFKX76kgbq9nUkFFxeSkpKSE8l0V0xOiK6aX7Z0+2beoYnJRhZ+wa25ZBFOBbjvFRNWTvr3IdizT1m660ssWMrK0UI8W/KObRAbbe5bKUVdWMtSLO6/87jaR71palOOa45KKSKr6Na2QSoSUCrnUUGlEW0di56+dZevaTuYbkz8LWINka7ZTxtewsZIU1lUO3gGzCRmM5yY5JzkLhRhzIrE0nneGPkMPHGhnZ5ZNU9M49ccfnZ2dnAS84dsQyl/NCqaSXj9FG1E7qDuwrnJC9+m1Op2hUqevBMk+A2NkmAKDXms5Gawa2DC7OP6S281HcO3atIdSQuL8yucFnNe0LngV13xZNwvOXx+Zkb/p3KQjdpAjreM+UZlHF/TOM3jQ7XOh8XyQpR40aOBArgLFYWwFwJJ5pRZOwlBfNrul2u2bi9uudTyjDGdNnIPvZqeOZ2i8QB4mD3N1DQ4W8JZ9htDxw6zwnWlnLcvmyOVi0vGlsWfOqEaGiUOWUaOY3Nr348nkyI+jnGn8mHagdqCb24gRCCXNp37jol83B3RSTqs76owC5TugVAIZTO6XowymqMsL1rbWA/412CBxxqpCR02u1YxJqeZIL+vykwHUU9DA83XaHkToyRJSOlrJLSivJJeak95lbTIoLccehKYbwk5TX9zQH9H935yms6VcK81EDTch9SLy2BaXs+t6DDu5KdkUjDWCSMFKNRFMSmgorXkxUyGSgwACtzWq4PKFnLR6nYXykvWhFuJ2TsLq0CBFQQZ9pdactU4Lh/25KhEKDZbr2VqILN+GOiqsGXTVtV8nBRJTxJKX7MzKbsZNpEI5ASzO+O3Vp4pazn2R+hV3iorTixe0Wa5tGHN9QK2txAO3bVcrahwE9m9js0MczIruWBLPIu5AfZkwviZHU75gMs6N9l4bEWMROo5TwAJXuRR2c2GP+sDC0/KwR/PnZM4uHXOg4fZNdidOaDZuCiMYwQhm5YEYk7shykAhwwJzNEO/ZNjqPvzYEdxbRVGvA4I6Es12BAPqICM4quvgEozgtZ0HvxCbE7O9C/0igUeQXNCz4pPsmQ0WCI3AdbDiNOzJH+h8JaHVueQyPRJLLMpYrJBxG+izAQmA39ymM2vBbqkFCjjxNk0k1/8gEkFtLT3Ebb80Ts9XLjiN0963dGlaGnRnjcC2M8U76RhFYbszPR5zP19KPyF/bx/9M/kT8ArLbP8RogrLYKnaS4zTPCgPSqMZNIjgN1kYYPXYLRK7PEmZX0XFtoqK+3ZNK52eVF4hsTDkWW7smqduXmD7orVuPdAiY/7Vw3JfpZFtPKlCLiJ8ldFQyeiM5mWiuOfyttVerAuMOJD5fG1S/lctc0Ay3ilXvJhyvDT7yFOxIy05mtc/4HNCgdvf1tNag54BSlcuV554yTa15uoZQexIGi/M9c/19/YeMoSUTHCD1EfZfjEH5jfSmTId6Qg9yh0LBw34FSEzEXPR/ZePJKwSCPCh8aKV1Epq6FBPT66hnp/FrqKyles9aSm5p/BWmtCRagMAHAvjrXSndaOjlTvYceMK+9NjWY1Bd+H0CHTkcDyshGAqibKfFQQpCJQRvkKqM1o+ASbOxSLzXpGWZEIg2CyLzKlPMoOxVERYCE5iTdGdAyEUoS0ei15ZE5hnXxwqfwHERjtGNHzluqtuYIdys47dtzQb5M5zTXvfflV827gZEzDhAmrdyxVOLeV7qwatmqFJXuVbLqDqj8fhiPHpj/dRjXkKZJB1t7I8jyCbPltYaDTdaGKn7xwy0Ek3FxiRiIBJf3XWcUkrGSQ1dF8rIAR6blNKvdNQ+QtV3pt1ce9olveqRcZlqMMBvsZkLj2NF++L3Bc5fLiPD3TvCBhH7sKKfCk07KVmGqfPmjVihK+vgHdkBRk+E1I5iRI+iUFKUiVYA/IxNF4yjD+MHxY2ZoyA964TQpfSuUMBUTr2TBmqNBASj3Qp5R09Blo8taR8P+hJ+DAfzniV76fx0nEyco1buJDL4DsHisuhm2sNNzgHgqx2jo3eOALidL9ETk9V2j2cvMCoY4FOBlJjVrkldqIWK7uWM6rnvL4Wpxc0C2pFpYfYecxrBW686K/pLkcXisINVGAf25o04aRJNypIpor1XiSna6WHfJU0XrZu2LphkZFhYQKWxM84E3YmLDp6/HgBL9UBoQM5FCfjfcX9621CPcCDhGCPM2dOCDJ1QcvzXKqk7Vfc34+3BHR503h5tDRaOnFiVBSXlfQ0m1NO+LxItq1EpCgyMRkXF0fgsGm+mtgsFD4PkawKkKsPjVck0An0/fdPmMClPj+HTf1+PKHTW0ZWSa0PNF55gXeB98ADDz/MxfT7pzmmDmUOokl+NM78MvbL2MmTo6MFvGvTEIqdS3GbQ39Y15eyj9ZfqafwjlwgIT3uSPn3SuaiWU8hKY+RM2ZG/bcQ+P/L7r9bVQi72Atat0ACC44JsiSkkbyZV6MLOD6pwMJDSdldU2TmH6TxY0PWNZ4COb66sR376gLDxM7NtZkaJay1nYnI9s7zkopwUmhjxn+icnfkjL/n8P+NrhtOgHISnPDKDgFQhmZuTwxTn8JMUUC3hKwLWdHV/C4PsY1P48e9vKZNi40V8PRTSHePpVhp2FJJ3LQtkqLExCT+hLIKzGJI4RMkk/YoNE/QB/IRwe6DmLAjbOEMZsKZCsgd7/RE9DTxYi7WSi4HJDCcF5hJOIXTEycG0viJ2dRsKiHh/vu5cqgWssVIkDjxCY26hl3vgSU/draeMQpzc3EKEJdrQDqWxk/68/35KSnJydyUdHoyZT0p1R4MH7IWWmThfXSENNezJa1KLV17aXT5wiOrwJ/b+33uY54ela6l8ao9/D38+fMffZSbrp+CreglSxYt4miWo4NYkuUv1yiDFl0akp0cbnzYgGqG0/jpZ12fdV26ND2dRPqaLcp6OtJoMOVYxAjkYjKhgtSdjj0nBQt5pNHcVgVVbzvRsPQ+vJWMjyeA9jwwkmN9Q42GqNWbXqJhOYFhCRZzlMw2Omb0wAcEGG5Lly1dlr44fTGUjysjoarUlBdeneCW4JaRsXQp5zvvWjdi6zhqF6LBaB7hYlfqTDS7sMjcEgY53YYyWN4n7Sg2IvPhrc0XvFNsBUV8jzX6dZR1pbP5ThNtljix5mLoLmRC0uppnLVAukC6YkVTE1fyxklcyQNJnzKVBh3pw9jwpFflRwMDD78hRXV1EgIQz9TXb9u2aRPptEPj2QPGulP1HMnIIL2uUl9ZSXAZdP7mBCdRWkxjcOPUzIeKhgBc1KPKV2kSjjhPGj8r8hP5ffPN11+T1F9GQW4guFcA0N5i17xBhgp+EJNPrtm1cNfCq1evXUPo8gR2xREOEcM4bHuKjjn12KcUhtvVayTK5WuX2dN9XjgbTvB+//3Vq+RV/BQkO1zP16G8+2m8drp6uvqHH779lgO9HDcXNxej8bvvuFcGZLavX//+e+41V02r6Rs3fviBe123QbRB9NNPRiP3ul6rbWm5fp1daqbxc7G8WN6//nXjBheYV29Xb9fa+tNP3OvzUpFU1NbW0sK9bhg+ZviYX375+WfudWOiQ6LDzZv/+hf3ml8tqZa0t7e2cq+bKmdXzjaZbt7kGNIF73NiPWFClpcEgJJzmi9hNilbkhZCTbNPyiF8kikHQIFdu4BBWh5F4xdycmSUjHIgF8mcxi+CBMVAcjmSCw5qd6Mod+bYyBYyt6KQLBNz1yII6ICVKriTQacd0gKaHu6KzXSfBkCXC403rxCuEKopNeVELhC/ZnmoHCTgKikrW+K6gsYv7dLs0jhTztQAcpFYn6d1l6zvrdC6kzrM8O7o0C00JZLKlWLkNKFsyfXRtZN8/9X42i2TqNF5j/MeNH75A94HPBfKhW1LAW+qFqGRaaxoja/KPYrVeaFAkuujs/6aMQ5Fbc8FsaEQVxoXVFcPpgZTUG0u1dFSNpXT3iIewfltg5Ke6XqiceFJh5MOgC3hU+YE59kEoFbFiPI2BU7VTtXSeMtB6iClIZcXuTgw2noRX8SelCflRi7iNW2cZQVfCLIX5lOa89Dq56nnbXnuviVqoaPFcrlMJJcqpXKYEvsTz0p1tRHOsp4FXd0LlMyiWV2CWTTedpI6SQ0j1xBycbUoetnjZQ8fyoeaQC7O6xUQ2vIllze5wItP41eTVEmq4dRwyp9cxK/55l2ySqBekBF2mta7G6DIOlrnbqu2uxVIBR2ikazVpFw5j2OjzZWzAUFYD8phj3X0aLr/e8fcOrhHoSQiq2YoHUvtVGpBtYXIrHHbqLcumYh1DMxaMqlMRPrPUGnQFuiAXCGuy57MOX6Zs1iVPFjzbOnkkmHiB+EIn+uukic7TpYk1QUeUmJ/T1xntD2ul/6ASyzmFCqHDb00NsUzQ5e9qnlyiutdVptbuHM3K5nU9R9xZb8hBlN9FOAoA9DqoEeHrWYlKOduGJL1atiQtKvN7d1Ke+IClJXG2/38PvScSE2koshFSlC3BIYcjYu/HPDlgBgqhlpILg6IXzstPC1cTC2mFpAL5IXrrACbJSPl1qHWPvAvbJESpA1HMsUiMgwJvm3zL3MOGeA7f9W41GfFiSGemStT65/A+MhGNsF28+GeeQjO8IDuuKphqc86BGEavw6DbQm5FpGLK9Qb1+hrNCyHgngeKyk3gHrnGI1LysszqUwKZPS4iDv8/ExOIL8HkYnX4jksbkGBHHUA5AQg751+fpefpJ6kIDHx/3s61xxaP7899CpqFfU4uYh/B8X5l/r5RfBZYT4IJAFamgvYdY1/jb+WWkuBxB5Xgt1LpEukORR3cV57LtlfsmcohoKYnFfZd+rv1LlULgXenNebcYI4AUj9gTfn9ZZSSWHuIh7V84sc1XjIXhrvxa9R8Gd2JEz44TuYCyvfOWznMAfsgIeQC6FBTPPgc6EU+aNjPq/8x1uvvPWoCFse3hTN/xz+Pxa5n1GyNwGPxOzrRihNcoetcTevZFzhN1tJ/ryxN+bxeYTKO+tHzXSzfOdrURIfOSUlULEUKpqVkJbEuVj+tKRYC0qaQCU68ZKSEi1hSQlJThOcHkn8/OiUG/r22bwbNz1rVjh/+f2z1EeTpx16ppxXvGhjbdCFKz+g7RGD338XbRuyZ4B0fkt7uijjZ3R+2Tv2ftXOrnXf6loah1HRz5qK00wP3h/0D4GdrPRfEd9+PnTc9KeyTSWL6ypbh22rH+C17dxN/lepPz6/BVW2BdNPzje8JeRrf3F1QFcvaN7+tHHCdx9/8uNfPAqbDJ08ZQGf9+0w59rLgr8JO/irfnwz/JtpzSr3pKPbi4Znf7FStr35ZMfN7zsXUPavBr7n9pOf7KBmCPrpF8FXboL3xiD7T39KPP2L+JeAzmb9LyNU337/U/uAo2897fLTP0/8/eREj61fuX0d2enzznzxB+1vODVf+bj9WfnnP73X6f0W+olf3GbyF/5D5bP1izwq+xet1LOljFpLpwsqHDXKoi8mdOb9dGREi8Hr5yLlOz/yfv4Z1ckWSBb98J7is+sj7O2+WR9m+gQpcfSAUT/9fN1xLmWUvsEf1ZbmPPGLFQ6i5lOdJePaM0XUU50Y/9CJ7/XYf1mPfbrkYboPYuEH8s+KfZ0U5b4cqlKpNM6qY+pc8quyJ29Bv2jIXeWgVqmqVBofFesKq3JJhFKXfLXGQdXDFbqoVH7O6lKvt4NySz19qpzDHOyDNh7cGDZqkKqwQv3GrndDC7eOH3/kXLm4EZ/DAyQPbrezH44bACtJJvFi8GQsEGGeowhLzmCeADv6SR7lTeBhHvbgSUS8XwS8aTzeOBKAhyi+3IYl/6XF3ugY3jGOfHeLqvSvKlJKe7a8679JI89BpJQqF9U6jaVoUOyjhS+qgux7FruK1GdLrqrK4U9BuVs8nV3a/D1V630OHfPyclYVb/f/62tHfKpe8xl/pO01CS7FIsmDFQqP4ZgrtrncIoFCYFPsQQpSbig2xjIRJuXGD5KCYyz67y95vzPVvdu9273bvdtd3VCf9374MBChZMOaE/ZFz7iVBmKSx0y3mW6Eauar/0OOst5+nevsg8q4aaYyBHyO9+vZONA8Irwv8Uc1+QPVtGOEY4QIjdR9O+ScmUeg1owfgxuTVwWfcGpxDBjZIElzLPUtHhVvV/XniOXH83BqqK9rtZvYKf774IN0wIjshXWarIjm189EpU+MDi+cleWXN1Qc7xyVPrl6eU18/oPfynDGyDpl7eNX/YtiInJqQpzuD5lUMv3Z6bgqqNqFmpo7NmN4amGY99kI7GXA+bu8LmLnESH7qjZ2RF8dGBCQNapjYs3ZuPtTHsu+L8U/7cFVSxIeyXo0V3Niasn0iGf2PY9rh59bXOp7ZkjxMN/3SkMCxicMzztwdjrdHCFfmalOENR41sbGKmvq2q6GvZAnjg3QRZ/R8MIigjfz4garBgfUJGu8h9TJEnu5S0tKcXF0hIdraJuDt8BBiJ1e2RON4/nGpom5wuSRRSNc6Wb8k+7j94P4YcJavm8wv6hRUCfYHkQ34SJcPKl5YvyUbyl8ZErC/ar7M2TpS0Mea9koXlP9YPrwlCGpk69ObS4peXTV3Ob4M9uT6hsSc1cG5VGZp78umpL2adm6QpeS6W1/LQo/nRqAj7aJ4r3FspBjsfHlOIx/LipDcVoQoaod2igJWC52avMtnJs0KsXhlZPRuFHZIA2TXfJIkzdFJflG+MYLCp1cB7ZENfK8Mwurax/OfnPz2M1brv4c+3HWtpInGufWDL3K+M5MPll2X9V6zZZ8pXNc/NNVLh2u1fEpjiEDc+efpstoZ/smXtzABn6GKP4l18HN9IEBCSNSBYcq6NLAI4+uUoTtVA0uoTcr8rYkD/Smk/x87SKk3uPyopqdm8WpvEt0SnBYTPn57NAjvA/ynMImZkSGqM85bQ5znhpwNKQyZEGChnJudMl2EdtXywMca6bGBsfhoxlpSWPlY5vF54a0eTkNWxWUpT43fJXHkegsp2qsU/EP+Dc68+038y/UuZwISFV6D70kvKrIcOrgHfG9Xv23+MllD25WJtCuvO/LsDOdihMvvN8sDsHeDrW8I9hQLCR9u5kfl144LplfixuYrPEaHr4H8vdA/n8L5J/nf8wT0LM8coUPi/5Eb+GPe+5BQSs1np/JC5HJeEcFn1K5+GP5z/JHeQ78niI7tz51efPlnE2Ohfmq0iCV50FVYe7u4IrdwcHrHZyDgj2Dt+eO0ngdy1/nO2rU1lHrfMZVDQp2VznsVXsGVbns9d1SvjXMysA4bHQILg8ep9GMCw4OVRcGj/farQ4qLK7QBDnnerJ8qHO5c3AQYT23jAryej3YYUt+kM8me5YtVQVpVF5VmrDNQarx6uDy3H0OhcHrgkMrCoN2jfLcpQpVaXILDwXv9VcNUlUd26R+faN/26B1flv3BntVlBcfGaca7HtWZWdPWBq1RMQxQj5wJ+wPj0deZAEst8PjCeAVi8iNZ1nxMz/wrB5mX1+SDgJlcLPnYR9LBJ4EY4GdCNgmjJ0xT0GYXjwID7cj3rLpcmxnf685/63N+d3gErVqkMOMrQdUxZvH7R4HDVKoCvYatd7Zx2HUwddf3e7pFezrtXGXw74gh8FBuX7JDg7HWl/3ee3gSX8rW+05XrO+JniTdxCkdlgXOj54kyqouHyc91aVjz3LtKsrQj29Ri3QbHxnjM8LWzWF6nVbNqo4ht1BE2Tv4hkWGVS6KXhXbpG//Za9f1k/6rXdIVuC7bfmBqk0XlsPqov9S51VuceOJW/M//ykX/G49XuDHV4/UnwkTHUg9PgwFSbtKRFBi9q2qQBb2jTI3KaYa1USlSeyaUVevz/QtqTtSFwF523butDgWKAQ8UjzCjB2JdEkPRoYK+618O/ewn8Exuze7d7t3u3e7d7t3u3eDW63X6Q09LR70MPxViJHHiW9tlr6DUWZBD+vpDSH55fujB/T+txPYXJKK43wGhiPxtT/VfYQdej85sBBf10ozT5+B5bWei1+fjvkzq9/14LnH83xu6393v1KbNxdf+/XOdt03Rd974AZF3RBx4S+ocHGW0Te1Hj/I9GY/I0VjhUuIBdCq2OpWeJz5vXhmHVDmw5HC5/f3kqFilaOrRXVbfn4g2Uo9GPH1VgWd/nzjIlPynYs8MoU/bRygl0qujDBzjBwgsRYGPhAJ9/39Q268Qj/9iy+H1y4a7jz+O3Bw0flqoKDc4cHjbPDjkB+O2KeHb5N8Ieuzvh44FSf4QJebnTgYKWYv+7HQJGjAFOPO4ocJfzbhf8RkM1d3Lhlf27c9wAtu1DrIxekMsOYUKCagOwQPiDXYvL3mPAx4QFyIXTwhr2LBRT0eeNOXbwQUvZV/sywVXhO1r6PYiROHfeNTt68OmOh3VbKiZFofT3mVroPDlaMnPH8G8/JL4yZ4GB4BUkenvOI9IXnBu5KNPJ18jeop7COGXncC/kaVQZJpfggJcl9LneihwuajvD/xUd4sjilyQS6wNw/di3cXbU7LDi4zX6UxqEqNDjYITg42KtkS+G47YT3I3+eGA9mWTnJ3cQ97xYxaPxrwcFbr6vW5327dZRPaNAoEvel9VvGbfS0xGWj/toE/3lA+4PcOFzGCkK+VLqteA1lnfXsXexdfg0G7uRgQ0AxMEkj/PaoUazyQJB0/BP3zE9OeucYlZxE40qbwCruWXDe451jGKTADxIPVigbhLBBDPvQU0+5uAwYYNH19/pY0O73m7Tc8PDhMHWY2p04gcz48OhOhK6Ppr5zAMHIF08JK3V6hOJXJNupIm/Q8E5eW+aoInm4enzo+FAPD1dXgUhwAyFTDHs0vvuMstNEmY6bz2gxJlD3inScTHMoWthJd9f/fSvHWJ+sCdizbwoDkigUEpAa7qbpXmwoQAqxGFTCWzTXgxRr84pxmfubBzt9YtZ2cUiJ6y7nVzc0ZO1Poq9Gu/bWXtF6vPu7ziJvPq8TJF7h62IDU4CkiM077t26ywEvQl48/Od6qp7y9HRxEchSHaSnEXp8ivQ0aaLOrZjRI/nG9KKuJx5+J14WLxsyxM2NQMCJdhItb9f0MmRKRReFZj2tSoUUDsw3PZu9LPvHMJC7nYcunBUjHn737/y/84cN8/AQyArLnp9FKMc46vlZJI/nZ3EXDx/5hPqE8vHRaCxR1r7QI8bRT/An2NfXy4s7FXL2QejNHKRE5gM5xMmlZUtOj41fgcCqiOCG4AYPHxMPFw/38xs6lEvVkUBZjt5o4bhZ7tik0TMmYCPNvAu6MmaAKNBfRvFH8QMChg0TiNAIMtry0ijueLt3gqmefKwAKSvJ98ojy6ed9uDPNdSffxdMlcrS7HJH8nDNCeUJ5ciRfn7cB9UUD7/nTDvTgYH+/mYvHv5rGA7DQUHDh3M+4aMg+4++3iZE0kICurpKupIeNSogwJqgdovLFpfg4MBAhDZlsFVwF1hOIkmQCMSg3cNGRtchN0S/tk9CwEr8Ci9mr+CaI4Zb8Ojg0YEjA0cKZMs+O36Yu5NZ9Phh9XD8fqmsVBYSEhRk8T7vSALIJwzCU+slpGKaF5Hw+bN80o/HVViFx4whg94cdcdwNqaGh9zbOWltOI6cIUXtFJfig3K6nI6KCg0lQZ3fgyyzUvjKVDgz532A8q47gpDw/AGKRKybS82l5syZOVMg+jwNocDYHudcficXxSq5iLKhQzORzp0haIG1nNkpXKNGke0mpQC1XzGZ+j3M2dml5buVw88ETXFKWkBvkywUtYNthOOctTirxdQcdFwXhYw5BvdA1oL1Tqu2cF3/qKabYz+xRmepTftxUqNWU5Tyjahe1gH/47qr/xjudzhRfbs5Qseq22E/rLwbVf0SI6cWSiKTi0BdjxS6UAmqO2WWU/8KsGplsf/N6pSyJmafuWNgcHTXSFKJyXRAHrVkLvoV1WBtZyGzPiIwqcXmw2bIhsq5uikRiyCVIggRyxCoemQLKJMguVKOKkkqnQ50TilJVDIPSnRaAym8CMlA2aNEoSUBtrYjwLwWaF+JfQu0SB1RglGt7GFgQuvEu7Xi/NCWQSGZIa6NXpfoXLu8x8WJnMEs0M3SzbaEX+OKuANdiqTMNiaSPsp0j/fLrK750IXHms9KSq5yLAuPtQeDTOnP5H2wewKOfa/onaLIFM+2mpb2NNOZlPKBDSLfayEvyRdfPdEUOyUElwrSJ+Y373sJf7IJPzNjLC6+MN4bH3sfR6uuL8wQ1jxYPTT5Ye/5ja+10UEjezXq7+CYi1ZLwJzTCZlUxPqpWYt30DUCM1H56xyH0voK0elY88KABvsMvzOnM7VdEQIqa6ctKI26SO+PBQ1WDFiNk0vgJBASGbUGDrKlAJsKJBMZkdRoQAD7RiNYn9ODllsJGTNSBKpkxAqxlsCiAlSt6cCWkBGB0a6GmaCbyrWNNdVVN2LVE3UVHaPjEy2gUycBxVTF46l/cIBxenaVoCiyeHBveHjhPnxraJBnHwlto3n4QzueHS89PS3NQteqMEfWHgfyhBT70oCQmTr0eb2IzI8fPSB4QLBs2eLF3PFlICs+niaYJli+fMkSgexdp3nXENo1dt61rkkzyECjl90ZejBC7eo+tFZZhjsYvBPJpKzqKjJsGYS4o/fJO879JU995gSnt+rEotg9wUPxgRFcokjbvlWDkhpCztbxa2J4+ETkwMiBK1d++CEUq3ESQp/LGyexxRIi9mClAhXoSDe0ND0bjlPe6vjAYKLQ0d2Ys8PF+vHwyTffzMxctsySRdMlNoskRxKv0sBAP577onpLTUDe8yn+pmCzr8HseamKhz/x84t56qnly0m1P7tOkp6K+qZBYgC0c9Edq+jYrAMjdWhd7LpYHj71A/4Br1+/BizTuX8J6rNAn7xer0WasRn7Mp/g4dM/UT9RBQV5eRxx0pRvJU5uAKwHthabdloPqzHWdtHDOUFtgYExGhi9EQw0c6fF2/Zn7ciLOhIXkVGytmVIWHnYNteb111VYSfEfFHVIkgJdB4KNBSDNaXXMFOgNeeAqC+PxKWouifi4b89Tz1Pbd36wguW9nrlsrnJ+3NKHYpqN+mMUVGmU0KkXri9iYy2TjJy+9Lzp4M/GY2MTUpQN+mO0PF2MynE/VhmI1Jq3XGIcsNUb6U+/g06v/uZs605axmj2XA50um15GIIW6jVkXmFUMdKkVwmlQEPJpeynWNARq0etL9KehZOLBOReHK5mPACZLolGEMmVkpEYhmc+gVTY13HO8HiY8gaUG0Y9tK+x/DVDywmH1uWZ8wpWXLJsXQYmHn09eH0HObOSH+Js+zInQWlCpztufnJYpmMTEl5E2rjuEOhN0/gc7yLI3G0PDW/Y87mt11isdl2o/P9gHdSPGPd6gzOhy8pziQfWO3vhk/nlCdnF4pn3qIRddBNOqNSGaUjQ3YhO4B/9QRgq3VIh9rb64NNSuZrIegsJ1claXxGa2QMZARojZW6Sl2BUVsA5i0MoNdjN2gCNDcbGEmU/wuarFzEqQRMLzix6sTcM6+b6202iQi1Lp0AdW6ebFNjHq7/p/Sf0l27duwgLONUljMyKnUyOEKvZzVRarkxV5u6dQMu3F6VwJa++WbzTV5M5LdiTP537dm1Z0fJjhKBqPkm/BPGqPkmYYz0s2bt3v3665xX1FMUe6Rak1SRWFQxPanIMymJlSXLcdOFk+B2iyoxgDDWXLG+gJ2ZRKy5YiQWKUVQjhBRUHWpwjtINVbVoXrbde+xdFwXGPJWrL13ZG7eVU/UZfXwFE2GfgFjZFCpoujNlAeuevLwGT/sh/fv37VLIJuqPXoeoUnlR88DYmR8+EnUriFx0fdRUCgZIQHIFOre+wCtAeyacuajUey2YzLc8MMLKThgf5UTZ72M7VhdLfr7nygS8/VNOPsVHv57Op1OHz1aWSkQfUkQ3slkVoFFQkKpxIRMzpzxdqBwRfKyJS3XOp6Qb87yJbhU/RdQRKusW8rDZ9c9ve7pTz756iuE+M9ALxGUbUBBY+nGSY2TeDFPPyHlYbh9cuaTM1+d+uoUh8gs6IxqnKSmhuN/wFHazz8/e5ZU6p3iXviNMG47zOyTwdRGd8NQ7VGHGV6Xee0+XX8q34A6VZLuY0lr0B9jJODNmjgDrQmgFLnQ+7RPycu131RPiS3h1MqEiaODL0px1cfXJ/dhuKy3zgZLn6PWF2nGiA7srcnm4YaT0pPSr782GCzt8O4QisXrUaTJDUaU8HS6QMY2IP70U+pT6tq1y5cF7HLBZ21tP/7Y3ExeGr8i8Yueq/BzpExsb3SBBKlQ2ZK2p3j482LXYlc5JafAcAoJfXMW9JD4ZnrRuRQePjd00NBBdpQdBXo0SGiGv03g+Wlu09xUlIpSkAsOLNfYBH4RmRyZDJo3IDUJjEq3CfznctflrqD5wp5cJHCtg01gY1ZkViSobQC7LaTRLWfDCcegQMZuUE3gGBigSlYDDpwGT3YojN83Dsdtt0Yx/nRNgHgxDiMXKjHc3KIw+RsUDH/cQLIMJ+roeQC0L9/wf8Pfg/KgQFUFt8A5k4y+r+CoM+iXAKUSoGnlb91gkMBesC1e7HS/vR4OxvpE5hmF0gpUiTVuyUsaZ9Rk94CebisQkchwXkCgJSwEoMXQSrWyeiOg4BzSWmewUQMRdQoxzuw3WcvtfU7LbHH0BUYD2CGqZJcmS2OpgKsVDUOyjmx+u5zZvCxsVs80Oej8D0ISH3EReLjpl1/8KD9qKLnYtWQevnAdX8egmQJ0W3AgevEa7xovgApgFVlwxf1HGVdclv5FukpDgR5lX1o/Eccedo4L2G3U0W8XsXYFiFfA0oDdPPx1tCpaFUgFUpARyXdOfE+s4N5T70b4nS/q2raLHLSZicUKjgLIiw1RxA+Kmxn9RPd46h4fk51/l19ZgKIdvYfz8CWlQCkYRY2iRpALNLns6GZCk0W9bP/SLK6S3G7BpqBSx2qcyB0QvS3iT7ZftT5Vflr5KQ9fbnFocQimgqlIcnGtf2Wq3VS7WCqWmk8uMmwvWYoShVgthjsoHRSCNdbRoyUQoWNFYoWEU3bR5p/xo3hM/pWanCyVOcpg8+8/gsig+8C/l4LCIxJen76wCEeHiBbxlni/4O/Lz5GoAk38REWWQ4H8RdXAsZInc0MjHVwyPh44837+qGneir+PGrEicXuo+9TQMTLNG0M0YxYOGDkrlGZx6yY+Jn8f8F17HCCl7PryE9zWQZ5s+egJmlQqdjBFSahPR/w0qPLY2kc8Uj4tjsrLurbmZmfbK3Zpy8IZ6m9q+VLKSbX2mqPXVLpjPXX04mDDAwuorI0uoe0PO1DXUqhlKmqg6IckCiwe/bbrtts9bIOI2Dv+Zgo1hdV38Ri5SK0yYzidOO07c6kuJpEQakgmFRFCuGzJzVG48Frhm6VZWSuih1edCnkKoRdB6dD+2MpKQsxRMRByvZWHr8qFciGY3UojF8noYRWryBUpA5VWc7DaSjD0Gpd3ZHwz1vgDzPDwNWels3IptZQCZSACDtN++5X8KzlYwwL1HGa/70LEIeLl1HIK4pr9mh/jPcYDJRrgb9XXwcPfg2oPsJMFFIM57g8PDLMjf+up9RTC5EL/FP5TqKakDrwYr4G4+qGwUErVMKlJ2hCdy6vlx16JlccNDBDmjSpTJAu9p9WJYx3LHohO5ouTxaVeGYFZqvxLSZo6xwRFEE6IK5J5C8VCPqbWXzzLKxa47MYTTTjsQde0mmUN/gFHr48sXpTm6Oq5/jTf4QlByvOa988t2zoYt/ikXFWtzsoKui8j2XtLwDN14tJnP49lssP+H3vvAV5F0b6Nzzyz5dScFAIhEHqQUBNChxBKglSpoUmL9CZdQQQSehEIVVFKqBJqEBAQxYOKgLQgRYpoUFGKaBBQkJLveXb3nIGI7+/1/V//r1zXe+7dc5J72pbZaTvPPVUTknvcT2oSdr7vFaVJQERte8nWyfPab4PBQTUrtT53e59Ss8L94AoRSWXvRtQdt/78+q6tFzVWs06OEpnwUcLlTp0+Hpaguj4dDfaJd/M3rKWoHTMujRl2P/S83qnDlflJQRFBVbU9JW5FRgVeKlK/f5MSMbGHQ+6GDVs8ZcKisOyVnlHKi4/CRjVwl08uAv+9Mn9zZVjKtadbn8qYVbOWv1M04503lpysHTzxi4zpUQtKbis+iWwOjGncJ2MLFt8WFBRTsHhQmeCSIWGVg2KC0S11X2rxoPCg6WVSv9vLFXBpDnBBgKa0a57Zq3mJEsUURxVQwGbTFKUOTavWtGo03xo0W2kl8P9Iouz8ghlzlxTevWHpwGuVU1ecX/bW4SWHUiuHUaKGgcXJvoWKdwwOWhUzpcj6pFpBNzpNiWm7ukLkvG/nlY8s1GZ32W23KVFw2VyKCwJt0P6N33oNLVw4MADyVwPFZqPZADZNU/Afc465OWNdi1YMKwlF+7/lIDT/6naGzHxyiLEbLzB938b7NvwUpiE+tTh5pRf75ke+6P/f96HyPXdCniVvD7/1+MQ3M7d8c3Nc3JUmkfPvBmdsPD8qbuOUpfUrnPl4cKVbaz5KHDxz3KvLojKKj+tui39avJpt+Y5/kZbmuD8oZn7k83GdK6Q8vaDf36OK/b+L/f1nn/8u9veffv672N9/F/v772J/5ue/i/39d7G/pz//Xezv31rs760VubQ+mrHWjJvG9x1sNuxvkJHAo9aqO8umrBC5xqLhKZi5HGx/A55/Z9l/vkLgjAYTWzlaz28VGjy/bNL8Nhg+KQPq2RampAe2apOUVLwUEmubtimb0TQ0pV1SUmgKC4RFKcWmQNkMvDBpjRfVi2S2YiWwnVIKf8sGT2+31lY/qoGv9ZaT+6wPvdDM9cnW59CUp4dUPAi60pqRsw7ejvd5Jm9FHlNpgZRuDFulG0/wM7LWX27cv+HH/GRRkZDtTU+x6liX9bLP5bY/vSIaXW6XzZnNnlXNy/TIHbOtmxgnc+JdTE9nHicthZVpJeirp1pnP2gEFXqYVdLqEbA2bk/d/mMjVN/CVAc+pHWV3EfOaNce0HuPm1WDBo5oB3uiW9de4v3ow/pVqDKpWjEuvGu+R13cF//HU41n/+LKzz14O97y99i68qIniw9j2ict0rJz/seL400x1u5Kf/r0aVFGWpvBONE9mXnPcPAm3/kVPPLEuY2bfuzFqhWXVXSPDwst0TopyTFvfVP+MDf3KFYNPR4XfVJBOSvHmFkQ4PAEZGKaoQODttB8gpPKvE2hQaF3rwyZnd94x6yxHjWKPnys5qQbRXPr8HmbXnTBsKlhD094xcODRX/MtWaa0ru1TObFktzh8RpZDePlkYObZACvua1U6MpHX0eOufLiDGdGQqL4KJI8eFlRLYVPPKJiPeEKcO8k1+T6YYnzN6SVaVcmqXXS2nZJocFTHIuoVPU1zk/czjaqIW3S5fjbt//yLk1KgLsw93jomDOtpbo8AU6by/NPV/7yWr+UXnTO/7zy1zPX6MIP3obL5rNc9CEvjFlhaE7uP12mi/3Dlbp89/qJBbuwAUirfP7NMLaTHkObG3Ory2NdS6NB+v/akl34+ZGxpZefYoZGsxTxf+OqXf/BklDPWL3JPytb/pF3svDfTPQNC0udX0JJ8TymV9OZxgpamSw1Nq7+rV/PUy1elCaMZ1PuICLMI+hgc9iM0i30sDCjeYpX9XiqJ09mxR4U5oYpWx591Wm6n0zxvD1FMGsQPDTMHvbEYIPZhH5q9KGuf1QDPSqGYyD+lcLCbGFqmw3sX46xp/iNjoqFAf1ZJgyD4Ucne7difzGWsyyX7NbfzIZJkr96ZiiykgvF3dDJDwt7kJv77VNPODRQihejQwXrbGyQ81bLt1rqYMI3IyzjcY/rTfL1uN7jugK3mrmbufNBPghFWJYlYQr89q72rlYACkBBhKRvj3GMcRSCQlASIek7M9rPaF8aSgNTmSrpuzmxObHtoT20RVh07crlnGF4u4zBf8xwa8MV+P1O2J2wdqKdaINgrPSqQRp5MRc8oHVUViYqCaUDj9uAvtp1cOPWpiFtT9rDhJWHP2L3xe47Io6ILARjeyfzKnZ6f+HFTKAkpGenf5qUHh+Y/mBkDbfLPZPBX5jFnvkJe4yvdE8H27k3ylg//9g0x38vbfPg3srAlYFJSpLSGsHYHxPx9OIN+wQva11VSXA3ngG4J+0ogVvrybTlOa/7yUHJQaCCKhDy+v55sNHBRpqqqZEIST94Nf+r+WkBvaYIST+85Lrkaq42V19ASPrRcHW42grREiHpx3FqnNoaQU6Szj3iPOJso7YxnCTN+E7YCW3VtmoHhOQ5L6gWVDshOiIkD7yfo5+js9pZfREhecHXuda5uqpd1S4IySs8RAlRuqnd1O4Iyat8U4VNFYgjN8lrfG6huYWSVROS1/nuVrtb9VR7qq8gJG/jYQFhAb1VE5K386Z6U320Olp9FSF5BydDwTHqGJXcJO/kDdQG6msIcpO8iy+ovaD2WHWsugEheTdv9EqjVzapm9SPEZIP4LOcs5yb1c3qFoTkPXxFwRUF96v71U8Qkg/kw2zDbJ+pn6mnEZIP4t083Txn1bPqVwjJB/MHpR+UPq+eVy8gJB/C73jueL5Wv1azEZLPxy8EXgj8Tv1O/REh+VAe6An0XFWvqtcQks/P1+Rfk/+GekP9FSH5Any5Y7njlnpL/Q0h+TC+0r7Sfke9o95FSL4gbxDSIOQP9Q/1HkLy4fxzz+eeP9U/1QcIyRfibwe/HfxIfaQ+Rki+MN9caHMhbEuStI0m+Qg+JGRIiKIp9BQ9wRfhq0JWheiaLkfkDb4oX1Z/WX2bZtOcCMkX4xedF51uza25EJIvzm+JWyJAC9DITfIleGbhzML05j8QIfmS/E/Hn45gLVgLQUi+FI8MigwK1UK1/AjJR/ITRU8UDdNMSL40H+Ie4g7XTEj+OT4laEpQYa2wFoGQfBnuDnYHF9WKasUQko/i7+Z7N18JrYRWBSH5srxl05ZNq2nVtCkIyZfjg1yDXNO0adpUhOTL85vaTW06YiZC8hU4C2Ehb2gmJF+RZ7uz3XO0OdpchOQr8ULOQs552jwtDSH5aN6xVMdS8zUTko/hL9hfsC/UFmqLEJKvzD94/oPn39RMSD6WK12ULku0JdpyhOSr8FVlVpVJ19K1tQjJV+W9uvTqQnXlewjJV+NTnVOdm7RN2laE5KvzY2WPld2hmZB8DV6+RPkS72vva16E5GvyCYETAj/RPtEOICRfi1PeP6iZkHxt3szZzHlYMyH5Ony5a7nriHZEO4qQfBzPDcwNPK6ZkHxd/muVX6tkaVnaSYTk4/n8oPlBp7RT2mmE5OvxAgULFDyrndUuISRfn68IXBH4rWZC8g34V46vHJe1y9p3CMk35EtCloT8oJmQfAJfFr4s/EftR+1nhOQT+enQ06G/aL9oOQjJN+JFChQp8JtmQvLP8x62HrY72h3tHkLyjXnlkMohf2p/ag8Qkm9i5P9H2iPtIULyTfncInOLPNYeayE6FhN+vhk/0+pMq1A9VK+AkHxzHu2MdlbSK+kVEZJvwauFVwuP1qP1GITkXzDqx1g9Vq+CkHxLbNBUsZOebVWE5FvxFg1aNKih19A7ICTfmtO96qSbkHwbXiu6VvSL+ot6d4Tk2/Lp9un2ZD1Zfwkh+XZ8VNiosN56b70fQvJJfK5zrnOAPkAfiJB8e741amvUYH2wPgYh+Q78z4g/I8bqY/XXEJLvyIPKBZV7XX9dT0VIvhN/IeKFiEn6JH0yQvKdOa/EK03Vp+ozEZJ/kY8pN6bcG/ob+psIyXfhc+1z7Uv0JfrbCMl35VHtotot1ZfqyxCS78avFrhaYIW+Qk9HSL47TwhJCFmlr9JXIyTfg28M2hi0Vl+rr0NIPpl3K9St0Hp9vb4RIfmXeKwt1kZtiE0Iyffk1bdX375FN0FLk73ORxQOE9rH57vyfQr+p0Av7nD4zGGxi7W7aDpLinrjOjAFev+9U5+/d+r79079/t6p/987Dfh7p4F/7zTo750G/73Ty3/vNOTvnYbyypXN2YU05/vmAwWG8WEwDEqWLFzY91Kesbi2t6rQRKh/0jlVYTi/nu96vipVKlXy2cOGqTCC0/pH3bt36KCFnesdnchY1MroRGMqVPaE8TQuZqxdl+lNy8pKwy59wR/GLD8Z89HM2XsiHsxQR7SCTyvD7CNDWcqEPjlvA7Pb3W67Z16i3/lkCxVG8p/7/tx3+PADBxhL9Bt6FNTYeDI7fcrYx2aOTzHmcLgcbmP6sm9lzSnxyQ26vqsGFtxnzlleUoUCZBf09YJz5tvTvdmMPF3ZpiYMmdnoPc2BlfcXFcRI+1bI8//wMamHJkxcusz3e+C1JZ+NGfvmYt+vVpjmMJ9z/6e/2Ms957Z6z44mMIoPcQ1xjRgxeLCW78jn9puHGPumJa9d2bwYXlrnu4+1Xid2LbFvmZOZTSZOThpL9hpXIGZw65hF7e6GZ/Q5fGbBZLj/UgzN5jQGXPrQPOxML6vQIGaECq/w6fp0feTI4cOt5/dlY7rkmCIUfyZzu+wuxiNvLt1cm3eIKs5Gs/cqp7HUciq8yicUnFBw9Ohhw6yAf5TheSaoXl7C6xgDWT/yHvfInmhavJZ9GZnxz1oi9emPbwAyy5ykmUbmoE63i9kDnG7mscmBN2MsKZuyXXY6ZWDKCC7zNWxJO9ycOUyfvSLpyKUhe/sCT0t96Xzz/adK/gg+/YFtkU2SLePITj+4ew5bJ4/gXu7lgtZap4bBH8uh4zf+L8IMqzAaac7OyszCY3jiKPBPf8I9X4Epey71MtPZ3E2F0fwhYvz4V1+1rlqv5/+JKTgNkefQfIZc8VNuvIelDEvx/MgfeorW8R+28XojJRmPMbuo+RqkaI97YjndB3pUnhgWMs7lIXn4P7qo3f/wIvmpY0lnfzUzzmZuN00mcKVnp6RgjsXiJzuFHocUGlP1UAAPjZ06nmX+ZbxQCKApCVkpXi8ZtKUxu8dBI5Y2t9P3piTSSQOuVfMP0/d41u5KrbO6CAxsDKYV1JSw5Dob46D/nP3PDe4/rJZpoEsmUKmFyEA39cfao8kIKjKryTSyshz1ebMoSPbElobeQ1p0mbEvqmLvyw7T7CmoSc7NpvvbxtT8Z9fPvKN9X6eXKUOxjuA5z/bXw//HPVHk2V4wO9xekVuUXnozd0A6vVIJsOMT5TQWsvYakyvsHqd5cVaOGaZ3PZhaJ8M2qSH0T6swr3ehyz+7J9NJRjaiU4vbbpzY4IHWaakwhr9ve982ffr48VbuP3qNFtVM3NB0nkKze4a6njA08rhtmYbkhv2FKQmHt9CJDmXHJwkvq19Chdd4KbWUOnPmhAlWVP1N6YiDD6M/rZND6ib0htztttltLiwzyKjWvJeJazo1zwDeoUnb4mmtR2wrO3sAj4gdajzNXuYV1x+o6Vms/ntIqTCWRygRyhtvzJhhJTL2zhNPa88i43/EZ5Bp98Tj3GTjCfybYi3F+HY7s5iHRo1pDklmdkoWszucLnq7b3zSc9LZEwP8ZzomptUvPypmWMmkI1EhqYER6xtWhSUF68/MUA98amSo2FfAWQVGfW6l8X1PvMU1fNMlzLv93kU7c6Vk4hnZnamXKcq1ZbBMWlKQF1HhdU7DRHPmTJ1qnd2epubZ/cR7aEflnTCeQDvejgAqWFcmjuq2c6H9heSTLzaD2TeKr2HGrA3NhbcGS+AW7WbfUGEcd2GVvHjxnDl4zfYYqiTU7EjP8WKbY3/y5j2XhjBxrdy1cmpCwxalAffFby5+c87sObOfGjOsCuP5gqAFQenp+/czNjLJqmBW8Drx0T6bNCw/XHhNnQ633YlPu92Dx5i0JilgXvOMPkveNK6Z6E9NgBk/ta5H5bvrLaM033RKwdx8s9+SgmoCTw+8DfSV/nn65/u9+71Pm2jhcUwwFkNcufLtt/1VsrrarJEn5YoA0+6CWj2GqU6TKYmLKpQ88ytWMSWjwZ5Or0oCFmc4DEeDUSGFL1++Zs2yZWYDDhtXqbxrRNeIjIzVqxl7O7+xXK4r3jhJj9PpdowaM/tG1zIjusH9Pj1YPDaf0rPS2cXnwGDUhOInvgfcMzZkbFidvjr9qcvIq8JEXja4bPC2bRkZPrLAEzl5vytbZBuvX6Nzc7PNYe1n1AGypHZjZnZmZqWlpBjvlul1mDMghfkMSBLTYtRhJTGj2duNG9VpQOxSOBBtaRIc+HFPI18sXhcTvlKJrNrJoCQ9KzMzm1n59OQyCqDCJN4nsE/g9u2bNjGmtzMOvIc3936dhx75LjYrJwUviNOFh5GdnpOWxnpX3f+9WdNTyUtaCHsatXCHvhb1e+jzncobaV5mRz331mm0yHgWhqDE+tcMfZ3c1YTFARGA+/ad23du2rhpY56MOZlPUaeoH3+8c6fFfT2N7pjXMJXOwabYqDFjPsDimNq5KkzhY5Qxitf7/vuW7yu/GGcRzYZaqz570pnRdKMmc2iL0BjjdaAZeCpfUWhFof379+61Au9uZAQe5h3BaFoCXoEsL9ZwafiYh9Y7v+WmMvZlGFsJZuTHaz6vLXudVkPdlOglnSRlXFEVpnFaUPjTTz/4wIrwQD25enBADusx+glDOmYeHAtwZrPMtEzrEOtXS5pkn94/vmuFkw2Z/91lDzpgW9BMFabzl146fPiTT6wElj5PCawsu3Zhm4wNZUPpfb+H3ePRctF53F32rHTjJb6NnuC7u2YJWOTM6DNuUFQCvfAysufV+3bMeuhyrYkKM/i36rfq0aNHjvie1N8bmOdRNMXjCctTHFOb0Ym3xmwgt56KRcK4OirM5HeUO8qxY1984Ytk2j7rYhhiD9G+NdH9EXmxoPak+Doap8wORgO/c/TvDX5voMIsvi5qXdTx44cPMxZbyoxxgpbSN4zV8RWt/ig92LB1ehxOs+U+W0uNI0mC+nEtxspYp+2btg9LqntltgB9HT9x/MThQ4cP5cmWb3Cn4lROnjx61F94cRVmc8WjeL7Ej49dF/jE48/ZWeuZfHpWxRMfj3mWKszhRUQRcerUCew0Bo/xZZt45sVYnrQSzjJLhWyaNZvD7GYr6lKl+3X41b1fwsbKVOGmxBstFpLyCsDG6f06XVPVhA9ncsD91OlTp/EUj+c5v7l8KSyFs2dPnvSdyajP/WdiTBkcfbbR35xDOs28w/PA9J9gRx9tgM9YmlEXnj//zTeM7SpLp4X1Qw5bNFycXXh2oZpwd7IA3M9/d/67by59c+kv9cM8PkGdoF64cPEiYzeSKfwJo4LCezxjQOJVNWFqMGa/Topi/Y5fH7qn6acP/+Q7RG+V9vdFpVIljC95xn/7hT2oUhveGVv6zfr84qsDD4f35381muIODvN5kBqk3rhx5QremKSGJP/wxEtnFRbwJqKJIPNWO0ILHFwOz76dYQSrHr3uYLc/tDPfrwoLuR3s4OEejNqBvtd1xgNZ3oSbJrUjjDljNVsMpQAqLOJfIsj+lYxvtcD0j/AJ7GOY0I4wVjePGTyUppGpsJivQdCS9RS1Fhjfn7EdqYY9rUc3jCXZov1Mf7xGoOc3+eBCgwvRcvFkmGtdjEqTjQvODcN4fC43VgQvf9gCvb/F+3j6eIryopxWmfdZwtIjsYQfK3+sfCVeiZM5p1kJd8R25dt8uH24vQqvwmshrAQ2djTzmIsaOk+WjVlkyWmUBJdrn1HvqfAOjysZV7Iqr8prcAqpFvA9Ivd1bJOlJE+9n9dA1ads5LG5bC6X3WYapu73tNiKxdyjn9YmrD3mWFT+yYx8j5/9DlhZ1vo9pia0DbieD+ir6ijArUZf2vI8NUv57t3VeDVO1qQWCxXN45rGe2D3VlrHMeNobC6nm45i0WsrP7o08tgpFZbxBnoDvTqvTkOWvkg+IUm9XJdVoKVkpbCCwy+WgCg8nToX0quVyXbsVmE5T9KStJq8Jif7UCtkxzIUUvf6W3EO10dbr3WkNviFj51451bw88p5pTavzeliWqGCO2GoWDIQZ/3LqZDO64l6Io7HcTo5y88jFxmRH71txpzlTSehHHuRnd2xMpzSJ+r3riWMRIpdKKbCSr7XvtdOi8/XQVgRDOv+1x550ezcXI9u2DkYNgeGGeg9o+i0pio/5PeMTsc/6Dun5CXcT8xZ9xp1qp30a5725KLJbkZ2cVrtrdSA5AqL2g3ufKCAP8vMPraofHK1Z6aa11jj6c9oGhxixuz6cZjrVFjFy5atamvEG/H6CLyiiYUpR6uwGh36Ks/z53kDBDpgmWA4rEGHAZGNeWNjsBAdzlY0+LXIzyrXhDfhtFg68nfCDX4d8lFqU96Uk80u8pl7Df5d5Cc4yKaTUicr+g4Gvx75oOjmvDmnxJEv1tXgM5DPVVvwFpzSpnSXGPwG5NsFvMBf4JQ2mepPMfiNyI8Jaclbckob+THXDX4T8mnuVrwVp7SRf/2BwW9G/o2g1rw1p7RJ8+++wW9BvkD1NrwNp7SRXxxo8FuRd4xsy9tyShv53oMMPhP51BrteDtOaSNfJ8W8cNvQoW5IEk/ilDg6HA8z+PeQLzS4PW/PKXHk3QPNANvR4VCBDrwDp9TRITTI4Hcg37FRR96RU+p05cwz24m8WrkT78QpdeTzlTT495FvFdmZd+aUOPLNhcHvQj7gyxf5i5wSR/7RJDPh3ehQuWIX3oVT4ujwwfcGvwf5Ie268q6cEke+cLbBf4D8WzW68W6cEkf++Z5mRHvRoWhzkkek1OkeTDf4D5GvUa0H78EpdeQL1TD4j5B3FU/myZwSR/5he4Pfh/zSUmTvTYkjH2LG/zHyxav15D05JY789a6mgxcd+uQnQ2FKHB0GBZkO+9GhUmcy86XU0aGAzeA/oSMSfXgfTqkjb9g3o8On/FrQtaDJfDI/hDA0AeAz3ip/q/yH+WH+OcIqVx7vM0zC/oNpXioc4PWhPpDhby7CTORzvj1pe5IAQVNqwJTOWnOqXWCYiLgzX9+MbebCh45rGPggPxx2OMyYM0AwPJZ8mS8ICBNu9GnfmeD6fDeVuYf4yy8HQiB4ENZB/6LyQVqV8LDWazdArtACrMZwNvUDoupcw5hYwPr5Ngx8mHexdbHR/Cuah+Wre1Q86Laetp4wCAOaiGXxW+tUsd8sHJbrYaaMREqWpTeiwhG+DEETtvIjLP/zapr+scaItWZUMRLcc9gDnFRPpa5PjJ6ySg1ssvlANFZnWD5+8xvPymSJ0TPeU+Eo76v31cMhHOgwrCgHuG4WvlEqLJ6OAKtjO1YHx3iMLcZWGApDCYTlb0PGsmDrQM1am3we51MDpwYWAROWzwvFyKf8CGwtUEnNNK85KmPZiv8bNYTZNfB607yZmVlWMT+j6PnmK7+vvRESH7bopvZ6yjt/OrjndJaG4fa/o/ZS4QT/8suiUBTo/H21b81UwMvZZD6Ln+NTWnWbdTdLETsmcbyfWfw4ohgUA5opZwV8uyc3QpJUbKaXXVs36Q04umOpk6UuoUbfSb5J2aQ8B8/BSwgrjApf8mldaCsDJvxDKAPXmhPpuMdqE7nY2vAl9/AEfj9Ex3CKX7VftUdBFNC0PH+wQ9gsMMIdtC4pBnVR0P5TYkbgJfecXaTihafXG6f5J/onOikLRSL8MazOjzEMWrfIuF3YAuqRkivySIrSffIYNbIdYz4Zs6htzIhCIWbPwQyQ8oOeRfc3jVluKpzhE8QEUQ7KAV0E6wLYHlop0Yz38U92Sq2ZwR5mzA484JsAP57hCeDpn+Wjio8qXhfqQi2EFVuRVjQd0Nfb8T0LzJevzIfoK14+onxEY2gMCQgr5Du1rJCCRVvCwv52aJpxBDNWqHCOL3AscDSDZtAIYQXd97ERUvSQR08GC2sHnHxrz2/GNH6YD/NVOM9fR9BEyZYIfyGgwgU+Q5mh9Ibe0BPha7e/ThfGYyqisJhCTPwymcqhi/wcog/0gV4IX7NsQirgIXhi2eiUMXSvLNnRLG92No3b+xtD9auNG/TSmE1quHVqo7/bp7PZ/TDerznNH+sLfYEORBZRl4yWRz/oB5SmxV+/bkxwJLU8xlYmqvANvxF0I6g/9AeKwfJVPZkbNxdvnZWF8XbQkajwLafyegAMAIpZppbNf0YMhIFAcUn+Ms9ADIJBQGEk/x2nUmswgsJI/nseAzHwMoLCSP4HTuX3EASFkfwV/ggxFIYaYST/Ix8tRgt6b0xukv+J9xK9xHAYbsRl8VdLmXlI1GVPvoFMMTPeNypc5fEvxL8wAkaAW7iFjO0aH4QYDaNhFMKXrUZSZB5jkqyRGbOMaEY1UeG6MfQ+FsbCqwjL/+fl8Z54jKmwrauqcIOThlIKpMA0BGMtS/Mn3RO6a6tCgL5SHA7cpoXTlqdr9DOn40yFVKC0LP7HueZJMlFHPq2ZOSk5LDVW/a5ZFFw5YFDR/Xr066HCTR4fEh8yCSbB6wgrju+ijPya68Gs4blNimdmnmW+hn8WaTulZZNlmSVGNOXUgWhSm9npNVvwsijyipTvwejvwS98W7FtxabDdKAErcQ6JZmJ+d+8nsj9lF5IPEyd4H/xc1QewLM/T0ns4kFnenOwI2gjhUd6RUHjvDa7JRO4cyYJBC5zjZo8sDHMjrh0NLX2R+3HjSJbkAontuVLnvFkxEcve/Om5cUaKgfbPFlsmavqxE7z9tdU4Vd+wX7BPhtmw1yEdWb9elClyq2Czm0Wbzm8m62bbQ7MAboOls8+2XTTdK/vjnkOdMd0zDt0i1/JdyUfRUvRWwHaTcGoPcIcsEXPwvT7G89GpEEazEIwtvcmHYFexMhYzJbF3A7mIsE7LC+fCzqIPa6qZc175fHdpIShlxngntbIgdussrTlyXe3+b2u97ougkWQhWDs5bu++dR4rSjzbi0ReafN4ZJD7O1aBXsBnv53gwO0ivqZKOH/I935SWCU8mWU4v/j3xhH8h2ONfMgCO7wc4HnApfAEliAsJxfGc2N3IVNL//QhS0n3RruN9S8jKkFJMikwl2ObY2iNEq3GGFFMWeH1TSagJHQ51lCVTZ3gMNmZi8eYcbK/IZDZuS/83XKOmUVrIK3EVbkv/alyIX57jDFS+MxNw9XxErppx4/4f38g+8N3xu+FtbCCoQVxtvx6bbaUx+Wkzutb56De8qc/D+R2fo3Pyn0lWWa8TGy/rVZetH7Ex5VpJcpFxdiO+Me3y62i62wFdYhrHM6u5AsDr5PDrAGVVK8KZnZLGDtgCY9M5rOa8HTWs82yoJZB2cdVOE+PxJ+JPx9eB8yEVYUZU9bBWgWi6unwp88skBkgd2wG3YhGJsw1SxmclboxkXwFyeZLMebQqskNJmSGhtZfv8KX5HAaOQaI168XPMyOz3pakLWyQVfAxjfOQ4nbr84nsPtGdlyJ4cH/BbiM/gMPkJYLvnHUkGfa1QbWPfE1TvzrQoP+fPq8+pROAqHEJbP89XM+mpFcorO/NWM8bHZXGal1WnAxlp4TR/xAY4BjmNwDA4iGLv2wGwt0RiPlvfNrqFZjrW8q/cd5mt/08tWNcHh0AD3Y7WcuB0Mpy3Po/+YD2w/sP1X8BX8iMBarfvT1db1y1HvnSiueOrr2x0Mnvpvi/P0+r428/uos/W8xi7z+x885g475PICagH1AlyAswjGHvQzqmGPy1elGwJ52LiL2TNrwWQ43NfM/ffZfTVh7UIBuF942Ynb2fa05Tk9Bq+EvxL+DXwD5xEWP+sg3TBj/or/Snop37SuOiZcBQ579D06XY5shBXm5hD+xEM6oQ8j6TbrSfyX84eMZ8gQtXN6bG63T9QueXXsUjDfCCbV9/nt4fvDiPbCbuw4BG1WAaCD6CB+gV/gGsLXbUp+qvkh4JjrmIsEln9GMHbkOSPDFM32+g8Pu1UBLMB8V8Qj4hZWOGFIlZC2IWaVFTeCAfdfP3Hi9vMW2vJcSwXCAsMCf4PfgEQGfeXd0qcOA/vtpQ+Vvg23IQfh66hNRT+3uVmd1C+Zw7+5rWDjQQOaIfwH/AF3EJbfqDlGBWcetNeofUCHy+Ky4IiH8NDnMfN3434UlZff5mamUeL+BBVsMJfP5YEiUAQgZNPPbiBIBAkPQvIOoOnmwSJYUBjJO6HZy81eDhEhoo/SR5G8C3Yru5V8Ip+guCy+B6MH3Kg4U7Ks3o8b5ipzlVARKihyy6O7S54c6LVuPJ1uAGxCFBKFRAGEFYLPMUKMZuZUOOwjZad5GY8MbfFiMyDtdOY1psMhh/+o2OjGU3IUFoVFGMKKZNVbGMkJeo+PHXI7Rhq55FyTMG/8e5Xpv0iXCoHQNrBtIL1Vo6DY0fmKki3KaMUUI2O6G6oJj7tGAu5FJrhwKzyQtryv+IPgG/GNKIGguCyHXiutvMLcC/H+B0NBR0FHSVFSFEMwdqo7XTyjvshMY6nBB1qqCWXCigLuJRe4cCs2gbY8uTLEGPWIFJGiOMLiT0fIMjnFNHdTIR8U1ApqFUQFUQZh+dz/Hl0SZg4h8Eg8PQiFjICMgIqioiiLsPwtcT117PlhW8S2iMqisqiE8A9IPOWnAGzMtzFfVVFVxCB8LfFST/kJg6W2pbZqopqguCw/BVo+5acgNEDEiThRA2H5GXQc/SxqM8Fr5gdHavCZeBXCoZhaTK0r6oqaCMtr47l0LazleyjvpAarUMgYfmotWosWCN/D1/uphAsDybGTBeELCMvPtUb8KU8RcNx23JYkkkQrhHxAihiBO4qOgswQLX7Tx0+FLQrXhl8b/qIwwdjzlZ+KO0Ftsj3iT17dAb4/3ncP5+b+k7H/bd2y0wPFoFyBcgV6ip6iBwIvQ9+n4m4YepUDffVc4MatxwTa8uSt4jCry6wupMk8AMHYuccYxYQiZrZibqxzk6/WtONxtkyyxWDhZ/z0bzgtgvYBsQWM/a+HFxpmx8ZECQgsEViCIqZjtNwafkkt775UgORk0pvq++WGNZsdyPrShB13ok2FkhBni7NRL3kIwgo2MZFK+6LR/rIwwJ64cEZ+mo5nTGyCUlBOKafMEDPERIQVKkil4mpe01XtmkRiN83DjGUDrCaJB88Qy6/vZj+nQiTkD80fOlPMFFMQ2D9YTsmdENaABDa//H4TLrXZB7jPrBSA25QQ2vJc1dKwteLWiovEIrEYgTV+FB2G+Qz6nvuTH8R0LbWMgfW7IWA4p31TQAdj/1f3/Tnoo/XR3hHviCUIxnp++NR9LzAeAPd3RgTgtqQnbXmOrwzU1+vrR8VRcQAhc3QU0AuGY+KY+BzhL+xUKAs0mHFcHBcHETJAOaD3tieECcmXh9u22zYyqD2EsPi0CLoK1uoGrsSXVKgAseGx4V+Lr8U5BGO3B5APQ2o84FaomrByxKE6HIzv3R6BW6bHg9szLgt2gypC1ce0XRFXRHmlvMLY8AZPNfQmJeuXWxS37Tk3T08qd2ZSpz6zq7nzhbbiEbzQgTpx1efZQsvtL7rnQGiZyLjLJW7NHtVr53P1i29eVbDpOOej8vbgxVVLhNZIVN3KMSUC2nFlCewpXwHg/5dYlwC1wT7Wv/CQBOHK2JiQsiUrR8XWurxh+zvv1NxIqxsaaxyan3/P17nA7iWCglaHxK6sXGJS7KSCt96Z9M6sWhtLGUsllgBTmfAf+Pt3O7z/j335Gqj12NmvMfv8+2vTmnfMgREUYwwqgSPYEfyb+E38gsCmdC3Ki8LXbkq+qibwsUFzgb5+O+HB7ZddtOV5UqMNo3kFP7mCXmQlTsA24YRs3awTXcyTGlt/W8EKasKplQxwV8oXwy33gQe3PFHFQLo93Z5fyU+Tk3ztvHV78LCKmuU9tuE/GqdCZfjI8ZGjpFJSKYyw/N2vSJ2DeHN2VpbhLxbINLmUUkopirD8xStmH6KoMd/9L90GNwWsAsujlkeVVcoqkQgrYLOm3N8XJk9VsZPCoZpSTamMYCyiHhaPVMf7C3AsjhNWHGCAe7UPi+NW+Q3a8px1NVhcaHGhBCVBqY+w+A6JRlPTmlDwzO6N12qqVodTlU5VaqQ0Up5HyBKuBiy0LbS1V9orrRCSrwlKsBLcX+mvzERIvhbc4Df4bGW2Mgsh+doGP0eZo7yBkHwdmBQ/KZ4a1j8gJB8H85X5ShqC4rL4I1Wf6tJCXaCLRh4pYsvTN1bf/MlOoTnPzmzGx8PpCqcrLFAWKAsRvj7IWbNXHv+Xy5QiQ9aDoqKoWKIsURYjrJBTKvt6kz7RkmcP49is8fv60EnrpK1X1iurEb4u4I9G8tyfNqVqJtoASLA9Q8lQ1iAs/3V6YibxGHU2+WkIn366XdmubEH4mh/J/mYztgbiglRIAGpWH1eOK18gLG+h59BbkryiiXDChVBOYDl9DLPjl7uebHEys4IpXMcJuJ+YXBq3Y71oy5MbG8GwkGEhXypfKlkIxga3zNubSrgeOA2Avr5cWhq3rNdpyxPN85BdOLvwGeWMcgqBbaGC3K9+4etTJvQv9CoH+jqzozRupxbSlieixlC27MLAC8oF5SzC4ucYsRU1InPRyTdBX8WDLioXla8Qlq+ajqfzXFPD09fK18o5hOXpGHvaUzP01Dpbv6RcUmi+keVL2/Z0es1hBV/Bf1J+Uq4gZN5vAR0QV5Wryo8Iyb9gPEPXlGsKhZF8S+PVOi0OQGEk3wq28+38hnJDoTCSbw2HXYddPys/K+Qm+TZArxh/UX5RyE3ybY3Xjr8qvyo3EZJvB2mONEeOkqOQm+STjFbUb8pvCrlJvr3B31ZuK7cQku8AX/GvjPmyFEbyHTFjN4S7yl2Fwki+E/zJ/+S/K78rFEbynbEv74I/lD8UCiP5F7F0rAb3lHsKhZF8F+N63lfuKxRG8l2Bivo/FROS7waHHYcdj5RHymOE5LvDjBkkPkIzJiTbA360/2jXVV2lj+STYWalmZVsqk01dBX8/EvQz93PbVftKoWRfE84EnAkwKGakHwvyOfM53SrbtWJkHxvSC6XXC5ADVA9CMn3gc4DOg8IVoPV4gjJ94WxnrEeMnspiZB8P6CRgzKqCcn3B5JIiFKjVJJRkfwAWMgX8nJqObUsQvIDYattq62CWkElN8kPgqFBQ4MqqiYkPxhOipMiRo1RKyEk/zIMiRkSQwvNVkNIfgiMrzW+Vk21plofIfmhcLzE8RIJ1PdESH4Y3oFkSFQTVZIjkfxwaO1s7WyhmpD8CHivyHtF2qnt1PYIxmo0xAJfVPJW8qoJj9885OVgfK8PFbhtCo3A7dkN95HQowcpupCyi4x+FLSq0qpKL7WX+hJC8q+Ajdt4H7WPSm6SfxVe8Lzg6af2U19GSH40jFfHqwMQ5MZYbjMeXOhGKasOyGRsf0E14ZFLAdwHdC2HW7842vKUlGNg3bx184apw9QRCBn9axCsB+skDDMKIfmxoOiK/rpqQvKvQ7NKzSrR7OX5CMmPg/a29rbJ6mR1IkLy48GOn0WqCclPABpyeUt9S30TIfkULGGnqm8jyM3indfxhFVIRbdDyjvqO+oShOU22mm4TUQ3TSxVlxphLbernBuOk9Cxc7Fl6jKVAluOuZrhNhndUvXl6nKVAltufww1A05Bx/a2FeoKlQJbjsV3GG5T0W2rSFfTVQpsub200nCbhm7z1ZUICmu5rWhhuE1Ht1qTV6mrVApruVW7Z7jNQLcXtNXqaiOs5Tb5juE2E93u8TXqGpXC+moxt3mgs9CxtroWQYEtx3Tz0ryBbsOUdeo6lQJbbnElDbfZ6FbV9a76rhHWcitgHugcdHMp69X1KoX1dS6qGW5z0e0DLUPNUCms5XbiY8MtDd3OctL8obCWm6uleaDz6HLDRnWjSoEtx+0XDLf5sCd8TziJ/5C7zBMLYP36repWlaSBJLsQWgS1CNqmmmDsd9V4LozWiPVYlA8szoG+ti2qQNsU2vI8GIsgzZ5m36GaYGxkOSwGjP6JmjBqdxDgvmNzBdqW0ZYn9GIgU6Nd6i51N0Ie3JswTZ+mE0dujLWZZj60ptWD0zy886+ogPvuYxVw27WTtjzRvwW02tZe1YSMfgnoAXrAPnWf+iFC8m8D1WAkq0Rukn8HZvAZnOSTSEZJ8kvhu3rf1TugHlBPIiS/DKZETon8Qv1CPYSQ/HJo04bElk4hJLsC0tJoqgxJLkk2HWg6KUktkeSS5FeC1+61X1JNYM8y6IkCjexr6dJk2TyA+6W7FWm7QlueS7MKRo8mvSay6ZGRr4Z7gfcCv1dNSH4N0Fv6H9QfVNJzkvxaOOs86yR9J3KT/DpY61zr/En9Sb2CkPy7cPAgqT6R+pNk18NZ/az+s2oC+2ehxhlNsIpoOqGbL+iA+8+DK9HWlbY8J5QBe/eScNQvCBn1BnjtNZKNIvkoyW7EKodEo0g8SrKboFcvkowi6SjJbobkZBKMIvEcyW4BmpZMglEkHCX5rZDtyHZwjWu5aq6Pn2C+WnviTY4Tzwkygeb80SRR8i/j2AZk/Wg0ghCSfw++cH3hsmt2zRCZ8vPboX5k/UiH5tBIZEryO2AX38VJdIrcJL8TtvFtnESkSGRK8u9D8+YkIUVSUpLdBUePkoAUCUlJdjfs3k1yUNTmkeweWLuWxKBIFEqyH0Dp4NLBJbWSGolCSX4vPAh8EBipmZD8h3Aq+FRwGa2MVg4h+Y8grl5cvYpaRa0SQvL74JfgX4Ira5W1aITkP4aFQQuDYrVYLQYheS9MDpocROJUFEby+41XUtW16lpVhOQ/gQvhF8JraDW0ugjJfwrugu6C9bX6WkOE5D+DuBJxJRppjbTGCMkfAJqr0Uxrpr2AkPznsDlkc0hrrbXWDiH5gxDuDHd20ExI/hAUsBewd9Q6au0Rkj8MbwW/FdxZ66yRm+S/gFohtUJe1ExI/giMfW7sc920bloPhOSPwnMFnivQU+upJSMkfwwuFbhUoJfWS3sJIfnjMDZkbEhvrbdG49KSPwFVSlcp3V/rr/VDSD4LzsSeiR2oDdQGICR/EqqGVg0drA3WyE3yX0KxwsUKv6y9rA1CSP4UNC/evPgQbYhGYSR/GuoVrld4qDZUozCSPwOxNWNrDtOGaRRG8mfhSvCV4OHacI3cJP8VLKm6pOpIbaT2GkLy5yCjWEaxcdo4bSxC8ueBBKjGI15HSP4CkCDUBG2CRmEkfxEeV3pcCfv+2iSE5L+GSE+kZ4Y2QyNRNMlfghFhI8JIDI1E0ST/DcyaRZJnJH0m2W+ha1cSMCMhM8lmA01wfVt7W3sLIfnL0Nbe1v6OZkLy3wEIECRstgwh+e/hWMVjFVdqK7UVCMn/AK1DWoes0kxI/gps2EAyaGsQkv0RyFhjvbZeW4eQ/E/wu+d3T4ZmQvJXgd56bNY2aySTJvlrRo9+i7ZF24Dw8ypch5ZKS4X01DYinnC4AZl2hJapUWwypp+NuTf0pnwbQvI3YVahWYV2abu0PQjJ/wLUWyKOhNgk/yuMd4x3fKh9qH2EkHwO/FDghwLE7UVI/hYsci1yeTWvtg8h+d+Axlw+1T7VSNBN8rehWTOSd/sMIdk70Ls3ibWRaJtk72L7giTZTiB8LFfhd/hD/CFIk+1LhPT+Bwa4C19pJiR/D2iiwQXtgnYOIfn7UNNW03ZRu6iRm+T/hE6ikyBtN3KT/AO457nnIQ23bITkH0KSI8nxk/aTdhUh+UfQ0tHScUO7oV1DSP4xLOALOGm7kZvkc4F6hr9qJiTPxEH1oHpbu63dQkiei0eeR5672l3td4TkQZD9HWm7kcab5IVoUrhJ4VwtVyMtN8kroleFXhW4znVyk7wqMkMzQ0lMlyEkr4kVUSuihC50CiN5XXzv/t5N3Udyk7xNrC61uhTV/eQmebv4M+7POB0/NEIieYcIqhxU2abbdKO94OedokhkkUi7bqcgT/Au8VPhnwo7dIduhPHzbvFHgT8KOHWnTmEkHyC22rfaXbpLpzCS94haxWoVoyX8KIzkA4UjvyM/trt1CiP5ILG48uLKHt2jUxjJB4uMwIzAQN2E5EPEz8V+LkYaekEIyecT00tNL5VPz6dTl1zyoeI7RH49v05uks8vGgU3Ci6gF9BJe0/yBcSpiFMRYboJyYcJymuF9EJ6OELyBcUEfYIegSA3yYeLwSGDQ4roRfTSCMkXEjQfLEqP0p9DSL6wOKYeU8vqZXVyk3yESA9LDyuvl9fLISRfRNy+TQqApAQo2aLi2jXS/yMdQMkWE/HxNfWaOr33lWxxEQABUFuvrcchJF9C7C60u1CCnqCTFarkS4r9tv22RD1Rb4GQfCkxM3JmZCvdhOQjRYmQEiFt9bZ6O4TkS4s+CFIdbI+Q/HMiBdFFNyH5MoLmyJLqYDeE5KPE8uWkOUjag5ItK6hc6KP30Ul7UPLlRNmyiou0CMnN4htFYe8JHcujYxNPf72/TsZLlmP0fcOtgiBTQxIrJNFCGWFFQT2Ll3UTkq8kfkcM0YfoJGYo+Whx0HXQNUw3IfkYMa3AtAIj9ZH6aITkK4u2WlttlD5KH46QfKyoaa9pf0V/RSc3yVcR1WzVbOP0cfp4hOSrCuoHkEhiCkLy1QQZXpNIIoklSr66+Dr462DqgBMkX0PQ5H8ST5yBkHxNUa5SuUqzdROSryU6ODs403QTkq8t8tvz2xfoC/R5CMnXETTPfKFuQvJxgqYTkzjjYoTk64ru3UmakSQaJRsvdvPdnKQZSaJR8vVE374kzEgCjZKtL8jomYQZSaBR8g2E10uyjCTPKNmGorvWXcvQM3SSZ5R8gpg7l8QaNyAkmyhe6Mdxm2ybbHsHwVjWmHTFGBzx0huaPmEvvzpxcsmT2rrk4Cqj9h/a+GX/rFerf/Ju8pX9f0w/8kW+FUcrN9Iu9prP4N/2Ob1EcXPRwpCgTQUdoOT9//0SfRvYGu8vPDG7PCTbPhtaNpA/gzJO4X/vF3WKw8LCFkGaIyyMh60sxcqQjH1YWIaN+dTtTYH7x7kTHJwp0EhUrkymmbBrrwrP0z++ps3oRGzdNH6SqeRVoUleomleolleonleokVe4oUniVNlMd2Web20yku0zku0yUu0zUu0y0sk5SXa5yU6SKL0KhU65nXvlJfonJd4MS/RJS/RNS/RLS/RPS/R4wnCfFkAyXn9vJSX6JmX6EVEYLcWtEw3QYXeBmM/TkupE1ToQ0zYzQen19Jy4AQV+lrcxGxa0ZygQj8xwjPCM2rU0KGM9b5BYgTGZNAcRsYnO8sdG32+OSvMvl6kMy2hyVYA3HP5qFdHvTp0yNAhT2ZgmBWBoXld6C+o/zBmzGuvScXJMA0GCLI4e/31kSOtAAfqUWqe6HjfvMWctJxsFle1eL6MsM1FHsVjBRS/eIpOpEloMFAMUgep48aNGmXF8fw7hnzCNM78KkJkWBRAghKzv0te2dXUM+jR7HKzyxoMEjQSlJq6ZMlTRzZY9IAeMGXKuHFaqSWDl24uy9i16Z2SjJhTDZ2P7DSWk8k8GOmYM+fn9v7oVCvgdfefiGZkDNUpSYOXxSLbItu0aampjFVrR7ba8R4yW2VpOenelHSWuGjzntTFtevD7OeC2jLmbfJGkze0BEfnKoD7tBnTZqSmpKbk0XmpC0ME9ZJmzZo4USt15HN7chfGhjbmpphWrPjhuJ5Nmg057P4md9Lg3gWvF2aCNJFcKytpMFTcuzd79vTp1oV67h4dk8tjDJJmpaew1NhRTeKabgsn89eTOts/gGkwTJD17dy5kyYZF6JrJGPt8xs6bfE5hklUJr2m54UiHrCcTW86sljEAw2Gi0vYNV+06I03rKRKvknHd4JCZOZk09rzmWzPkvr5L79LynLnF5z59UwTF/Oe/gkjWHlMgxHisHJYefPN2bN9mVyDkYLewa5du3SpTywlPx/fnGswSiREJESsW7dvH2PvNjQutJ572zRNTTOXTXR6aD5w2SnrEpcdiK5p1xKO1mxfWIDxve79z3Dbt+Uj3J683P6LHvaYwysizBHmePfdNWu0UjPwMpRkrO98UwaL0snJ9LJRY24+TA5ysd2NdjfS4FVxRDmirF+/YoV1BtWGoOeDhl6YJ4vNfvlSlNcz/ZaKh3cpSoPRok5AnYANG9LT5QmPEdQy27Jl7Vp/mhXeN9LEO5rD4hZZPxq8JqpCVdi6dd06v890MHzG335ozDIhgdZ0w5KbZNxaj0h9PXVX/Vdjh0J09ENS+UojM++40Y9qGaQGYwVpW7z33ubN1vE0Xmg8mcYt9zgD2JhJ18aQXFk26ZdlZhvSZRq8Lmiu4Y4dGzZYwc4mGvIz8d7X7xlBaboLScQ6zAnaS87RzPWgMzexRPK+XsOYy+5gJqfBOJHFs/jOnRs3yosyXhwNORqyGz+MxXIj8hN+/Zfs9JQUsr7CJ/LDUTFrtQM/Mher894ZSM9mt+7gASYEffAO4L57H2LX7l3Ww+1/xnmnJHzGJghaPmDPnvfes9IdbIjoxBsGXmmZLKnoYg1SRLASrOzdu22bVmrP4KXF+zN2pjZv+CV6DGWZNxykJ9e/YVTiE39qkCrG8/H8k0/27PHfqJmduHmn6DHNYQdGeegPDSZiX+bzz71efzbUYJIgef9Dhz777KmyarLYsuXEiUOH5EWaIl566fTp48clM1Wcs52zffVVVpZWnoKSaCMJV436fNTnGkzDpn479eLF06etEBuoDNVgOvJu9euvz5yx+LGlDX4G8h3US5fOnrX4WQstXRwvu9RKg5mG+zfffPWV5f5mfW4EnIUO4eq33547ZzlcfNXg30A+v5qdff68xQ88bPCzkQ9UL1++cMHiDaUpdJgjhg797rtLl564OnMFLagSySM5yS356rSOJTRIE5mZpXlpXhxh1ojEzhMf8A94RUQZhK9eJJf5Ykf+HfljeAwvjzBrVeIXiIP8oKGrRG7WEXlPGxmcFXnLnMZLtYs3M42yYdvKcCD60vdNPBosFKRmTYpOsQh5XxaJnbadNhL/oY6HVipj8NIZ5Rn73sFNqSFj4tb+k9HBnYI7abDYeB1NcjekOaSZR/WmoLWBpvAp/ABCM6J9S9z6/tb38/g8PhOB3IoPuxf791V+zemKj5/p8CwR22K7/6Wmz/+Xj9N18kZQ9b9zzbvGrnEwW29vvb3iQw2WiKu2qzYSRaHbZl6Yt0UhVyHXEX7EsI03uXdEN6Wbcowf48Sb3FLxUs2XatLLKKp0TG6ZSLIl2ahIOorw3cNQDZYbc1BIMuAkwudg12CFWIj4hf/CHyPMWNJF6fjS8bTsOSmnaKV2h645xdir35FyypziYfrW22tOrTn16ne+Xw1WCo+HZgxRGJ//T5uRf/KhwSpB83oiIAJILMPIQ2faMXbVyQ3pkNtnG+Wks0fNlnSN3pCxIUOD1eIeojgUB1IaMZoR/Sdh2TfiQjFDW4OTNhVBgzWCLhOJkVD01pl9v8DwFp/jMmaeerFwXZm4f1WTaZfXM68Lq4Nsdnm9BmtFnzIct/JgQmb6deLd1e+urgAVjFlkkn9X1LPXs1eCSkCKG5JfL+a0nNMyGqKBwli8Bhni45IflyQNgooIP71BHIg9EFsZKgPF5Kc3ipOxJ2NjIRYoIj+9SQwvO7xsFagCFJGf3iy2hm4NpVqVIvLTW8S0OtPq0BwxishPbxX75+yfUx2qG9PH/HSmqO6q7iLpDHLy09vE6ZGnR9YGE376PbEkcklkPMRDHYSf3i7mtZjXoh7UgziEn94hIiMiI0iUh95e+Omdona92vXIdogi8tPvixMFTxSkOXIUkZ/eJb4o+kVRUuigiPz0bpGRmpGaCIlAAh5+eo8oGVIyhEQ5KCKLLlHP0mOI9ulU0seYu3nMmfoI/46O3ncBC7HURxp8IFJ4Cn8enjesm6wYmtfDCJK4MRPcm8NaV13rYOKzFAemuFfQIEFzaA5NEP4D+VBUsFewt4AW0BThpz8yWp0vIEg8xE/vE/Rel+RAKISf/lhM7je5X2sw4ae9oldgr8AkSII2CD+9XwwMHRhKky3bIfz0J8IZ6AzsCB2BQvjpT0WZkmVKdoJOQEWzn/5MlHGVcXWGzsasTT99QDgqOiq+CC8CReSnPxdkbdgFugBF5KcPikWJixK7QlegiPz0IZEakBrQDboBReSnDwt6Kd8dugNF5Ke/ELYSthLUxaGI/PQRw3yGJr1RRH76qBgDYwxFHYrITx8T44LGBZGcCkXkp48LdwF3ARJOoYj89AkxM2RmyEgYCaToYdHTX6dZuj7hTlfrqhpkiW/5t5w0OkgRxPL30xr/fFjP2oZhGG766xqcFNjXsb8CrwBFi/1XG8V21LfiHeXB3lUPVNcSVj4oC7i/8o0dt5HHaXuym0o91C9FEAQBnSfFJ8ueU6JGoRqFXoPXwC7sQvKnBS1tNREmwlSE5M+I64HXAyfDZKCRQa3U/cFLR73A2Im+3LCajTXsHbyseJ/kGUz8uvTXpRqcFZ/xz/gMmAGkAuJvi54sZ4hqxH962+xuZmPr1mjbTioJSW+2nt0i/6Ly0SIHW7dp2SkMye2FYVF5Db4SXUK7hM6EmUBH54/ueiduxOcx1AvPDHCZvdRzgqZakNDEFIR1HuPsdCF1l1/oqnifnSvw/rw99e2pGpzHttc8mAeUhDzxC0K1qTaSXCDlCotf/aJPVCLFvBsaXBQLAxcGvglvkmDPE+G/Ftf5df4WvAUUt1bq2uCliZ0Z+z1yzg486hOG2ZmX9a56uZ6XzdkxZ4cGlwSZZJAOA6lYWDHdjcQUvz6jp7AKmNg3olJopdBlsAxIskEm9q0gq+nlCHJjbAaJfMQHmPkwhy0L1xJGf8MB9+VzHLgtG07bU3mmLmQLp9vpJk0HGotn7DOHURTWqVHHONacLLJHcZur1I4qcrjvziatI7x4NUkVQkuY+E4Y4L5iogO3JS/Rlif+yyK7RnaNDMgAUh9g7LcJeGrZe9VsFldSS1hYJUDU5WD+ZBSZVZ726c4I3P4ykBgW9ooNvhO08sNG2AhrEJZLm0/okI2Lm5PJLm9IfPlAtAbfC7KE3QybgYaZLa85beleiukfY/bBYno2dqPhB+PFzXvwHpBnoyN0oCdjXWtxw96eRBfSWNWJg2d6DP2FqhM1uCKoGN6OoEPxB+lbxx+EudJz0Kt699ofucz83/hXgx/FSD6S74E9QElaxxXswPzxeImSxdwJGvwklivLlb2wF3Yg5B2/KnbtIgEH0puQ7DWxHvExfAwUwuKv1+W+XGtpO2hwXfxm+812BEzICG6IHj2Ow3H4HCHZn8UQ+xD7l/AlnEBI/qZoENAg4ByY8I3y3ieDAGpKHTuF5eQv4rH7sZuUC04hfLl6Hz2QE0xjTePjORljSAfcZ/c1+FUMH34RLsIZhEwtR3xV96u638K3QG6MZXz0ZEIJn9QJBaCvbyc6cbs4gLY8WfCWeNf2ru0yXAaSU5BR/yYeFH5Q+Af4Ab5HSP62oKnIpFhwBSH5O4L6WSQPcAMh+bsiJ4eEAOhpNBquLRoyFtTQEA8gwQBDDSgp/xN/avC7mIO4B/eAZAmM8i30ecYaVeVRZC9/0LCVVCt7o+ZEzdHgD3Gf3zcklhwImfI9QUKG9PreiZD8fXHMfsyeX+QXZP8v+T/FF54vPGScT/b/kn8grjuvO8nensz9LT7hww0BRt+NnfzBhvf0objcE3ArKAoKmq7BWOUrT1iBaAnejfa5b9tXO6/X2Vl8znO31dP5L5a65fnGs6x8+uATgx8WPuCaETj5Al97gdsKxrmirw79tN0GZXIU/Ifh3nPFFFxQOSSkYEhqeHjMFrcCoAEU1rS/dXg/IK5mjZjYeTFBHwSHr9zsaaAYZo/5K/9LpzwF0f+5L2Y+acy3nOyzPi5OUoGPBLXkyHorHOFvIGjwWIwMHBlIqgU0Jc5yaJHs02hjASy5rQa5Ygffwcl8KgJh+epOqmF2klNwzyitAVNIUaaUKCUoGZmVuEJjAKRTQPoIRr9sxgLGhica+gFJ6gmSzmZeL1uSuqeuV+yYI7xsT128P8ohRJSIEhSnP9yd+0a4XM/Ro2b9a4y8pT0x7naqKZYKR4/SqFsaswgNhELjJ9EiWpRDWIeXeJHqCWsx4SyvpT2vgaKQWGasiDVqDOMRPhbD2OcLDF2EeDxgrPGWpNbBg8XnQFXovX+8iBe1EFbUa4VhSKkZchPZ7No4kgg9VvxY8caisWiK8A399KViOdaIcv8qDXTljvOOk/TDGyIsT2//iX5ID/LkfDsT9IcGNuW87byNYqIYGTs9iM7lU6tZkp7uTbcktPc3XVumbRMw18nxinh29b49PZscy3Q1FoLAWreSA3BvWt2NW+OitOUpMu0KrdHZTDQTiQiLX76Nkrzt02VJ82ams2MBUS91XVuZtAsfHn94XAOHYg+3hzcXzUUCwgr5EqkOLtoAE1Is2W53kynzAlgKX75t+TYNnAqJp5NUDMk6WGEGaRq4lO0R2yO6iC6C5BhkJnMrZO/aTXQTNBXJ4rf9SkJkxr1119QgQCGrqe6iu+iMkGE9ylV+1RDlIzfJByrvVn63Mk1gILkAxqrXfPJGJewq3a54j9EA1m+f1bNHf298zZw1+95l4+tZT635tL4yDYKUxnpjva/oK5IRllv1GUaNmGPWiG4S1/cEJF9tMq1qnxZlaYl4WlbDU7WPBsFKyYiSEQPFQNEbYQU/15lblWEOu19OgxDlnu2ebZAYJOj0fA2B/YZ0it++lod54zNvUMc0nzLDMcMxWAw2pm1Y3st5TJvDXHMgMA0bVM5sllE3o9XsQpR7GLrQCiPEmowGocqX7i/dL4uXRT+EFVGTNwzF13uWKrrdSxrvGXUvVaqvGvG47vF7ezUiTUKD/Er9fPXzDRPDBB2TFU2FLXT4poF1DjN1KzQooHQO6RwyXAwXdLaW14fHfXoJUxozV4UtFbZoEKaUCS8T/qp4VZBny+O1ciTbEGuoyWArjUferbXT2yRVg4LK8ojlESQ0QQKklu8PD5MIkMsYxMxhZvrhysf6x/pkMVmMR2Cr5Bf089DzwwxIZ84AZj58OdaqKOZrhYTB8yoD7pMLBOA2/g83bkbDMXKt9YP3pllTjk9fIeWL5754bqqYKlIR1mFM6fnXwyisdO8+S8wSdCAyJ0cobZxtnPPEPJGGYOyNcXRL/Tn5wAUb4D6vZQBuafG05Xn6iyiz7bPtpHGxACEjLqrQBGXqXdOIoOSLKS1bLhVLxVsIyRZXaPRmhVghyE3yJZQr/ApPF+liGULyJRUazVspVorlCMmXUkj4aJVYJSguyUcqNKSwWqwWFJfkSyuN8jXKt0asEesQkn9O6d2/d/8NYoOIU+IUyZdRqOTfhSA1OIt/5SvKvUcnpBQ17ZtTckidkx5RMmu+PDZxmSmBpUGUcm7nuZ37xD7xLYKxjUFP2CprCZHvL2u1tlTl2gWufhYVNfMCXGbwV+phQKnJ9T5xc9/vPs/zqax4YFaAIv/65y0Go63gbxikMiirkML/x+JjsQdh+SmzCh8G6p17M9mULdRxKqfQnHiv8IoPEJa3IjXR29lGLOJTLDnKKy3tLe37xX6xF2H5WGEYovu8VFDK2svaSW+EvOHz344M/eM9zMrAhuyKlnDsnAq4f17Ug9t+QVuezFhRWRGwIoBsJA8j5G2rpJC2z5cIEjyRfLRCy02fEWcECZ5IPkZZELcg7ivxlbiAYCxug3G0+CiFaQm13rxVrTYY31s8ArcdnnG4PbsPWlmhF/4UyymE5dIriM6ePcyN/3O9Slc+2+jhdOqhQaxCdgSXxCVBqcsjqqKMDhkd8qP4UZBKmOSrKjawYR/wJ5GN8PGqBtWUitUqVrsqrhozH2WA6soP/Ad+TVwTPyAkX0M54zjjuCFuGC80JV9TuVvsbrGfxc+CEpd8LWVxwcUFb4qbghKXfG1ltXu1mwQvKG3J11HIDPhX8augNCQfp8yde1vcFhSTZOsqaj41311xV9A66JKPV+rp9XQazb+DkHw9xat5tQfigaAwkq+vxHhiPA/FQ+MNgOQbKIMRj8QjY5qexQ972ajO6IWPf5EMUx+BqhINGion3CfcJMJBCcnIEpRSUIq6AAolJPnE/0Xbe4BJUUTtwtM1FWcTu8vCssCSc1bJSWABCRIkKqISFEVyHgHJGRTJOSiCCBJFQVFBFARhxAAGMKBiDmsGQbj1ds1MNdPf/Z//Ps+9+87WdJ9Tp7qnp6e7uuqc99A3Q2+GgjSIeQzPRaQV7dSJUUavBa95arem+SJfKKrA9OGpfRsdUmtILeQYgs+vlbehCHpOpakUNlbelrZJa5NWgBagsLHydnS/3C8xhQsbK29PJ5SZUCaLZoG0wiO/nSKKsAgtQjNpZkweei3aiTgdwBHpQIsXKV4kh+ZQ2FvbjvRn9bMCd0i2hpV3op1kJwmukKIaVt6Zbqu4rWJpWppigMvK76CITAFFSK6GO4N858OBwIQ+u85inkd/SQtPB6YUGv5e/hef8NOB4e9x0oXOzJiZAfKfihq2qa4U4wI1aA1aiVbyyLvRpklNk2rSmhRsJFbenfbtW5fWpbU0rLQHBa87aESaaFh5T/p89eerN6fNKWINrPxO+v33LWlLequGOzS6tbS+6p9xyUd2LCWHAoMfCPZo2aMlJ3fRWqFaIRCMtNCwLfSihZMKJ7WhbSjaicqbNXeDySZ5+DjcoeS76cZCGwt1oV3ovRq2kd60vkY/jfs0rPweiim5/rQ/7aNh5fdSTN/dT++nfTWs/D76008D6AAKjZX2oZhrGEgHUuisvC/FePjD9GH6oIaV96O6O+cMooMoOFKsvD8FVT1+mGjLyu+n3zjfOEPoEIq2rPwBih/WUDqUoi0rH+C2P4wOc3/kVv4gxbzecDqcoi0rf4hiOm0EHUHRlpUPpAh4HElHUrRl5Q9T8NKMoqMo2rLyQRSM96PpaIq2rHywKx9Dx1C0ZeVDKHIujKVjKdqy8qE0k2SScXQcRVtWPsytj7R2aMvKh7uf9xH6CEVbVj6CIp/DeDqeoi0rH0kxDTqBTqBoy8pH0U+cT5yJdCJFW1Y+miJFxaP0UYq2rHyMK59EJ1G0ZeVj3eM8mU6maMvKx7n7OYVOoWjLysMU9OxT6VSKtqz8EYq5u2l0GkVbVj6eppAUMp1Op2jLyidQQQSZQWdQtGXlE939nElnUrRl5Y/SEAmRWXQWRVtWPoli9nI2nU3RlpVPppgeBas+2rLyKe7nBdcP2rLyqfR353cHXD9oy8qnuZ8XXD9oy8qn05zMnMwn6BN0hYaVz6BT1BQFRh7o9OP8HjCkGfJl1SwpkAymZp7XpF5Bov+XbC+rX09Mxyt6xYxfOJ1dZ3UvaSa9dGk5XU7B8xNX/TDe5flpmn/dPMuZq4puPf86qFO5Pk6Ykl9D11Cw/Ni9m00x3riWrqWrNKx8Dv3L+cvB2PRqDSufS5NIEllP11O0ZeXzKLw5NtANFG1Z+Xw6KDwovJFupMc0rHwBBZ/vk/RJim3EHnzA2WNihs0V8THaN9Q3hBwZoAmK1hplx7vdWZp3V9R0sylw8jjFgz64grZpRKu32+J2C+Dx4aE/cscxyUJ6dNLRSbvpboq5y0Agf8cNw5zdrqvTy3sP7Hk49cucD4LkxtUvM5o/WI2bMj+jR5GMOU707f9/rz3mEZ2cTp6gA28beNsr9BX6mkYgcHOGc8O+HPj52UN3PJREou//ZtTWr2sZt3P8/29bv5ZGFtFvk79NfoO+QQ9rRFVkkbdxspiCQQA+jG9qROsUdzM1NHWfigx3OSdL6KzBswbDVRCV7de5lPar268umJVARWTly+jevSBKOqlhpcsp8g+A+Qh8TFa+go51xjogMgLBkpWvdH+6n9HPKCiMrHwVHVd6XOnPqYGVr3ZP0q/oV/QLDStfQ+GoATquCxpWvta9JIGq6EsNK19H22uAGggURFH51FH4Yrq1dWLzwOYQrqft2l2hVyhId2wLG+jIkSAkuKphpRtp5cpnBwZYgIFyJyp/urvTM1crn6QvpryY4jCHXafX4zRauZw8Rbc72x3d82RQxhWF4LXOySb3sgbCHBDt2G09TeEABsKcZA0r30zfY++xAhog2rHyLXS0M9rJZJmuzsqfoXCs1d16hhSJVr6VLi6zuEwWy2IlNKz8WcoL8ALlWXkGAp6o/MeynGyj+dXzq4NJB8q4opBT4xAn2yki2qqyqgw0PLHW2nDyHL1yBaw5YNuxG9E/dLaN3axRU8PKd9IlSUuSbmG3uDor30VXOCucuqwuq61h5btp99HdRzdgDVhTDSvfQ+EB0YK1YLdqWPleinm4VqwVA9tOIFDUiTHn8LyLqUGi/1s1rqxfLcvhdcOPsgl5nlYvXL0wuHtu07Ct7qMYJmnL2jIQs1v5CzRSIVKhA+vA2mtY+Ys0j+fxbqwbA4ePle+n/fvfze5md2okHN8DtJgsJu9j97HeGp5v5SWKmTEQ9UDpUbxM4Ww0gA1g/TQSmjtI8VjzEHuIPaxh9+AVOmUKJDCz0lfpt98OZUPZYA0rfY1iYGcEG8Ggs/JDdGPZjWXB1TNMw8oPU7BsjNKAjZW/Tt8t/m7xsWysq0vY0SP0+PGJbCID4aE1eYMuDS0NTWaTGeh8rPxNGtKYxqYx5Cy28qMU86OQTdGw8mN0TqoGm8Nma1j5W/RC2oW0+Ww+m6dh5ccpws4fZwZWfsLN37KYLWZPaFj521TfJJxlbBlbomHlJ+kn8hMJKiDoEj7yKVrMKebsYrvYdo0EZYTCuXQP28NQwbb4Di3qFHX2sX1sr4aVn6Y7dhxgB9gLGlb6Lr18GfQrL2lY6Xu0VVqrtEPsEHtFI2HD71NMSB9hRxgqJCg/oB8mf5h8lB1lqGBbPENT01PTEfsLnZWfpc/WebbOSWZg5R/SEqklUhGL+baGlX9EMa17mp1mEQ0r/1g/LeJqCI2VfkKRV+gMO8OgS9jVc/To0Y/YRwzqBNV5irGZc+wcQ4UE5ac0P/8z9hk7r2E39Rl9+ukL7AKDJsHgc9oo2CgIDhZUSFB+QRHg/AP7gYGoJUF5QT+9/sx+Zj9q2E19SZFVNJ/lM+gSTL6i8+f/wf5gUCeovqZ5eX+zvxnUCaqL9J57LrPLDOoE1Td04cKr7CqDOkH1LYUbFjhWUCFB+R3FCFGQB3XfNcATlN/Tzmmd07j+Q4UE5Q/0OrlOknkyB81KgvJH2jClYUo6T+dpGp6r3E/0ppsK8oIcqgSbn+nfzt9OYV6Yo0KC8he6TwOc7ajgafBX+pxGUV6UQ+lR5LvTlbk8l0OZ0NxvFKkXS/FSHBUSlL/TPqwP008FHBXsN/oHjRSIFCjPy3PorPxPujptdVolXolX0LDyv2gKT3GJWaCz8r8pSNCq8Wq8soaV/0P7pfZLBWELdFZ+iS5OX5wOohUQtHg+ou4AZfLM+rw+r6NhDf6l86rPq96AN+BgaLHyKzSlakrVhtzAyq/SU9mnspvypryRhpX/R7vKrrI5b86hs/Jr9FZ+q8vkgncrv07/4f9w3CvB9GLlAfY5/5y31EBbVu4wPIG25q1dGysnDLNVYISBzspdf2bWnrfnbTRicsYJZTUya2Tezm/nUFoDxt5Nfjf5Dn4HB2WMlXO2aBFy/yJo2EoF6937bn43By2MlUrWq0ivIghmxSCblSt2JuVMCuhdoLPyEDuSciQF9C6gf7HyJIZ7DmhZQPNi5cmsjqqjRvKRHDQsVp7CrslrcjQfzUG3YuWp7E31phrDx3DYWHka653cO3ksH8vDGlZegIGKcxwfx2ETCJzvjz6U8ZnkeRv6E6L/x0Vu1q8xO/BK6ESlM/xEpmiArsW2m8HqJNVJmsqnctC1WHkmKy6LS9C0gK7FyguyIQWGFJjOp7ttWXkWu0djBp/B0ZaVF2JtCrcpjIkH2HjO+sIMd7Z5fB4H74tHkc1eCL4QXMAXcCg9iiIMKYIX8oUcyoRfew4DZehivpg/oeGxKsrAWbqML+NQJlgVY8jlC2IYVPBYFWfPPbeGr+HgjbEfJpfdn35/OvhfoEtoqwS7776n+FMcFDHWpCTD1QRkL9AlmJRiSFUMBhcwwlij0gxeS+BjAcOLZ7fKsEhKJGUv38tB5JLQWlmGC9E+DVTwWJVjP4Z+DO3n+znoXOxmyrP0rPSsw/wwf03DY1CBPf74UX6Ug4UlYSMV3S/hLf4WRwWPTSX21FMn+AkOlUdcmeU6uc4pfopDmdBYFfYCfYGCpQUVPFZV2Ul5UoKl5bSGR1GNTZ9+hp/h72t4xNUZfjFgaTmrYT9hDXaQHqSf8c/4eQ2PQU2GUVfQsUDpUdRye3Jf8a/4BQ2P4ibWxGniXOQXOZQexc0MA3NgcAGTi932LQw3JzC4fKNh5bUZjgS8SH7QSDgiddjw4fk8n/+iYU3qMoz+gKzlT42oPOvj+EMUqcfgY3yZX+a4dHt2rj7D5NRVfpVDmbCxBgy8MOBQAVeL3VxDNiJpRBK4RsBRYuWNGLIWFBFFBDhErLwxg8NJCVFCFNOIyt/8O+p0EuCkCZuj5qiSoqQoo2ENmzKMppUWpQVIQ6z8Vob5VZCFlNWw8mYMv/zqoroAOYjnYzZnE52Jzk3iJlFDI+FjtmBIC1lb1BaokKDMYzPLzizbQDQQTTSiSk5asm96ftOzkWgkQBYS24MC9ThpxUDug8p1Ney+tWbv1nq3FuhGYGXlt7H8YvnFQCuCybz4BtqwOhl1MlqJVqKthq3elsHjp7VoLVpoWHk71rhY42LwlIGNlbdnJWVJ2U60E7Cx8ttZnz4dRAfRXsNKO7jnSWfRWXTUsPKOrFkzMJZAE5M6nHRir73WTXQTIDSxlTuz0xmnM3qKngK6qPwuVQg0BJzcwZY5y5y7xF0CNeJaTrqwTZt6i96il4ZtrCt7Xb2u7hP3CegSG+vGkJu9n+gnUCNR252BFRf0Jf01otqMooWcPX9w0oNhFmiQGCTAcZKg7MmKpRZLHSaGCVRIUN7p3hTAQIIKdlfvYuiKjhVjBZhLrLwXQ7LwsAgL6Kz8bobEqWAmGa9h5b3Zxx+DQAe8JVZ6DwMj5lQxVUCXsEv3MqQwmCFmCFRIUN7HQk7ImS1mi5katsU+DAbzNKBLMOrLEPDwmHhMzNewRv3c8w80JY9rWHl/vdNLxVIBEhMrvZ9NlBPlCrFCQJewiQfYxo2rxWoBdYJqANsT3BNcJ9YJVEhQPsgeeGCj2CigTlA9xOCeu0lsEqiQoBzINjgbnC1ii0CFBOXDDGmUQFeCCvYTDGKIhN4utguQnCQYDWblPiz3IT4iEFXSO74OZrMah1b1o6v6cTKE7S++v/gMOUPO1rAND2UVZAU5SwNsKFY+jF2QF9y6MzVictCAcDKcgbVsjpzj2lmbEQxdlLlyrpyn4fmBjmQIfIUQRjGF4RLhZBS7vfjtxRfIBfJxDdvcaAZWo8c05mtY+Ri2M7QzhLqwsfKxDFR4C+VC1yYm3wrX53Hsz+J/Fn9CPiHBhmBNwgyzSovkIgkzK3+Eofe0WC6WsInJ9dVhPOue2z0XKSagtAYTWH7j/MbL5XK5TMPKJ7LZSbOTVsgVEjorf5RVyaySuVIaWPkk9pv6Ta2SqyRsrHwyC4Via24KXU6m+EVTWZyP46NrnEzDKpxhswYipyXAyXR2A2cHJzPcWm8fVVtrIR18djBn8sBkMjCZk5mJVWclCmbHtnC4NFJBAZzM8dZyR7HnJtrNSxTMTxQsSBQ8lih43LeZhYlVnkgULEoULPY1siSxylKvoPyTnCxjCVQpnCxPNFqRKFiZKFhlBSOac7Lao1dXer8ebsbJGvfoRl0L27V1zIuTtbbulUp6fZ3vQ6xP3NqGRMHGRMGTiYKnEgWbfJt52iOJ9qE2x84IBP8i0hexvltiH6Rb1UBgW0+Ak2di513WCWQlATjZ6grnDF7Tpyqy0wKcPGs3wwrrzW5zK60cvOZAjUBg+L0AJ9ttpXotOHkuVgdRGQjCQBjGjljrd45HGkeAk52u8PjgNVubIxkywMmuWM3aNZF8GeBkt93E6TAne1jlytfHjh06NCpzaWYE2cueCj0VeuSRMWMsP0K7C1p1cu5GEthSOCDI8+zEiUmTwmEPgYIg+xgSBE6dOn78DeIXXHrw6dOXLAkE6nQC78A7Na+6MXG7TucjTOzpgS0bbWtM3mX1FeK64G0u8vr2JkT/T181fQ==</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>
|