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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bsOqagga6xH/KiuarRGRewYeTTiqVUzMmVzWJPFaJ9qzEzdDuIE6ryn1+LGN/D1fVPBtbQJJXKOFVz+iT1QcecKVMfOrObeImyUa878TpQghq1FKs/Z27KkybDQi5VuIHsMFqF7rp+aEi3Pb65kL1G+a9vqGr6tDe+yYsXYa+VEG3olOMbgOYVb2mEOA7XaUuYPjNKKoa5+3580xlLI04MF0s+Be7Jef0Br5wPRaTnPqOaMlvjhM2mGVcWSIGs9362eD30qlxqUg3o6kROjSmo2+zfQzl9tCenAFM5Bzl9Bz65798uzGritb2NC14Y//4Dm/U2Ne6BVE0KepTTBTgf5ppr9x7XqH9GjlXR7WJsuWa1t/iZadbG9LNU9tjZdtLwoQ1A/CsgJ52W1M74Ejf6N0bVJUyBB+n2hP+yr3sxKivj238py8wsxDrrpr/FcaZS21PIf0sSvZMqmGiI3WOujfq5eNSeJ/hw+q+1RvfwZ39chFd22AHIUBYdKsNlPK+8jxZ31MSXIkfK1Y5/KQS9ZH/E1Vqgh7pcnlZKRZgyUFpj45Zey3mQsMBvdGNhJ4tnWrFszuy5EpT738ivzh1GQxquS1eEuOA2m16HMwmhxMIRDuwxYqcZ39q1o7Rn6TC2toQwh6aajjAZNZ9K/gXqtYncAzl9hOuhILXMPMJWO85LS2XAUyGvaTOKNkGMUD+9W4EyRShASdl8c4E59PIiScG7K9TpXsQ7NTGpCts1mZyzUGl2XZb6BSYM9H7Zk+Lr+liFjZAN8zqhxLUn6EzTLfevGJTEtiC1MYLSpA0JLyTMqiF+yBAlSBJLVyAYbSrTlXXlv5Eh2tygUUw4r5rwAXoGtXz5wWKs3seIGF1nEnOqxPaP9UUvY3Qhd85bZ5Oz6DntFaGPZYn7E6EKEtGqubwV8YfsGGG19GfuSFV1pftilTJC0kgh2L44QVUgJmKbpaOybon/u+204MN3ARo/ZVzDYAIE5lvRWIPaH5FjlKuhMzEctOlq2gYioEUi+kzgWZ4XS2djkw/TokEXnUMzrMYe3xaxp2Wr4flPaB8vAs92w0NKMrTsHDDcsg/DXY/7xgV1GEBO6ZcnsS1lDZto31PCRHXvQbe+5ZYJ53v4Ci4qxn5B+o/Cxt4a8eZTxNywixhTynMWjkvu+9T2rhtah7rNnzRnGXnHIUjGM1LODq5R68k2Nvqrsp5gevEKM02/bUmmwpHXWbQ+ZkogtxXckhmrE73UTQwhGVHzggNWGlYuteqU1+kf5gCuKkBnNHerlWCMvOhbWC386CkGyTZIJrda6ta3NtgTs8zVeHugafYyZtVKak7AuAlWc9e+RjgXbIoxFrBcpQcOEqjI6d8GtBAPz8HXHB/EEq5GsX2sla2PxaDqjWRMPlSvNOvv4SFZrVDwZQvuacWzjICbDMlNF+Zaj2daQsGjvSAy5z4h2tDsJ2jwwNp2kHNNgmcmJlmD9dHSOTbJV6C2CJBhIDreFoMSyRUfKm5nyxkJmVAupcGEUXEtThSpR4TzPLo2dVN16BdpuLgGd6NzPYCll3D4WdPANe9fQyKWEs7GB65rW00JfJbx0OL1vNtIxrjTXVkXEGgPZN61jTC47m4IJTHje0KVg4yc5JsYYnWHojO1pPW+8giatRAd+pDtVsni1swY5bNKybnjGsoXt0HEpauqfIZKc5WYJm4HpTZhd/JVIgTFaHLF4HrOLKS9xSdS2Tthick1kN8FhPmwWS2hjYzbQ3dBZ/oNBGr0daz8aY2yr6o1S32GD4kAk+BqB9AYRSGXJlDUZkUnjQzY6Xta52jtN+RHDsjkhmjP0dmCFKP1hwTExgr0K0sqKeh8lrxmlWnOyxjhwbLf7WNvBphg+ysqhjkdOOIxMRQx1jM3wIdbhmA3HrQo3AofTAJHsXijmNNNMSgfAI3hfydmHQvc7ZW50pujKDaiJ8pby0qgZKX2D/2lqkY6f0xj7ThlPzAZAXrlm/RipAJifgkJtnmXYM2eXf1Bh+A0712ydcpxqYGUZQB9scEgytlnQhLT1U9/DoYnA11tlR8GRJy5x0X9Wyi7Wz3ixeC6MJiyT27hOHxSyDhRUYzpkcRqOqUjHnSkLG4+3n/JAK35OcxWwc9BgHOHCX7Vry8ZWdQ9/MY6vAiF8NIYJxyv10cDNZw1uV3ir72cujKs3nThIsBltff9sq8U8kFOhtHGBo3eWNOoM0gd+d2coUI5Ry3KgLrApXyVNxEzfES84O+8+5lDZ8RUfIO7RVCLsTv8ZBFoaerNtzmIoTLM34yudZ2GQ81Eb3FVOhyEmN/w4/6JG6rJEWjaG097htxv9ZVuRCEJcHdc+q8+krt4mtXjga1/0F4j8fAGUUEVK/koaBOG8jpfU3+CSU5FgDNGHwdeNqGYXAsQVcj9j7+yT9aWy4uAGQXE1VPtONMWpsL/XHEV6ltCuqw8Mrv7WIHhq9MDs+sDFzjDTvBK5IJlCCYXYYdLhSBDgLVUfFWczh7bZRipjBNPmq9fWFV52DRP/eKMubNcQYJWZkDbsevid1HTwndln9Vdn+CCsla0aisZouXWmp0qYILNKZf2cs2LOcig0VJqmwnscMKUuNteGI+D6hnVWHu2i+2ilCHX+rl4o3ll2IUWEQBgO+VWYjRsTghJhcH4HoTznN1cqvhbcp6zf//Lm6vqMwwghmLzVUq1WyC1vBdsvjC2Ww4GQJbZRtq+x1t77dS5pTtq9KY9FJI0UdOXrYY+wAXLfu8MRSL0FdS+3dZCOh2H23ISETvRrn1LGKQlQw/sFTTpmPPIiHg8D5WgBqLCvaUnN4efIWSAwO9JfRyNOb8zWStLtaScpTL1rEkeIXkNC0ZvH6rhfaiy9Vbl1LjpTpPHeWP5CZLcoZgU1ReFmbxBuLvdTTQZOTcuabUwoo9zAA+qykljASwnXNfMwW75GTCMggl6BjBEix6dfmyM49IzRWy/5cQP3MTnCmmhvxdmXCNQdmt59h32aXnfJxHTMQ7sYXkjyN2KtDrDKH2VvwThFUktR2oV2PGESr++SJtV0h9KEIRn4jP/6wPShjKEFZTX4yEMPEzPsreqeTt7QT35L7NAZpZbFAuEEMAoPXq3XTmu9naZTVfnufdkQhSvPRUVEyFjj3maP0eiU9xjfnYZhVuk+2MYGewlsew2pFqSeqNoYSk3pfx3kophZZgXH1mpRqqkOe5eNiNW5DdiuDsguBYwiRyQvo8IWkmSs3hitpC8FlsE/LfGONFkTzKnTMfggj9iehT6aA34j7F57S+AbGcZ4Mee0EmWP+Ej2iJBxZX8uNtu2Ezd7DUZNbuBY2Vj0dBgThuyvFuL6BdEKYpEckzPTsTkspCj5RBlhwIFVagWO3L6PxqYFXSgF39CpAjtYkzhoDLmitB0k8eb5zYdPKj6PEBc0bvbLv72/vKRVHBAR3rmry3MlUtx80D9xJtueP+hbvqDvjG39oy4hOw7tD7mHRm6f3uFzQeujxZpvuX6wz3V3E6OC7fu57D93qTDaHaRTw2g7lP3xDamEEDDAUEmXLGM2iSiruPZANHIvNAEOFJMoYTmxB74mtmjQlC9KWuiyNnhih/CyX4XX7pAzScX0DlxK7EXai+I9Fmt73ONi+Vf2HCjHsws38Nay1x6epW9Gu5pyD6/ZOEWgP+NYGTpTdNDrsx6VEoEYhBbXIhV11se6SSaQ9ZGIUjmkEtppglN7MKlw72J7y8Evp7NFTKf8dOak4nSo9tpczrYDKWp0zEOC9U3Y/qPcEk0eEeUcGIXt2/ut5q8je/GA0R7yrOynvyvTkxZ26D+OUe8U9njobiCEG6nLWuDr2Ih1MwjIYOq0O1p1UgZBbXvWZsHeIfaXGr8aM6GW1OiYxiAXTBJ5PFAEe/xHor8zdubaVxVd6Ql+I9UcmNTbN2aFqJGeCT82+wtxNzQDBowdUfbtsF4okadT6QgT2BVQaSh7S5o2NFuGQtw43FeEijUcdD9YcZr86cxQH3086oSJKDxSHBdKvyqtdzDBgYRn/cBmXMvO2AxzFAdbyKYJvmtgFtO7bi1e97iGHaabsxyq505bWMfo8ZEYK/Hf7WAPIau/rQm9koZQQHvxBjfYFiBVLQTIp3a5LIoUVs6Osw72t95ogUd7CmGJtG9Ali9Ih32NcUwh4EjcZ6sy8JS3wjIvD45bZ0TQInY1skDvY6qKkLCvj1w6A8F5IFgroV/9cDojRVUao0jv+7StuepOyxtquYXshWOjrwag7cQeFRtgAuv2TcLaW8YiyQAvWZ24EcR/2tMZhBtrgYa6h7r/a6ZWhr+dE1RrOrmgTL1MOnA57xtrNaFR62iZB/dAHaxt1e7Uag12dDugaY9VRnMBBpzOYH5h6WyweHl3IvZlseF5rXVQon0RRvWD62o75uwHTi05k35nCLP00rJUadcaUHcPfqUBDimAsX7KjTamwyzQ5Q2PRxhNds9hPbKpGkuKNp0aa6ky8NvPEZcieTC3ztn+5pHUrPzm9tU+DluHXuuaSPYBEyS/0bRF0e6dfZunE8wssg3XWxlXdD7qgEQYtLOiAgakDMrE0GGi98aETJ/OtCaqsMUyE+8BD9WUJawDksDp7F/KrNAa4CmXEeBjx2ZjtY+kasGPomC5toJiIB3w+STAu02nCdjjcz6ExnKlP9hG672papcQUab6dHZx6b6Wm+0jyWacbUgyW1YoAxFUVaYuMGqo7ScOu8kQocuaQ6NrKmDjr0gUvpcJdntcKoCfYa200SKWpXriAWXrVbwOmNlYy9V0BRsUlRphFud+DE4QoX5lg4w9AcHr7NNmwC8Skm9tjMlKPx2w/s4urJFLR1yo0HxWqRpouGyBMd6igdZmj6aMkVUFu+1jh6Kaqym5wOY8TNNwAmgTIYViXQbnUc0FGTFMbOou8mHAkixXmMLtjNRO9ulqmm5LosbO1Zsrm+FoPVoOY4zY5rEhza6z7O+fD2UL0SJ5L7MNuTXshX39r+EZ0u7V61ZWC8fyY2rGaLzBlkHbcGLbRbM3MVWEI7noFoZl7pmKq6UHDshAN8gw3ttbhPWtJVbNYJjm6RCutf0TZqqdSklLy94M0RsRxktmUo/09VG8U+8COLT7+zvcll1CzFBZYjEadpSDAVT7On2Z52dF89CdHkX29RcdjtFCv+thLHSlqlEs1t48BoxhEIXDcUzMANidrH/UXmW11qivJ+oBlQdZvVBF8ZSiCsKSIT24B0szRZqO5ffaZ2W2t00xdlA/DgpM9u82CHkoumag0g1ibMbnnEOCviqBmWgmn69rvLFtTNL28JhcXZ6/Eo2Kumz4X1ARtTWHDYqDs7wXSjyO+TgUdLKPaVYslC5LtE+Xylq5ScxxGQpjncteoVNic0toozqUoQHbYTbTqYqWD9Uesre/0u7jDOrYyviQ4gVupchgHzWNtWLz13DBB7ETarI6Ymgo4/C5J1bHpfZErkp3vC4fiv3Vk/IOMb6DjdExVX28NheoYHFKMxOgzgHGo7BPhflo/XVAuwihmmyoWw+osuXLgu8NejstVvmxVD54pKwNdj7B0WRc3q8OxBE2nP/E9+Fs/qJqG/XoyH45tfadzovoFdtVCZsFPPpdjaI3BVgQF4hC/Da8AaQyKvGEzQ5aNDElnC63UZ7FfLgGHKgPw/u1i8Z98xjLLhz0L9sMCTTaswQ3vAmU0ESKS7mMaie92Ygsh8CvZ3mXVRU+6YjTlqh6xW6PtKTDkotai1uDfTA5ovuJIjrCbmhMQcbGN31mWt4VNUdGaNVuLHezK5LfPlTVBmGyA/TRBn5G2EFUkB1XgIPc6yBqQbtrnQl4X0owoWK8gzruCUx6LHUPboBjpXMKIdx/OGJruR8Gz201F+2jvfb0fkmzvb04pM3t+d7ssfYlK6MYolzE/fAGRb5/HUHIikulstE4wFRJEjwPJaSO1Cc2fCm2qXjh4B2sK3YBmqq88gj/TLyzfR2z2gNd1sNwEL6hC37SvlJ+lZ7o7Ob88iyqM5J1kk9Rum3YF278MUOf2lg/tkOptJTb84rBgmHyJYklOG8DXWKUQq3iTrWTQ2PirurSyU9nnzNdbNkm0bFaf4J5n8wOQ8IPl8fDsr3KiBwkQ3kTAeSns+eDWu2153B/9guxs1JH7dMQXxDQKSrY4XN5Lw+a6Vh8/4U24qB0dlg4h++4j3ofskckJmJ/RVSkcM8diFdTe8bKKsQZ3FS0OvFamx1AkTG2iTwkTeNaky31YoNufCeTGBonEfQPiTR5Y66w0NLnHrFHga7OdNagKX7XheRrl+O7m3zgtKob8wRJB93gdUx7i9dus6Kkv9LOZOLUpo1oNig0G2dZUsKPUREd/4orSPKnyXwrdM9aLw7tLW/ZGwMYMIP7Wr3g4Y7+eSTaINhXEonmFrfgjTl8WrT9MOnzhnSxgNbYbVMTYqTbGOP0XjNUvUkqZSk/nWE04yrDwCpqH3nJVVHBlkAXe98ZamEWdOVQwKH15kHsYYPQIUx8v4xS+ZVGPkGRE/p9I+6w7iWxxX43jsYt2lpj3eyFqWoCaU64CaWGakrLYMIxkKah7diqFguckIQpv2EzsbEVEGLD644wMewefiKJAb9U+rbTWYJVrDHhYcU5+LRNPpmU1essTS/gM+RMsuoWeZR0if79SkISlrpg7zdYC2QYrMoJR0Lwe5SxGEFUtXiAGIdYLdOjgF6Ne0jO4xlJdVJ1iBrh0U2J8K3sMasxKv6D13NUSujbwaDWug99vnXEeFmszX5CdTkY/hZL/GyC4E45TglCzckD8B7/jIsXoanCeJoECpZKnXDD6rSEyskquYCFC5ini22abTudrcVGrRX+hQiKcz7043J0MpON9hotGkie66wJt7K+yxilTQHIflH+a8XINhwuqAPm+JDhHyBaXvLCJIxk1e1vfL283/H63Aq+D5FTEUrkE5rfyRyXHnmp7PT3g2VG2B+vWEznlu9qY5zBOatC7A6XySirnW4nwDbFC1GxxndTMik+FIGoM22wgioYsUt9+BW2MMQkKg3I2O5erY/HIuKccDyHLNbtbZfYOUpANNF3LCQwrx5hiWFmRv8BMkMEUihEtKRbQszVGBqyZlisUJXv68poHgyNtAIhD0VNsf50LPzVDoccRuRYqS2cGq+gb/qKSxXyYXaVLONmBlRUE9eCysGYJRWJqZaH7W9XMjURjm/gCjSyjEqMhbyjCljs11bosUAbbVWYhJ17YP/KZRv1sz1usBmKEbG3lr6H0mUKb1SDKNAuAdmqSSGNNKiW9KrNuVytCsHRvgRCWtu8PCip2Hyq2ZWYpgjaMu9V5kpTgoLFIdjRcnYM9NY9aG/M7pTKy6fE0EzaNiUivUP8GOR+RGQ0B0vw7ODmhCai3yExZTbVDwuFdtL02+xRNrx8kHkhUvM2KbMxF9CHxAi5b22KlYDyti3+VTSmj5BFsDIwygdFxV1d5YesMH6/2Rm8S8YNSORNh5upGsLH8gAsulxXaTgHIYsU81EhN6czdFpgYU4LHFHZNCckwHAnAdD4bZ4Jw9JOZ6MYnRJ2Z/4BVI5lJe4AxOHDCElskixliol/md20sDDvjlSxwPLcS5BwtTP2zPL7DcsGxzMbLHCZ2G+V4KhylarqvS5pZk7c285Z+kF7rrpMI+3UFlnfP+lZRMcc7qQWWQ7E8GtfMPIulAPxDtF1vBoS1CYWLDxAhHgk8oMV0x4fFVeIT9qG35M/JdqxqBFv6x0v8F65DOUFG5jY6lEccgfj23ybJb0NS9m4hm4jhXaqrlFjRU8WqrFH1Rjd4HeBzSu/lnkWIzQc66JkfBrMbOmon83prFgwI2a+gXOHexB5OshN0zEBWfHIuhDWDMMmnSTdVfD432PObiBhobrdzQTqHEAyRwCfbH6gfRV93M9vPtV5AqxJIIaQptanOW/sejOHs5yt+iDKjwTXgGr40yCFcb9nkIkdNZkC3M2Frj8tk2XiSrmU3soPZJg4UTKXC1csF2G89ONIP2D1HBLKI0f6l8nTZo0khayo0ye6bBSVFaTmbczoOrGiT9OuRzC0MCFquZQTtgfhudvvCqS04ygfOOhvpnP0S/76lHoydt2VDJauFyaBG4QL6QgnkUEgpOPFqjhK32/JpBk3pnUSckufQhm6gRP5i7lYBO5y4UbufO45qwV9iwPPM/2Vnjxn4biRl3qp40mfflwtZTh3V470l0kce7q7kkoB7/spEe1Br51BHuswbE2HBj8bvHZeDqOFDme+HkwvNy/rIhSI/HWBCDr3/GLkVP10wKdo8O+gjEkgGkJySMI4mNuOZdH0dC8v1+QT/FjZRzoK/nwZL2QaOKvQTxNHLoQIF0s3Eq5Hu8eeUXrt4UoSTyIMZbQiFXwRLNNl6M8TuVhEy6VwnPlKeL5+hJuWkZL0NE88zw1XgeOnXuh681UsY3/uBCIKPUkIoiIN6W5wnCcRh3EcequlWMZeEkahWCRpGvuET4mUc2k1AeCl6atS0qNe6CRhTA8vU2cpaAxnlfh+GtL75TLpCl3gwUF6v0au/UYCzyQ1P82Fv0y9pesHSegul8FcenEkfWfp0KL4XtJ3+TpeJuDZCgFaZem1gLfijlBsUEyTznecxunSSyJ6/zygJSZKF7rzyKXlXoRuV00AE/mOeptPi7mb+InrukE0dwk53DB0RZrOo3mcBJEMRwU5MaxVlPPJEcHSdxfR3FslkUP/EJlZzKUDOjt3FssDVTt5iRTDtIsbPAkR0F4ShZHL2IkJM11X+r5YzqNlvIqCxK5+gDF+oNTn0yqS7jIIlnIh545M3SgMkzAV6dwNiCdEXueQp3GfkhhtEn1/tYgiOQ+I+KUkKi68IEw9lygjrMp8I7EMV0YRkUYCfZkuYm/hwuC5oqV03Hli+fT5ft9zoziRggBMnGUcEdrQwiXLdD53nGQZHyo9yvs4KD/6FBOuBwtiZcTX6NlFJAN37syFlESyk3DVlYHAsz9UCuIp8kNBs5cLWn5Ju+rHXoyxvaVHPGGZKtcaDfvHikaMCqI+hfMkdFI3po3wnDQOo3lEJGXlO6AKXhDb1SX0yYIfxRoRys1T5IZLJ6F/xTycE9eK3JgIQpISCP7Sj1SoqNk1yx/wlEZOlPqEDKFwiV0tlqsgFvFi5c+JzbmrwJDGQbEKy2NgrInfVb7Crt/6HaUslL1fF7SI7RInpvzUc8VftaMLafZ2SOeTL4KAyGO8CNMoWM1Dby7d1WruCSdO53Eg91uY8G6zIeApFEmQEObRGiUxSVZuupgTfZ/7YUIUW7hdUQ08c7iwBv0yTA797uqy+A/j2vaJp3lIBy9IiW8s3MSJfT9JgtBLw4QotePEsWWyOO0tFc9UpH2ayyAhwrBwghUxoEU8D5dEh1LPj3wZEFcZqN6nXbry0RK2jLZ0Lp78yEucJCC+kQYxsY3ATUMhUrESbuoETnqszi0GGNS6xZenMJDzxF25QRAsaCcD4s6CloCkXj/049RViASis1yJuYiCxRJA+fNV6ETL1cqZz0N/FRB102lprwah8uCYpjTJU7pM6HASp3XCOJnT2aTZ+mlKFMgjMi2iIxlt/PZFAFYuQ89L/ChNlkuP2IU7jx0ZL8OlF3y2nWNM6o4W530iwSIkCrsIQqJSLvFgiPe0pmHg02B+uNevRhGqYWSLqqTSDPPX9ouGaAlzWDrkuZpYz2buDgpdKe1bvQxXn8LY9UhAWybhfD5fkKye+q4TyHSxch0Si6KOM/UZCWpSLEERq0wCGThz4pxzsRQh0IsO+TwM/aUj0r7CSc9Q3my6KGwSgHq1/4keDEhAnC/B6YizBPMl8YAoIVYTR8t5YuwCGERHtdoRrGpyh33rTIQ/73lTla5tFBJU00VZMiMCwZrY2QIZoTwizN58SQzKC2NJzMpdzYNl7As/Eonr+N82S9AwnYntgElrVPelXzQVoqizKM+stJtXZUsKjSXg6etWqsDbPmB9nH85Dggu7vSNzMJVhIOKaOpqGBwygp9yu6U+B1yXp3k1SLdhsakLN9fBcXvhbuMQNzXPQaiRCS/6jjCiPnLIChzi8KBDwUHPxgYZae8HQoF+NPRHh/sMXOrpYZ+SiXoyIU+DsCGzV5Wa4SlEHhXc1A1jop34ZI8ii6y4JzYbdA/9kTiksbnvSJGiLtV9nGC1X7BIe7bsDJbvy1vp43b2f/vFJFa8OxS9/2HfFFn0xPVIASStZB2sY3AgwO87ShuMqyXtJ1BoatdlTYwyJS73YmX5chfPqh6/3otY3a/FZAdZ7JdlOhBHqw3BOppW1zVuZsMZHQvOHdY1xuoMUsL6Qsckk4VysVzOVxDqiWmk0PyX4QpSiPA9iX4xfYyK1iePFYo4HqN/rcMpQfCgwPy6HxpjFccY+NrQS912t3Xd9PRzykHR+2r2/Rq9M+NIhauebSjUNFlwRytf6fNxKJ2pT4V5mjv+MiElj3RiZ7mCZW+1gvqULkj+k250IAwQc7CqYFiJB3pRh3UxDiUXAESeBCcPfNQh7pfP1eU8EI49LtqlBufbDsXtXo8iaQ9UzEam9pMg3ZRwKw5iWhjS5iNn4TgBqX4rx6NVWbIEQmswqsmAkzcs66Gua4/eH63r0bND7VG1HxnmEg5LgDzFpF1FqRO7pG/4ibNaBqSPxQtfziMJJVmn9rH01g1vgjsv7Wpkmpya/LRx2Q2Tn2h7IK2qLKyfPrlLUhQdZ5WSPh5IPyK5VCyjpSAFPZoLGXSlSSz5qCtSom0LlmKkypMMXnYwbPBpGdB2Ck+6tK1pHJJ64QWLJI5I+gyEG+vIALzuZj8+8A/UOznVsQl9VZOnxXyxisM56ReOwLEidWkuQkLjZB7GpGJ2lY9YXjXbTXvzvQEExzzvTC0OV1k5VWUMnym0su/+tiqvHCpt901P9hBDjlSkvx7UwRuWcsmKo/5aZcttRm7b72yaAlHXipA4UhrGJupWCMF+4EDv6bdIZafJ07UBobNc6Jg0O8oPluVnbSWKAi9NI7EKo3kiw3QBH9tqGQeLRbIgJdZs+5P0HZ8QLYqX6TJdzd0VXQg8Oner1cLzRIoIGdxobPsWnRGNMvnQGN5C0Dn142Dl+fQhWi3SMHTmcepI6cfAni6pmwcDuT0cPP40X5Gm7S2J8IhlsFiFqzgIvSiMAjeI3KWX9Gm5NBBENy0QDVMrx/mTh5Iktcd63MbATqrTc9QCxsqPaYFWMlx4pPGmUZKsYMKWUbISrh8nsG+zpmO8J+OsL7a257lJbxKDLJS+e8IBR/Ewjv87ylfp1UznPqzz6cIPg1Qs5JLU7PnSmwcBrM++0/tQaCP1SiipQ5G0p3m8ktJbBnG8EHIVJ64vCUVS2H7g6ZtbcbpwrBkbyh+Ks+26/hwK2jpl3+he3FYfoXUgsupYxNSR6CWW3LEUz4QRHQocgkMyIubpB8tlGvhemHhiFbtCRPM4dGH3cvz9oCB66qCbX82gixGir4NAIGOZ1Fpuxv7BY/E636pK1R9JWyHSKVYmdPSJBOqlnDtpFEK4Tn1nGS4h77gQr91oPsq7otGap3Tp+h7YabRwZOQt3UUqEieOEhGGPq3NsHoakyKHGC/dskgXibdcpMR7BT20lG4Aj8DS2yubxcS81GU6bMu2qkwJ34CmsRYhtfmJSbE8UBDVtpEcKs91uFSqSfj+7qjr6GC89MEyqseimg+U5TDq6fFiq9Z9ozJjT3FCJNuXofCcZeJEYr5wSQQS83CxIDlkmfSPY9OIrMCNQaTAjdIgSolxuPOlE0Twb5FM9R1VXUfiXOcJONeS7vtRrQJLWz2QajQulz8Igx04SJ6JiNVi6dG4WL3Ph6Jj7ZD6/UBZ69eDMbMD3doKnx3E9X5PlNmzhWft3Rd9LJQxMx8pR2tbI45Vph1tjsrzer5c7SDEYNRA+HApW61I4KP+wTYzfG+BW3sjx2XkDjQkenITGUcLQSJNhHCe1EmXsesmTiJJI06TeJCm1qPzflW+gyV0rd+H1XTtwAHNH61SoYhxebbcLqfdQLwcoa21dz0vs+vxDvLnND4/W6LXvnFYrddG+oOFe8txqv6XQdqQvQRdo6ou4pSgs6I9TTFEuGtVIRd2CcZ3pVIe1Ha86Qq9GPOu1i36bPr+naqKor0RzLz2U3CtvEtVdfhsUAnMqkFs2zetgj2j6jldlWL+ejnOkh/kx1tlGrV/xC5nrDdePXGkjCMt1IFysgfDeW8G4bdWrWS7MAmQTtf7+JuW++inNyz2MS71YUgS7uojP9WbhhneVl1n5sR9OYm9Ms8diTxQekKbN46nkz4thROE4XwFmrFKl/4qdJYuZKskkHEYBIO0UiYe3EnqaDopXxy+XxWhtktgDhNKv53kOcjo1A74hRRR5JBSt3Tm/jKN4jhMV0kkYlIPFn4UDSIl2F8Awm/V3OTxx4U3+6wJaNbDRAR+r0HU6z5ofBQavjkancvSSSwXXkJKZOh5rueRlhZ7MVQ2b+6ntP7OXhUXdvSrSi7ag4Lin+XDa1mwdHFuVTQ72OHtSZIiHbmLOHBIiiLRaL6MfTcm8Sn0SAD2g26ljlb+3Otu/5SQYiGTWHgkCkcr0uY9ErOiJCIVjpQMEfclQjme7kfKhD6tSKZbJvESXv35KvScKE7nUjj+MkpIXPdVHVFWSrpaok9ONA9cCR9oOF+kMkhIM4gjojvpyiXVfW4e6UrXPK3iGAEg8Sqhu5KUnkoCX0Sk5ccx6dShESht39tTunJomwh0F7eTGhL6ycpxVp4XuXEcpcOypUoedYPF0g9SUiZIR11KWA+ScO7HIc3YcSJV25RuHZY3ZY/9Mx3wSM4NkhjhB75HIEaLhPT+NEBcYiIJEHmoRR6HQR0o+DAsnKpw6MnzCGNoW9N4ngaBEyYLEcUhjRwIN1rMF6YUA1t35kQ6Ui+JE0EfAi8mSEMSuemQLlaRSAc1WNlmqQm2VYV12H6P58XH9SkSSTAXi4imHCdR5En6vKT/r4Il6f9RYPuzH79RrPXJCefekpDCW3i0a3PPI0Ep9gnBltJfRF5kqrmyVUiFcq9VYXmjqsIhmpkgadXGSotJVkaZzp7tOZFdTrgLjVakaT9AmjijFSLNTa26nlbWC5G215o3WQHketyDsdZ4XD9C5MIEeNM4h2Y/al+ifjTuW/WuDpgRLBav5/Zc6t1WaX7dSfmZkvgqfp0DaxwBFS4g2r7w5UK4oZvG3iohqdfbaD+WEqFN/gHpxE08rP6vFoeD6w83YrZaiI26BKjWx4M+ngdXDfP13CQQwcJ10oiOSyhWiR+5DqmpHDK8WvQoQZPWhteneZJE3ioQYZq6iYgWC2CoP1/M3RUw3bPtAL0DfT9dwGzCOOBeRBDiegsNR90POokehGWVLlZSkojgJF4aOETvl5H0kqUfebDbCtV9FOHzHVAmV8/Gl75526GZbTNM5vZAB+xeqlMhF/8qd8Om2Nx+wsopVi7JZ1plD5pRcPIw7tJ9KrnD89+pmTZHK3xvR21wRIa/rCA7qEo6IEjf32obFsAVUeokXESkDhBDFbErXDd2SPxw0mDlC8du6IADtLM6cvc2LfrGFt28fJVvr6FLHe3VzX4ZO4JoGCA2at2NFpPvVaxIci5oiD/UypuLsA/beWsppevqfaSpN+1vLS33wSBo9K9r+P0L4o/sVNUf6QD+FJFCT2JakCZzj4S1uSD5RcY+7dtSuAu2d1miE+gB+gPQLD8VnypZ/GjPcO74x2v5bO/wv23rcB1+DyMOaRM4x5yX9Vwz8UYn/CJfnvfmme7iaaraZjNecRt5XeVbGqb0d2o83hVuH3nPrCbkulm46UWugkPhpxe+70oZO8tl5LirBYk6q8SDZBc5VsNycI1cb9EbbPa4gTnO0/sDWGD3PX5axFEoF/PAl47wgySax0s38EisJ9bqB27ag0nv+3YDdBtfWJDXLoVxX/TtJipElh9qj163W1UlK6GZfrtVuqp1/4l9bN/XNl3FVT6S7jJ30lW4WoROmAonYS93MCeBdeUmbpog3w95TVWGtT7WUB3E7EFGowoNX5tTlYzGHhhSsWCSI3mY5HzXI90vkvNYQmNKnMVKZxDqWgpwr2rTz2cUxIk56Q5l4IeFQZAqlpR9vQtauW+2aVK5jlJ1X7q6PO/K5vGq9E2XXo1qlL/rKsUaKwKX4oRBdFiqj8cxrUAwk66c+sW47CrQRxtE+gDi2Xn38UCdJB69Me03RrXKVRcOvmW/MQZtSL+839slg8fSzQuyrtYFX81Jl8p3JyS31u3s7JEbcuhSbvwLHDgt2xJFRXB/7bmfqfeF+ADUZxpXXwKZiZla9f0YQBatciYqXQDFOyplOL4ss4IUKihJnRNRNUDQYcQ9LpK+TgQmJJQkLS1cCVKVfYfotgftbr4i5pHFJxtNik+6ThI67bU09PRETXE2vtC/qc7pxGdydvWB/3bldtRlfR9Rplq2J40gajkzZXf4ZZXDPRiuE3UL36F6NNHB0/Vebgdsoevd9BSlCy/2o8D13GUMHTjxhEiWXjAnXdv3I9bprAZPSCgHATrRAYBWrWC6U0XRqV9qha/Ikhw80YFTgwDppRddsSNzTBVkfR+JbXM7iOgFyd6iw8dZROLXtlVxhqbdBxuWu74bo4Kj3+w7bzWYl4gPggBt9Qmp8yfpLVb+MiTBcEWknLTrNEpIe5mHwYqUF3dh2oVA0DjSff5psZr7c98LXbFMpYjS1cr3XBGTfh4Fq2UcmwCdU91j5GhX+qe5nwSLeTL3ReCtSNcLiIauVlIEoR+tiDce6zjHytTsuV715xBIc9m1rEfUOwxOl0C4uqs9NOpJ35UHOtIJ5clxXRj0Ernw5qTruat5uIpEEC+jJIlJVZU6/2JUTuhv2Me+hsHbamAPNDdN7HH2YS9JicOnwk1gl5F+Kvw5cqEXQeSE83GfFvgvdH7Q8ZYtYBI8HbCSW5bo+WO2vs2V5Z9QOJ6lRCR+l1+IH7ChMjna6eWvb/SiU4/ZxqWZ/VO4IIFK+pGTRKTLchaf8OIkcBN/MZ9HKudKV7oDGqexQ3p7QNuYgn4sE8eT0SJE1mWwDMSmhG0P0W5qgxBUEPhe6stwTnp/TEp7hLSwhJAgcZcLZ2CBYJPlen1T0urSZ6vvTMI1LhsJPBtFhihNXyLIX7mhfgUvQmEcQ03U9DWJUjKg1iOJDily0LesefMo4+fa1pjQSNhLOU0AAsa1Td+UUna/1lEoOax3lYT9Dr1unhISr1aOXM1XPlLhktSfJ1EQBbQR/jwg6bELVkTsMT2hEvkR2oNeAwQgQZqlBMp9l6UwyxqN9V3dq0F4XV93R7mj97vtNNJzT742HUPL1ifEOokJ1CTzrN+rj6zYqlu0/NfJgaj094CyPvHdv6MsivJmokRA+R//+L/94+msoE3qakvQ3aZ4BBeViL9CTvjnf663sIm0/774j1N8bPCBZFz6Mx6hQuvag6P8I0p5/P1GH0Oyvw5c/4IzGGfIqGpmdRmRgOf89S9rxLHb8M5R0QRTg9GqnPA9NRDG1Q/UMEfKH+hfVRWEcREE9eOodMGxggVHShUM6xOMei2Bc7Ml3io/a2X9d0n9g4T+A6n8+lEduzLO69e/9nxt1A3Gytnn7Aw7VEEP/Gyevu4e0mXjH8m+12ONcuyt/Hp9w4EsepM2r++wk+ONQvWNpHjTSUGnvo+K0A9zzo9lkXfFzRE4eG2le6uxR/nedjq3ncptVcDtUrWtNO0DCdf67mfTqL+ZQG0W4HAe9Th1Wm9WFxalXLJdyrPK+EXkBp46lsx7Oa7Uf9EX6T+QiNvl4B5JsbWzZ5/JnB3nwHahX1msgr+/lQ07zoPVR+AbibB21qud9Np1PTjSaOtYduqHYTsVfsLKMrUQaD/NdJTVqSMNn83Z7BM17STMVlden+mwiQN9Asw5OVScfVSXvXk9qLh+uGq6ftN+cXMrS/FIjuI49a/LsbPS6QwNyopRJt04183e+z6/7ZmEtu/OYvu+/LW/d+YaxP/DuWjfzkLTy/JMMtqxRDFzlr4rS+xgfpgeQh2LQfT54byvDk2tTC+rHfJgOLtdzMeuG8uR1C993zjR62iKl5nId2R6DZsyq+f2U7i0yf9AytZAGhgS+r3MGXWzSdYyaVoq/8rKvRrkXB3NtvqhVs6DNKkuQWqQ6TTMcRqm2CAVRH1m3D2clqI5c98Oc5hFYoiznSti9/Tr8j6IlGR2Q7HnEz/UPR+6XI9xwsSgSxK3Pxr1vhnncPT5G88mbOinn8vbaK0dsBNB1EqPC6AfC94fdEUxntlRD5RmL3S+C5s/IND00fN0w34AvX7kO+Po7Qj6wzHzVgj8wbj3QbD78Yj2URg7F/L/duz5wWBzLRv9kdjy/9/rLD8THf5sSLiOAz8a/H004vuHwry/M8DbDu3mEn6zAwHZg3jrYcz0t0Oi+1X/sUDo50Og/3h0c//jXgDz7aCtqh3F3Oo/HRpdfyMCuQsoVoqf3QJvL7pYaQXPhxUfjvztiq0ej6vtlJBedTJBsgf6rMBy/R1xrSZ81Y5c7cpX7IWiHogcNRGfzwR59t3TBt3b90I2zW4927v9Q9948dlu7WawZNi0/fJAh/b9yEXDiI43nhr1cVfg6t/UDAbxhPsxhLy2+oG+4fvzkYHm3Tr+D17ggbevYdVUmQdH9ihWEw/odQpFGDvU5sP6QnDOlGeShKjPdd6Qdhujhk3Dar56Acs42qB9a0zq9Ajq08KNSbMzpvFmtojRe8S0F2GWzJQlEX1rEO4E0vXy4EYe3MUDDTt0tw5u1bFtdceNrOVeGw933GUDDTayuEhN14yYdCLVA4PbXuRS9P0qNuLOalTxW1NVaBOBkLyc2ww0CXpYocVDlqbc3KHo2zqYng2cUI5GDdyWYVNHXfsE9EhIs0c6X0wtMSJ6FmzZTq7aD+RNvilzruCP8v2o3Y+y/aZmPxfsfyQZpG13YJj1xs+4BnYT5b1x11S7bsqiq3N9x0WtuZ41iWtJlkqB1tSVXZdaPZ3fb5p8K9C4A2Cpos5dRedcRKjlLHOuzpxxaeTfRd2XRIa5ymwjCh93VY9R2jjbPJqKxvTykp3dhHRxTDBWRORocx93cOqwT6FekpSYrpvf8tvqhA5xBfUa3ngMVxa7BwTf0YKourp02jFfwiNSplFYri2jbbqtKtnWtHhNFu9akkf55b9tIAPS+mwIHcuoxM4h85MWLt9GOC0djrYEIcCGwZ/kz6jhV25EnuWEFnf5b2mOJiNCVs5il2+JXcJt90CcU6CNKy9EFee3JBO21UO2Ru1eXpx7rCXRbPXt5Lbd0GJnNP3bJM82D6KpZfEYeLS++YZ4Qb3b0SL9TmiR1XTribbpn1TER+n4qkPPZrXO7qxcBhg4S6IT2hd6pTJPG2eClNJfuXn5wKeUB8EZ/emffnJ+0oQAWSYnsIJL2LDi1ryQx7Hf+D/Pj/Cnpf9PS/+flv4/Lf1/Wvr/tPT/aen/09L/p6X/T0v/n5b+Py39f1r6/7T0/2np/9PS/6el/09L/5+W/sqlJVY2qg1/PhXc7JXoQXNScwCysWElbASuVZT06SYr1M8ITsa1xmTVZOlupj9W4q5UD+PTfxJNh0bU3tq38jR+q08w+AmmhiRkzHl0zQo0bzLVerk3DaOXr2pcq+PPh8Hn31NgSxmW0VGPbcv8gsoxpUe/o/zWMTHge+vkyUNsX3KyUFUvucXhsKo8Ycm1SEnO7y06kidw+2rXSjqX1/frPjWduyWiFSVM5ejjbXez6y3nCB4/bOfAuTF2de5liI6GxrqOToyHNEvd+4p/YvVxT1k8oCdqBbFLAWu+o5LZd2qPKu3pG3VmjKcAC6b6WprlVe3ttesAHRrhPUC7TTgQeA3Yh8CNwm160jsVGK9+M+2YT2c1twgdiZ9KljL1CxKdPcOeiFO0p+dU/I0lChL5bCAoQ634vgJuXcJXhs6b2rsBSNjBAQC4jWi0407inacDP6gu48i2AKZzH20SF4BSOudiI2541TLV1pN7nx4r+NhlwWlgR+kayi4z7E/xB+rNKQzNCMWJ5NxlBTwzAAzOGfyl/35L9Ydh/0tuUhKhuVCXD3LKqZf7XTGfaYmpioIcb4zZHjqyzzfJPNYQ86d/+mlh3DLP9b5kr0Kq+6P/tW0vv6/jpaokYM5oXpYJSu3zav4VnTAB8HJlQD7a9lI5emizTjJtODutirXt+PmvlAXTm54/lOvytLmnmaK3DcTKWZRv5Rp2PsJ1olr3WUmMfidBznI7YUyXuekzCEkTOSEZA8Mh1zsmMRBZRHdyZ+yCKtWcC/vpfSJdUvsSRNuwlAPihMxs04CFi6TQLA0bU6KeoWUkQ0mZKP8GG1fE2phGmRbDqqCN1UTTRHP325bOMNjESbTGFrU6PZyWaV2eEEHOZQIIiC6YGZy268ZUdwZxMzVe1q+38R3n08O39pea6FUhlTvtnCCsxds8q1Cu4y2Pqvt+0oQFTZRLnDOPuCEqAcWDUFnfo1IK89nbnIdZK3+MsgrRudhdlvC3KIWx0aqiFuGbDS94M+OSKVzVRbbbSjl2mAu9T/JLKe9udC+6xnT4GTWDGZXtawDrG6vzjjYXn+UfiQWCPMI+3Gl8HathufU+awTWFMLcf9Ys0J5+rdZ2q1hCHzpprjlnpjEsrNGHmr4ar+bf6Uz9HZ20drvaic7/b9Nld6LAW71gOhuCVQL8ud7BXEl7kkAf7Ho83TNohTFMbOa63fG06R/7Xqc5dTvcZaIg6K7kE5394eiiqULzP60V/KRX6SXs9H6o29SZKMpxHI7WeyngDaMOp41/tt3GtJNGizFtvbTCKV8OnNd9NyTYracLURcIrRw804Rj+nLrELdQeT+rY1WC0oo3fjkwdpHT0wZpEPetuypMEpDjMesT3RkduTPF2R9JD5gYFOCMXSzjtHHJJlyDCMkpwtNllbwQDW6UHDNRKPYdv5PeFN0MitMDyphjpfsMpYnCpBKrJjv9bLLItJfINllIbH2ry8abKCxsItRxe6OEwolCNMqDnCgUtrAySuWcNmDcTWiaUx/mz04UCBuxDqQATxQq3WUK4YejJOaJAmRvk52HPVFwTBgIUs5UpNFEAflW5vtEwbLRzSTvvxyIkPv/cqCxCiq8HKCyYl93hlFjWDLi5cALP9qF7qz4eKwSxgswISibDrSLrqzHhDdxYtNVOLfsjJ5c5mGCy47oiGG6LaeWsK+TD8q1SNF/8s4qFjP9o9MVupnwgUHDYC7TM3EgbNJtVxyaKDi6UNJEZ38xdTftry8hiKYzgXbltaYNklUcbNqAHArk0qk8unpbNXVzz6hk20ShQLr9WW4KAdruXPTf00GF2urLCTHPlqZ7ARKPqq430cnrooATnf2gluFUgRjWYJwoEEdKR04VHNXuXZV8OVL+cqqg2Yy2KzZlKrxwN0pVqOblQNlVJp02SCaBRjf3Tc44N582LOE2qFCNUItS5ddovytn8r9GajMXhqgkqjDmJTrCJl1RRPif8B/2XvePz1Cpg9bQ75xuqOUAm1iCN5rWmiZnZ1BOVRVdHcStwYTTXNYSgNHj13bBP9OIvlHJ+0b2M/Vjp71n9iocq4Q7UdBALi4Jn8Z1fCcKziB0wY58nT44qqjyhOE5UA96YhAgXN9UsJ7wRijE6pjCkVrckwewOzl2VfFpQ/VMTfRpAzaQM6wScyr0n30wB0q+TxvmFwCCVXN/ohCMWgVMFIr9DgdTdlGMuzNM37h4uLPERIHpG2JMEYCLrZ3q08X62L09JgkXkrD2e5JMFBJsxUSnbnsnVSjjNOEYN7GZKhyKkSC939Z5VNsOTvrvSIDVpmfaINfbiVtx+hZJ04aDMM4zGGeaPU0UFF0pcJqTv86SrgtKo4ia3eSEK75NX8i02y5MFIT9PmfThueWXSumIDO9iCtqmyxm+HnAgt6gWsPpSHYAvVCHTnejbHMmizddJwR64hM6FLzO0lTFQan2Q7q516hD3NSLfF63slo4upQ6V/rXDUXQa6CqrM53E8UVDY7+M1EgrHaDE4UAxb31HvQNE6dsTVHA4HwwkciKOw0ep4AMW0FOdM+MTx2xa6iWX3G5/pvysi4rOLpRDZld5SgCoAuKc6wRPAPKEMAVJzjfR7fQIlHhWD/Mia6SifUbNpSYICyH+pBODASw4Ymi0bDh60SBmLhRw/L+EcflzmV0sgetd6cNILqiqQpAVlMH7iZsOainCRpHbk107qyQdO1+0WHZ6vPU2In2suYItiKWqiMKs1vJDb4b07lkvwH0FJfFqlN1yvk1TRZledbu3jzGsusq+ZdtFt/1vS1VEJnV73qasBO8Rxp1TxQadj1meQv6wy3b0DvGNIm1m2so4UOHOeoGj5UYd6nTF0752A8a2LwpUCcE/T3rlhtIdQ9xa5zx3RuR5YiQ10/dZVWFTzhpGGHcFn2iq2/aY48SbpWgihbU9baxHXeqcJ/COF0Jg6/zRy3flg9ogZSoOkZ1Lfa656rb+sag+791TeYnuqzvMu5yairNKqCg11zHaKT1AkyfbFifqjoDA51uIz/0SU8QFsQ6WBKB7sMk603G9NL0tQVHNHnzFtBfuIFxc45GYLrAzTjHrBp12tQt0O1atxNHZ1iFtblhWhOH/b4Lh+etGHYknX50+cX0I8pBKV/EMbE7r0/1uOw3BH4RW8MpnXuNjV9EAw/dnfmlbFNzXm7QNXjam1IpzPpGB+xpw8j9u6cNwgvoTnefNVuRq4QL7kmbQmln6T0rph42dl2ISoH2QgCyk0q+iHv5QsCC2xZVfOiXi/7zZNVfgkhHrEx0P3Qz+4nO/m1ZttMN7EOduqnizbWUdx+IHE2bGiGsgitrTnP6LJRc5mI32TMA8lOX+VRPgeVUASODV8PUpr2l8btgSVOkwoB7na0LkfOtHObDG/lFZNCl1W//VpYbmAfXMkuSXHLFhs53+YLaFynb8S+1lIB92tSEQxreo/aYne4L486ExZu3dBlbo8QcFc47cV1ORSYDoEHFDVlseyF74n4MHS7HOUIThOAsjlHEzy56PS0Aesla+y/fiYLIeH0tc1JRb8oyj8SktR7mSjqRdrrEYGLT1XlM05o0NzEppm7/+1iaCOSJAnCZFUVXEvGjuM/WYvpR4cpkfiV/22a1TEgTiuUtB9RwsFrJmbMXUy96zcAhiPSmNKEWL6FD8XVMmlD+unwoXkJz71g3XJ6dmTiw6VcObOXGTurjTNNpQsK9p16C25PDUKY1ZVp+Og3n5WZDInCfrTzBxSdI/lXuolLUyYTPAqauKC5sSnpfJgoLFKk2q6Z+qmEHU+zjZZSu7hN8FKK9nG1CJubUadjruqzOaimmDINtuLsR9VpO0sxlbMaTLtx1Llq5LuvdpCtJDyjUNEH4JUsnvQXvizwrJBJlpr8XxCK4Rsr0IWExhHvoDBoikuZ+8RLyPcDPz5qpc3S7l8G0TQ70qvPyfupQvIBzv9tEZT71c6HkKltW1AFj2CP52L7lPiXttOMPv8jokmi0yVCYJhBdY5mqynfvy+aMZnsuqqwVuW7V9jZDFbJom+WJMrHCpmdvbZxLUbxrNzkXKzMKKGkGKIrUvK3LDapNcImJVHULaXA38OCDLNbtrWpIYyw8WnPVPWm6LjPdqy905R3LiKKPfZ5VPMKlaFrZz0T/+hpZvMjQzoq1dbmTfojTWgUyGjOd3mMzlC1Qb14bC+ykQ503oG/6tcxieSXjsk7orRm/StdRmp3VdKupGgVQX4nGfJsmLpEgrKtDTRgIvYFdcSiRx8inlxfseFdkTOEy0TAuE1WX20pjQgZ5rSNuyDABwspelnuVb2s7Jo1jXt7JbH3bVjsVo9DZoBrldYYP97SPLOlaJtG1gWtRuXXeYXSAsENRtY36aaZiiF6E9wqEwaY+ebTdTBQU3ZTCbsox4Z4IIF/cOm/a+GXjFtgLHeBJW4nYbz3tLaETfyBGkDYq6KRLgpGrBEwbUJQMmejUdWGFaa+/lgV1qO00YbiHyDnRueu4/BeQ8Y1iZdA1brJNV0O8VOVNJgqR1n5Qe2WyHtKzqiJVk/XZR132esLxBC+tg9uFbMVEwbi8LQuJ3ifT3g1l0yAa/CLakqO2ImnEE529rk4zzclfSZEMWN+2SFQhh2nCo+qA/wJLzwspB5BtslzUug7axFMEKpLWy3rqsVuWQLKv6XZMsn0Bvsay3hlbukUjJgyTIm29S2iKMChhrAs0+Fxkv20lqoxNeF8Ipq7zsa74CKEAUClzxWWd/S5RTw2XFMiqDYlM+E7jBWDvl84rPM/pbWgJQRveeQfOYIb+IHYlLUa1U7wbDSSUbdfoHa/WysSPFOXGuAkSWLSzYk3j1J0AljXdnVfIRX9fNNyNigncBne8RnlzVMds+JophkIg8x6tJSpC0tcybmYPWXurxtN58OxZU14IeCSYdtKYN7fbTXQlU/rZpjmvZYtHrUR4uuFtvs2Svqw6yh8r/24ZbxtDidvmfQEHh8rBNJdNtXnU4Nu2/c9K6LwsVaMiPlRwR14Kmmbfw9qUw34JySt2veBJA8K1+uTEu7+rIzLZMvs2+VZ0xxwVuxX6tLdoqlZZO53rWtwT0RdrTcBGv1ZI2VWtyiZdYAYN1hL2XU8a4X6VdVeYevrQgIdfyaqsW4ZlmkDosAg79mHau2KHEt0ip2L6iKY7LqqgGbsb3nSh0lFN05o05PFE5M3sAn86u4KISFE5S4jP6A8XLyFH1+oFQvpSK/LcSgpXFyw4o5JeOHuFf18K9DGR9/fFPUniXLZMfXwpwKGXzsw01TnLSSFMdqqVy0uB8KN8KHPW+iMUnus/oxzTSwGSK7zfoGAf056L6TdHsE0l/U69GJAkYhJVe9OzOCYxZfZmfOXiBdVFXGdpO4M58Fxnhk97JyduWde1+U9124uXQgSNydmk8HK5wElD1PsLdK20SUOTERlnIvBiOG9tWtQxWAcb1k2edDfMkhhA3Y77peweNBudP8XgmWSqlwLctlrXdJ1h+6w+vxTQ4HtLavHAsH3RX14KcNy3VAlLL2fHMlabf80EYl1n7+1vLwXEXMcia4H+w+DrSwFyI6rZhaheCjhlIVW4TJKJ2Sfry0sBsBJZYryUs0vry0sBEFI/9x6ZuHRcS3R/My4L9E+zv7+U3SL1vyXY8Ed3iZ40ODW7/c6S2ZX+8FL2ieHQUL0UmBo0kB+dq9n1gYsWwOgKOnslclHE8lWOPt105aastpUKR5u+jcG2SjYa0pdkerwUu1G93Jj99em2SGbn3UfrdzZWdv1gXwr2m6hLVnm7CKbGat2rYLab+U7czmno2AvYPWvXZl08K0eWTnt/GOVueuD+xLj/KnCYkG1l9JtdD7+/GCjr/Gzb3s4+q78WWATKWUW6blZkm+x3mXzh7xfTd0OWtSRAmhsRmW6ZkwZH7csvdZb8STv+S8BhIda0Jn5rakhdQr7n4HuSkBR+va3FhnQEFiVn56JOuPDUFLeHRcH4rtxO/Nyr8nBaup8oDG8eq6zeAZUu6aaHsk501TsGasKtXC1CNk0ArmQsaZYWHJxgoNHtvJYJci1F3txmVYVWn9MEc8IoVqO83+wsSaDDX8hNhOp90wSF0Em08qassljhmo7AZKAYBbnqTf/7L1lqhX9PE+gLUSBrkYGaLiNC6fCzonlAjzauQDqx+TOpUxOfMLWuyzSbJv5cgYrpxqPTmvkku3fqOrR27sx0q/236uR2assZwLnioiqQSNpGkdhLWW+yhpPaL9VBgQlHosM7vDvvE2V/y3RZarnhp1jR+ZcyK9COUk6z73LHZV6VulJBe5ZssoJuqUVb1rQe2b2Id0jqv5KbkgS8zw2JEa+zJt7yinFxGn6GD2qjWHK/orhdcW9EtECaaqw1M6523MVayoRJrFofXg+Aw1IJQgMzFE9pVMbPdfd9whzdFH7uYenIRFnIVtdvfxGgKvv7AMxJA6O37nIb5Vn8tqwfRJ2g6Nr0K1/aTtoBeBMGCyp2V8cdx+uynLQvnSst8pEq6x3/M9gpvjg8bA1umrEr7wXU+L5upcjZhSJfhJdkdy7YCa6UcW2YY8h025VJw6cLApfrmg7gtEG5yqJo6iVYbALflzChCaCI1cT3B8GZN+V6nU/9zEBlegGk7UXUxjLhTElXsQ1dY25p6DPuAEJXaqYLRjvmGOHr7HfJXJfInxq3rBqu/IYWsooVczPZ6a6NqTKsiIrb1Ucy8Rt2+aovpLneoqUOq8GzszwvH17LgjMnz/OykW/rTBbJxOnPNpud3YtW1LCiI0d+onC8EsnUi/LYbG7K/V+4LUpUPk50+mzGUQKtisInMqgY2zTheV2L9ZpP9os5HWWVlA/FhBspvKXLEF7P7Lqi0wTlPZ2UImt1M7hq23KXxayYeGOkQeR/y9Fz0wSELk43BGPCR3xQo2e66HON5B/4g17OcZ4wL/9Ytl1t0ImCYFeeRZoYx4935ewHtvyybrnvbq0McdcVCnBOtTrtFdHhqYaTsUhcrKVOJZ4mEKiEcSHqu4kr7INCaQ0akWT38l15L+veNJpVVS51s65pQokC/yg3MHG2o2JpphwOn8tY2YemvRH2qXlxAs1t+XBR1nLSaqQJs5o0j3/I2vh2srO/EdFEZ86FBqY5dfnYwqfCvI7dgC+HLHWBkxOFpcpFLG/LHD9d9p9Vneu0fDkbdX2HKI7J7lORZgjoXedlJPKZadok8rzK6FtMoiS3zcp1YJG6T0lmsFxmIu+jeq3uAY2OLyDZRwUmlXUmUfXkoXwrTPABgVV/rhLRwt1qvaRtbmHgVaNnTayzIxs96G4Tlbk9EMbB4/qRbTaLSjVrGufQjOGMhctd1taUK1okFMhT7+oaWKlXdHBYUd4AqVHvJsbV9R7Dq29pRVquu/ypyHfnWMW3Za0j0rIikYPuPzwflMzgEjHX281G1DtaOgK9sGwWjV4HKWszO0Rkm7BS9di7dpM3vEI8NX4XA82h2bTS9yIn4JJtrCd7cJnUBBedraHfY5qmet+g5ZjdN6JthitpTbdbTAsneDNFhGydvs/YaHMb3elJYcmR2XpmMjnya+G072etpzzY7W52z8xqm+HtKg5eGO8/O/37yHa4Ie7lv8odMKq/TGgtODpAz/06Wxcipy8c/04/oGC8qBoUjP+QFURI2l0uP0X0QgSWYm6469O2RSu585wQj/EEFz8XzbZCiL1uBFeVQP41ZxgTQAj5y2AC4qvdZtOvb5kIN1fqks45vMFqE85KrJ66732hMIWQNpbqiILJllt0o8sZ/rJCPEDDjguozSr/odGQlbXqMPd6V4hNFvMVCBqy4K5zA29tg6oBqhkfDgGnGjRljtH7tkr0Df1WaJxX+faa7tmSho5shHMcvldbGrouiObSr4Qfujmn7rJH50T15uMKE6Zrp25jV9ZJ877gYk3JuaAh0F+vaD/ViGMD0Grj0J+rb5/3Wkb0J8YTeR7R5Qu5oTW/l4m6G2dNew6VJeFTEcOEgjFfy6oBStRlAe8ibWUtVf8vJhhdlHhZ72hbWt75XKzRp+8spWG7KBRspcpCqLtd2m7QjCZXuRq/yHbYlvCdFPe77vmM41UAFE39d/QayZUfqr2Tu2ZUJt9yU+GEb4me0YQ+FZ8qHC86Q/wWg750GqJS1Am2/KO4z9b8QrQjvG5rhIDoZcOeqwWyV6cs1vSxgb1JvVEmQCv7Oxep6c4aPVRLIpIywTAfiNFdarNnsb3U/QkVceUCjLIVOJ0M2wfmikSfeW2HC9ToPo7bvM14Gz4KHPXzstqpde3qejWf0pSOgpQFoxCwsM4TwMvnUdGpuKWdfl9cqg+AdQsE7l7H9Z2L+PbfynLzi2xwU1Zumx64jPap3eE8YO04UkCf5Cb73XSbNFuwLTokvbmty7alzVVHfGwqVivK/AHUPde78Qb7WhgI1VHiU/L+wIaXFuUb9qI0k6eh+Wio7b6SKZ8RSdSBOHoR72MBu0J1A0sFQH/ctpuoEFmuqpi/Vxbw81yKYlvV7VbkQOqEJkW8oXzgtpnd0b0gxiRT0vg/F5CI6CaCgLg0keDX8j6L5WX2SAcIO/J2SyIJ7+oXHggxXnkWzWK86XUZN2C2dVlVmUzppGLTSaqSdVJuZrjAnwjunGnbOfpiNg3hf6x+ASEieZFvxeeTB9FsaAD+81DWd3ukcl2Lzddm9k6JGvSjSe7/3GY005wLhjupIJHzFk5+AEh0WNKq7Kq2nKEQDR3N85urtwI8CSknZf3+lzdX12dxWdA+Ymf5XoxKoNRguucluoBcXZ6/Eo18w9f4X5xu5r6PrY6Um3Gm2F+2citfZQWJI1ecy/eF8PZd21Z0+GnDP5Cq1oktl7Qxl+i2CtIAjChJ4uOaONclMRRCGrygkC0WhAGAoBlj3hc3dMpb8Ies4I7feF4nSMUdzafZm48355dnEYl8a5l8itJtA7EKo2+ZdDbYHQVEhDSuuKNS1+oHpvE7fqLNEdJ28+FT9JWGbkSV0b7123KTkxQhZ7/82/tLwNeRia6hE62lSrG7+WALhWuwR6YFeiy+Cta8ETd5Xt7LfHdCwmXdzs4eZcPvxPp+4F/QjKzlqkKiopX52vM8qdnETUliYZtV3VHV10FxYiZcFajOG0gfJTowgUzW4uE1/SEpqUm5B+42JwSl16QZAvy4vuFlmZG8km2qPEt3d/R5B7WDZz9JvYiNCSBA9G2Ls8Wi1xc+kxos+4D6vSyTxScbzV9OIkVc9ANfm9IwiRO12LPxhX7QalvsIELTU3VOtC+Ts6sP/LdLGmvNL/oposi1bE8aQQxhFpHKfdfQ0Sf6j2bI10nFs6gc2i4SShN1N9/MALYQ0WdElU4kdv92wAj5xxP60SZGhWpeDJnlSq4ZwHvQ4ZNKJQDMLi7d13KzfWSAmETr1IBandFLQtfBEx0gNeiwXm0BtY+FPEPRFCCawRM/3ja3tmuXi3FOHQHpxPP5LgvsDihSmW+RWqtcva9lCq0q4XpC+hA3bU9lQPDKa1YQmBgL1lFuRHRBYh+RTt5Y+W4k99HiVRXHgvZyd0TKkayh2hhkTqKizUH6VUdsEnRsrGBd+IzoIbE9Jp6apDQxMR6jAbB2Yz+VZxXLi2iATZpCw4mvyNrSILHIkYpY2g+xhoW+Ym8NnW5rzmmAijoDSdc9u0mIJ1q2oTNFeiFw7F1JU4q263MoB6R0qcBmWb3O0hTRV5c4I8Sh6jXx++IOWTofIIoTZgkwb62UdcK1Rkyj3H1tHm9KyAY4G7PYku3VTu21a6IZp9njRybWpDjWyRs+pZ0BQQOGEOOsub2APEqfr2jqSLpuChLJTNI1pHITjfyG52OpCWzXIK2YFuWc1ZyYo7lv5KYC36FFoa/bDWtrja1Sa8YkjcCF6lXiHmLUpn3fkPqmtI+PEpI5bfRbYuPMRcz+JeifboRmIqyQC3iKkCNuWRPjj9n6NleFCwjR41lKxPF3+YV4PgeNJ4S2a2LxEHexl2gRqEo+8+xkA8VltlHvpGnkWnxUHdFpo0gcvr3oSTlRFjTw3JWxyHX67UzxOHYEM/VgRHX70GKilTAtYBClO9i7uSkRkIFFVFtkx2sMTDmc9Lte35S0jDgqSleoS9DDmjf/XQk1jJBo1HreNq3MIE3S1tGW0leSmX6FzEBiOikTEF4Ygc6Zk/PWt+0OC2uk6o+CVHpDRRUwmjQraV+r/ERB6h0tlSISdAG4KFL55lHGIBKd5YA1ATyk5KgW4gZJGwjg+jVjQ8e2uraJu9Ks79e6zT2N8UDgtPHtDeifvbCQj9+ancGPSmZ7H6PN71reZKQdEPy0EFlKd99nERCC3pnlpDLNskadhbY/KBDud3paJc3oSpLMBjH0QSO2jMBoWfB/U9xnpK5jAOgA92qVB/FELXpZFmDXjap2u1/wWJtbDhYJHlYGfr52rl2xdVDlVNDrMztr/kjG+cFs872baiKIzgI8CMakTmvZ5Vswpm9W9wWxpfu+t9bnA4FNtyvL5emMzg4erdWQ9ENF/8U51CsC9LZWd+czkrw7Wa2iueO2owVtD5WEVfbG5iFbA9K3YmaM0ze2pXpXyW4mp7NtNuu1XW1TNgZvkCWlThjl62gd0EaeQWUEEnSSFgpGfI9xqbMqybewDXX2n6EBg0lIw6yrG4oW45MhNyR1DQwMirIesCBcW6q70rLSwzr7WFGvCwHmSyJML0jIQ4wMy7jR33tbpDrl1sF+GJ9H2o57Omm0LxFhNf1R+3RyS5STlfEMrQC+NrcJvmbQry2qYBOBrQEQCm+RYj87fe26EJWGlqjD6Uxr6qqQq12/VXQ0g60OtnVhRESgX0O+1ZpqCXbM2PUYeGp0TJiB+A0EmH/bCb5wOvtdVrcZrA1zzxFOGi/ny8jziSiHYRTN4yj0/MQJVosojZahP1/68yR2vShZRGGUuu48XEUrby7dZB7LIPTTOFosXG+RhIv5fPHzyjnxvJ8XwcnSD0+WgXOyWDiL+cnSXZy4c+fEXbgnq/mKPnsn7moZnLied+IEi5PAW9DTi8XJwnf4vtXJInRCjIMxfH50fuIt6IO/8ug1fuieeI53sqCnw6VzEjjBycJdzB3ndDGXXiK9Zey50TIKxSIQKWAn7fbn+cnC48H9kyWm6ah50hTnoZqfu1zSZF0vPFkFLk0X4y4X8+Xp3Ft5zsoNomWaCG8l0zSOzbBqvitv6TDIeiAAulrpadLsfd89CcPwJAwWc5fAdU4c3/3ZDWjNfJ4Z3ejOf14sTxyCzlGDeiFPVK0D5rmg5aQnQ7p34WMZ5ycrWoClT8vpYKFXHp6b08LQnoQni5VD81+p163oQQ06j0gDhgvaAlpcN1jREqx878RbrbC4IQNO2zl3TxbOkmYU+CeOO9hc3qql487parj0T1YeNnUxJ7gWeI//89I7WYU0rdWK9zdQK+WH1gx4x5cnSzzrAysClyYx9+lX2tw53UqgL+bB6meH7vJpQjTGyhkMsQix4iHtHC37KsRMXP/EByT+HFsYnmAZwgXmRdtyGq7i2ElWPuFjKMPUm6/cAZboPSXcstcK6+wuGHv5FcBH/yQgfF6sggALvpirrVy6fkCQ0W74QejOsYD8cdV/9PqPvv4YEG64qyCkFaNtWWHLCBtW2BlMwPE8WqzlXC2XO/dXNDmPMMClrVgxOtBOrmhLfWcFvKJ5eYzA+nw54eo0cMQqkPQiKQhN3HlKB3mIyM6KsMtZ2jttnZAl/bh0lgA9BPrQjzjyhBk/4051xhzcQoO5YX+U6e65PRhh+cLsGuHSCm+nf/l5wnKPxqATuDTnYDQdAnK5Wi4JW2hrncVi6agnCe1WQ/RergzxYfRb0Y6FelV4zoE5G/Qa30YqBhjkwAk8IONiNcccabyfCbm8RU9OnH52/CDoHd1ISELPAqsJKQlJaCPpi7c88f3FwnNPY+m7y9iJCBWXCW3rkuiw3gqPCYPj/4yJBqeEG8nCT/yFFwmfyK8r49UhoqZA7+aA5WVspQNIB4pI2IkzX4Ciqr1iWsMABOEI8qUP+sW4hUWmkUJQGI1RNP/APT3ECE5hNaFpDTAqsHcEC8P0gsajDXaA5zTeIjSoo/eio1Q2jSa0Z+RXDwdEpVdEWkPGO9o9Oq/u6tkTR5/4uLkgQuonut035JFRf6XfulJEbkn0jF/q4RqtJQgBrQ1xB+IQ2FsXe6vIHw0L1qGOoTdfup5PXMGj5z2626O7PZA3uhvDeWr6RKWWjJHOXJ0CG3ZXLRydcUMgaUPphHs8OZ9Gou0gdnEqCbeFGyZzN6JFpcOW+n53snEiFfENR0dkbrgzYWBAqEm/EZN1TwI9JcfwtyHpp5Ve8NElWgBkpVOhMbEjzSvFl4gDAYV8fl24orV3QYwIQEZAxfwwkwBI6+0fqPD/Y+/NtttGki3QX6n7dnqtNoV50NPVZFunJUtHkqu674sWhoTMNiWyOXjor797RyZAcAIBarBdpV6ryyKZiSGHiB0ROyK1ooHAk/2EpYPh4EA4EBvRPja2q6+xLCNcCkvdNGQf3DtwqALKm5oRMf2cukYKtHL1Ygp3G4tDq7SasJgDFFtElcepCrCCI4vbNnb3uQy8eB/TZVT8vLO/LNCo6PCU3Gi+eTeoq8B6E2K4PMr3UjQ6VjnGceSUW7wUMza7+hB2MZZXhK0pIEyEI9QRFBMQhbVhjywrJa2TLJv/YN5kYRpNFFKZ6EXgycqSPe1zEDForktwAsVPXCGgDSuc2gjP7wJTBFCaERU5pJF8CXUTaFlPZLMIUASUEVdwNCnJ5EK2ngo8Gm4bchUvKmoD5kLKLovaoVToEN1uOfbeonKLOIW8ScCtHIo+d113n8vXjfYpGWR7BvHyvWT0IRAiQji+tce9HXCcsCj2bc5z1CsArbIEIiGNnDCMCyucS3F5vFJ6x5VOt12/3B62zwWql8+CsJaVDdFOaAy4Y0M6Cgg3UJztPK2QglCvFNcVgRW9iam5cRMANiq6ONzn7aP6WoUkESjglCMkixPLHe/n8AIcJ0xrFPYwV1lsey5eOgmLPIiAAZYwMm7nzJe9X45fuVH18gd+sUS64V1iyAizYeYqncKXC0bQnkOp4FLycuBjamZcNwwjkbCAfSIcLFg8kMWuXs1bQZnoCHwRicaYa4eIWkY/iC9a0jX35AMHDoGwA1vF7vkpjKUsymxPYaMUGKeoFMZYUNQCsWwAbh3Bxp47l7I1yWyGxiW608PP/UT8EfhiVARvIswvlTlG1V2UwfzGW1iogTwfZDou48eymlf0rCwoGCoESMuClT/Hei/qNW5TmJe2RdVsbvAR32FBihCw9RPTvCDO1UaCs/gQ0tUINFpgHhZU4PeSLElg1akcii6n3naKpFpa3Bs0HqFMaKz4jq9hTejjWWGBOmJK0MzBYEZ8OxpKAc0Si9ou5KrkUoHNAyzphYKV8XAQ5Xw1SralUfSlPQCk4GoIwH1ZtRElNdZCBJvW7L7aEhc95AksEAOLF4hLqU7bl0ssnEOxcgRL9YX5mC/lSC/lVtaFtIucOOZQz5dYqO2ZUMA6cDT2sRe4Gu5BhRBlQGKEHpc2QJDABpuCFsIXeHafQMargUhnUaU5Ad+c4IimgjbNtH2J7Wnx4tRueCY76MV2UgBhWl6uFP6MAtdW1fzScHTF6ItkKmJeOipNYkJ8h/fxzQhzqGRzxDLEEBD7GGzP2MCe6M8FiDFHCzQmADVk1Ytm8+ZNbZ+XoM6SFQd45FLVEi4uX4kTh4HnO1PQ2n59h1fTW5djNOe1S8T2g/kmLlcBhYDeFAAbsFp7CgsSJkEWen6eZXEUuoVTjRdEOR9WS03XrW9eQRkYkyjo5b6fqzxKEjxekeZAoaG1oo0oQUqVX3OSlMOMMTOywIfq8WRlvIFdR9GyPCie3LhawHHdPNYrdaNx7EId21i9eu4cLYc9LgM9QgFXsqudERT7VCMhcTlxqS87kzaGFtG23nmBVQ7z3MavVDknIhQPCk1KQXMr6Na8FA0lF6reJQSE+QCkE/E2vSiL/DSJLSvxHGh62EpJad05smkCkX8BL0dnkehVcaFh+8W4sRtqmKwFnF67sg0jI1j0BtOPTGHMpRQ6RHyYF0qywPN6ECgw0iALC+jkIi4KVRSLRhpug4GNuT3sYEGMG59HpDUtLX+Ry8R1GFVsZBmUQIvASpBFdYTicEkDFMvmc/bNngIO88M3xtyuEL5FCGVrJAP5G1mQopgzCwI3nONubRCxg5lIQslSixK7zyHSfNULLoOo5/NHePTY6QVBligVWb6XB9hLfpx70SJamYtgammtFm1Bj6FdutpsTIptYf5jPAmHAHCWxheXbwUz6NmpFjfXNt6ejh6N6jCPelE7BguXnhaB0pEf+xqXejQW/YgKhho0dDWgxiCJWAgtq5fzNaw8zQtXFQ5Qmpu6NTHqhfVNKdNJ7ylkPfEEhi3SIjO0V3EEe5RGRsClTmGJr+hMsPkofmCce9ibljXfJNqU4pIJRPjbeidCQOI/dMw5LhEq1Hdl4DiewejLJmqgDQGqTwx8hYy1W9FZshzEV0qXIZdvyL9FtfFVIbpjPDnlObo6vvYx8e1dbVKJG5FKx8KNgvkOrK2sufFQSkWPsI7+QBsgpxelXoh5cPKUktO3HCi42lw4VoWqDcSLPVf7DzgDkdUr3Dh3iwJrNgvcHIYoZFZtgS7tU0qK0hiE7aUHPCwxMF4EKyT29yEnoDn2XULW/dLessolwc7iXACWiij5tF/atdwlzLwqqrEwokDji0DEs54H3xiKxoXii+PCpT6m45JOEvyEJUhIRP9YbKR0LF5UyIBFdOkYRR3ElgiGSJxYxrWxaBbRh2jD0EIDrLQgNA5QwrxKfjocdRmgCNgZH2Ex61UFiehWN5VJEr8OICNu6u2vKAJxhUR+pVOWvSV+WBrpIuaxnPRtg/05zKg7w+vuB0plCK0oDHu2m3le4UbKCQuA5piRiJqPx0jIBZUfyHjRYS0xArog+Rc0dYQXAYKKawi+EsZmz4hXP9QeukjsBWCtso2tDUUslvUOhYALArsKCBLg06r7tANfu9m8moeLcSI6hR2zH9DGLf25Ad1uoYge6EZZN3Tk+iLTuWJsTh1HNJYQitGRNA1tev3LoE+1OkQeYN1xI8SyKbjuXeicWMvAuFRojnjB6OpAv+Vpr0+XWDk+vVEOZV1EJR672vivxkx0tTaeeBOvl9mFXxSpRRs2j6M88KJ0DhPEuyHO2nhuic1tCgGMMfBqNYEUIQEWMi1Y+pljEV4SodFiXCaXykv85rD4jWOEhldUhmH0w0WBXudascqd9Y/i0fNdwRy4a4zbYLg42rBQ1tih5uGhG1zBfNVSKVdKBCHixyGGwJOnpTnkmWARPbK4tEtA7fgG9dMwEx3JeKI4O2IxxsVrErg6YAjrDO+JLyL6agOaCJjoSMwZ3AyyJqaHRkNSm/ratmi8Ekp6NJNDSIUSo7aL4NB6m/8Zl8gWCjHWczSfRfERE472/DTF5XOFsYSCw1bBelvj3fesBf+8Yzk6ZurZC3jHN8FVR8e9MOWWuy/u1WrxQntDT3m4hBdJ1Daa32dBynKHyiLjtYC9IYAwsNCOXqyyKHIxVl6c1QxxovJK5nl6uccEGHhZy2E4seYBXQgAcmvRcI5Difj5wMxLvgeCgJiLVDzv9Lbpp4pq0pj70LG0ayWgKvFMxNLjbgdu0ZZ3yKdi0AhGAGyRpVUps+xgwWFEYDlEpeGhY2PEGBAW3COe8SwYBadhMqWO64pTjlLKc7TtI0/sRNp9GYischhfFXeEvEEkbylIWL8iI94Qsj0v9zNVxF6RxJ7CQyd5Hi6sDzyCVw1BaVLS62vrDeCE9F3qXzAbAE+u7Gm3FGU0U4F05opgIYZWWnoUuJAZftRLABa9PC2UXUSAnHaCZVGtAq8UFhLtoUFDS6SnPEAsP8yTzFEp1mCe+Fb9LWq2rjaJYyg9mWE7LJU8I+OAbY6JPMcMkkFywQIQhF7iNFtEIYeTkA+3N56umgdR5IfDve9a2vftldEg7HCKJtFdIXdYvOA3oA8zmuv2sATsLiFhQCnkcB3gsx9q08G3Ih2MB0S2BcFTjQkxACuB+jTE0DoOUaktC0PHgey5V0w7ermrMQEyd1xTltYEWJW9JMmzTFHgAK5hihI/X6Q9cFTMVrKlmwQnbBNp13d1rZ6bBBbeJ0xjRXBvA4DOHW3i+onqOrCEr4DstV1IP3lQroL6InIcg6XrJqLriokZS1gMZmuonewLahZjA/3iaYKJZkeU9xLxHaEBd5VnV1oFUxng+9UJ1B5tzqHo1RKcOjKigjcYZbBlFgPiQDG9iE9jHcUIeKEIoxm5EiV0K5DqepUUouRzXIEeNTxGz6FADu3fZuxMEIaJKM0FvOvW/Ic0ZAJuadczcEL79Om3C3peAUHkZXaOfaUyzylUtGThG04CUbYjjxUYMFy5MWhQOnQ4VPf0jK9SXG+CTvSTLoqGEtIAVHu9dWShau3U9Qrem/FabDq+QehpDw+2CYNnoRVVPISSNyBLTXYaAQwGw9M+Fxq0Itk9C0Y9fT+2hNip4SHTYnp2IjonYaV6VrlCsfEdg8MI0xxGsfQMau0obgqPEls/NvEcwycwDb0ebDsvSRwVplkKI97LgaL5kmenRycfrk/I6MT7Wj0FteE7UB8psEWW55GdlBsp3Od4e1EvTyzlB3aC9QRtGOYwjpe5SvOtJmapBamIkfH8mo/QqwV66hEVKLZwn64wh+QMWWVzQ0rLEi+OerHnBJ4KC4x9kCSwsVVmLzyEHpQS6mMNanuvhG5xFMq13bl7js5KLnNGf7Ws1MAtplYmuqMdRghmQjcAGnw3jHCoETSt0sD1jZD0xE8sIsq3SvOMgGHOd9BsAse3jaB3tCVsiYDDzc0IlbFE2c6E/PuyzQUQ+XJ7bGff0/Z5KTEd4/nG3UWuUXFzDYmWEvcJTF5zg1Ie6ualzVk9Jd+XIetqviqL0KHLtDLZyCUgPjd8GAq3kAQA4K6AHUJuPg3+5lJNS1zM9XzAjYPfpRqJy0BtIB5P3zLmpbgKMCLem8hiMETgiSOkOuy4UCOVoJdxcUSFE2SFk3mRlSZOCVKdwNrXfljb3w/4mvIqTsTIN114blxTDqFYI9RTjkRwo2p0xOtK/wx1mJ4DQAZv34BEhw5mAA/86tu9wLIs7D9XZZnr+36QO6mqA1GRGaFALoA98RY4QT0ow/UhP3LcnCC0elB5uKOb+QngVuAUbhFXHsFyB3KsNBoOamHSkO7KSnIS0TmBsXkqKE37kq4XGrowc1w60AKLeNLShqnenTYhZhUnxRItQWY4V1Swc/Sb0Wck+4ZwSCItnuHySZCNU0nWIfatVRNwpewDGAnE1KMRJDJXmws6GIvHceKeZQV+FgU+4TrGqFBWLabryqsbPSrXKSUml3TIjVh56QLZEUvIUgaSbrgKuQKqVqKtaoq7MLAWkqAV9GAhOVkBRWe5YaisJMtqPBfR9lb1qnPOUSRqKoz1uqKpKn4GzZ+kqUGrxsdwY05kf2HuariB29Z1Kue7iZ5ZdqitUEPH5NDaMiFkkdLdyCnhuoap7EtssJwYXN4hgiCBEP0sq1coyNrQVkXuZYXleCoPS+et3cP6Uq6Cnggi2FVpkUFSlC/N60I42PWIY+TUPvnc6PTuEkZpSxz7n0sA1o0BbhAuQQ+mhe1kynfsDPdKEpU65WyHAPBBHlmYGSd3A9dL3KQoAXwMdRc4eaKSDCvSw/PHSeQt6n56iPU6wYsHWmBEYY34wMiCU/FCKujra+pZaF4grm9h8aVBaOGK8l4uDTdcic7SGtXUNzspKj3sQPuRFtXYTIy3kH1HTwIZXJZYixJv1XvdskhUo7+cgQlNqfTE3+TSrxXTcUi3k/5sBz2sC48MlcxSsa+iNIaVUA1GaDwxsiGgvWmAR5YQL7DiXIG3ssiEKAhUWqI3/uxXoQlf48RYj6Sw0jQb0id1DoMYMXztkVpGMhf6GrXD+woHEhaS1fOxmAJMmx9YiSogtiCnSrEuEgw7F6smwDgLKTVcMIWdOY4OLHFQVCIq8rTtLwRVI6BCmt8hg8uComPttMPoWLT7RRgImieVEPMaUxrzesBKkP0kucEGjdsxOCqnjPHJmO8ABgKschUCdtkqKKwsjvIC3xVBEYQqzqI8g1wJUpsEXsuIM8sRvQZx4ZTUNSFuYNn0vCi1Us9K8qLwcxf2eTh3yVKZ0bdLYhAGktynOU4oA6mxqEyOgGuF+/ITlX9EyOMSH1FjWr5FSYV1GVk92y+8LFdZEaZ57BR5lM0dAvYCwnOtuPLyY9VEdsSlGouUktkFlA4Y/wmiKsbh0muyhMAjM8WBNXd30EtBXUQ/LZ36flwRFXTUUCiSdNLGlDYCR3zhyUSMrwDy2dY+4/R4W7S1beEg+a7t9qzCSzOvIDAGQlcQO1HpZXLppajgLmMVjCprH79+d0oZvYdtM9wu0amOEupwK/eyjVvKasPzhW4txopVV1H0aEVW65tsfKduLmL6OUCBxlK2dq/juoaV6htnI9n/JM+H9DdJlBXAKqZjQz+exM7Fx88QHH20es6AtbXW1qEZ0mi0hyaoUYUsQX0Yd8evVDx66jf3KkTiC4J1JRzCBYm7U0XgpTRkhsgvrVYGzWOuE1xGey25hoOSYo09aGm/CI1Wl75ZrB9XonZGUwJVcEVwcAz8j6oV5FQRzrmYhXCDlvS0mRVg7kLXF2Whg/A+IQytOdfVGzI2tEcX/7M1LxOv5ve8HODNglRMgbl9RwVWkJfLpjSoSYF2XaGtAKVZms9uifnA6BTMTwglV0eTHTpY6PHAU+G7wO3lFozrOIuTPE6KGAo5riw21y196ZwSF5iXsRPH+MKBef0oEma76y5vLs/RGI+MY4B/iZgGGmuUgSdGPQyXMhAKMWVEJEaCy4SGtLBUAcstLEJXqQR2U1ypHHr3xHXjVhYtqSzUY1FAlCYLHfCdE+UIHuUc0g/P0YhdWpilECBownhgjAxPKqrBDJ8cKj8wv0cSUXa9OO4VKSRvVAQJjOIwylOVhiVadzWpiSHFucoutUqo810q/4zrB+KcoWTxJfyjiUtsRHcbHiAQRCAaBg8PUy2Ctucqco3xSMntuL5mzEUYc4/oJc0zrGpgyRzzkaZxUTMmIGd8M3IeeUtMAdCgKdbrUOM+359LJjpmbMgwD6gJ6LlISF5Ki9KewC3tnIwQbLLCs7GU8DGpuVCxbvyaA9ylUcCPeHBLb3OvJBRxxAIj2Srvu7BDfHqgiXCMwKaYjUpRJUlOgXgifPHI+XEs68rB7YVXGEmEn6NkC7HBDYx57WqjDMMS+PtVtNMNjHvfDbQLz5+HyN1Am7e4Bt4ihLJxq7g7o0KVT9VgtLjmlgvFgYrdJ8AH8FI+A5IBj0V0+YiLgJE7CaqRqdVLcUPlFKkVFEA1itrFqWtIH4/bC/0Cyj7LigJCTSmVpa5VAW4vc5PcynExWI5FhC0flz/iwfwebKHExq5O/SCFzsqitKJPhb04D/wiLYLACjOydAo7qaIkQg0Pfa9XJJihIHfpHc/dxM5ye74C8Ja2Nk11SFckqxeJuysMalYWQ9KhC7nVw+c0LLI8L0LLTYs8TeKK/OHIAML6EUI43t4IJZgTkfgo5vJbNJ9XribhfQShYQLZZkrEjcCUEsHo3JKVpaM1IOGyJ0E3m644XEnn3DCsD+PI7UFv5HZhRXSUA3TZbpGVE4QVTE4/XsfdZ34fseS+wfvlDotM9JPoqBdBcxMNZtA7AJpMXUyrF9f9KmOcNrbPaElgGZ4zNqajWfWeGIZ2EBgWg2tesAZxoUuDytnvGY+O+B89caYIKZYerEibeX5snPyRC/UeiENFJHFswdqyMlivwKYZzCwIH5hVeSWzOa1CJnNjk1npMsaqqQhVfNVm3JYueXwHS4HWbAiz2u6FdmQnXqYggywILK6Qin1SEcpFUFmynXj5uOYjqJJsXD10Hn3rHB2aflyadcfTPBwgPMF4HhIRlKQD+GKrWWSplV508kDp/RMSEEWNY6jadOJzEfnQK+ShOgHwqUPBhO+gGSE/SB8UikHr5LpFM6BMeGBYoQwQctCpImmlRKTSu/t8Kwv/xnwT2OgJ9qRlq9xL8VZFlKRpWhrIUc+P0xAvo+yIJDuryIo5owxvLAHGGBaXGyjPKfzCIs/csWtZAOQYCBkwYmynFxY5xCe0eoLhsMJY4dEr08Jn8lP4ho5tvIRtRCfGC2ggx3Q6sUoJ5N0kSt3cnVvjjBZ6sDSEUgEJprdGLIlyMaB3HtKgKRI8b57TLqiUltafWHKStuHZZdyCua/2+oTBWJhiJJPEZa6ir10hQDJ+bJxUNpl5DKdw+rnQnB4EI9MysUBzJwOeydxKvpLtLjEW4XLRL9ojVKUMh8JDwyJL0rnsk+WLiceeyKCHMT65ctLEygFI4uqS/r7sNo82A7059FN6ZYIh81n2BXRCdVq9OFUQkm6QBCpjGlnCHVcPtUiWIK2LkHwGYR2JQCGoc+Y+8flYhQL8tGjFfAaa1BCanFZtQDMTkSjHOEQ8yU8WSmCV68nsLkBFiiVoLcBbD8+KXmmcJnRGOG5u0dVUWwpi9AgkYloAobhN/i6wJa1HKCmnsIHXosBNVeEqGH2lqek52lWHRRhhQkNDAHFMQqWnbXnP18SfCq6IYKV1W1qVkWb3YVBMJJAxU8+41FxhawVzPydHQWcj+hRENmMEMgiBtqs0hRFjRp2nafoe/dcuoBg0rJ3HEPyBslK/clDh2j3o+sDCKi2KFMgZONV1yikNeth+tkuPW5h5GAGsnaBCE0YxhJgm7anh0oZtqz33njYKHHL73B62khUC7CUwh0MGPr1KQFDOCkVWUi5EKZdGeJX7apcRHiuiZzKKS8qB8I8ArwJxZxK56zQDMRU0FI5kxGM9Hlia6IFJ8+jXwNbARXoEaWGk0hw7L4n9JMCQVC8p+RJ82iD3ghTKOsuLgOiJ1PHyFWgm0CVMW64nKTSYvKCIiwhGO9ZYWjU0sQ6PIyZz6pY59KHO0CpZH+LFD+auurlhRKvWl9gsjQCJDfiBJP7Qq+2/EXqsWDdMOvR8R4t1yMOeE2U2BG/kpD5kQOJDyFRr2vchdmOVeUkIbUY6EMTnHBd6ZaTH8yXIgTf1tS/I1TE5yykt43iRjGpQg+0J61YcHjrJORY2FiF4ADDmBdYcUXsA3NqyIm8JyINrGsvfREfoNNhnVpOOTgRz6iJQCkc2kFWkvRq0S42wjkxsPphTgS1dViCq4B2jNq4O1cC45/RL3hEuYDMyZxlXKAc6puoW7r8X6twICGZJs2T2UeD31hWWqHBOKEwX4KVQUvs9xnT9nlLY1HiIvMCQuAkAaOwtSFgxD0ItYfDKdIj6JpNZSIPCPainipRx9IqLapW0dq/mpHQ1VZnMMaZ00bAy/l7joo2hZXuF78ZJktoArj6MBztTXvV0ssEAWD3pFGnvhBeVK57alunf9IK/MQaQ8aSWa0U8JFL0InJ1pQfhYXk62cyhC41TGQceRFkvTLEC7CKF/ZL7TF7y82xB88VY3J5vJwBTsDEz20rzxMoqH6UHVCn0Hy823iZ5TuyuXo7ZC2D64JVTO4KBrio2uUe/s6MFT8C8QUHQXhzpOSTFAbs83i8jQ5LnFPo6z6kyM8I5thb5L0wA7nPbJLLSDiaQJv5lxlDoG8BAzGgbz4FO5rYldcqBRRHT14Jxg81kcVs4kVB8dqHxkUtSURU9k1kTBwwySQkDxorLSTPo29sXWoG3jx0MubNPShs+QbfHlifp/N4+417Yo4kFTZsA6GGWlA3MhnW0hsvhQ2D1IPc1Kd+3TD4puSQWGR29zIERCRsqTCOYf1YMhLYAfjC3QS9LVKhSJ7MVXdsqT/1sbiQxPgZzzu2lWE6hyplHTqpXFmB1V2ghllaxvIT4UrCQOZPQHFwFNYNgmSJiPMSeSeAO9Axzi8CyZGyDjtKQMCnWKQ6RzLLAQQerJuiFClKgcGFrp2EM2B1CMJsH823jm8EVo56K8zxJgMRVkNt4SdL6FwbDDnQGuG88wrg+sKIThgq7KFZulGWwSAuv0v+SeR06VX0aw1+s1LITGR7R3EtVvqegFk9TiewyFEgJLc3pr2LcXYM3xj+sUKfTYiMbwQ+TSLPdsMt7RZAkGbZ6nBB/QiZGefWQjl/2CABQAxqYysqKIsqz1E38Kj0s7mUprO6w8LzchR2C/a4Tv2AHez0FKxB4ymf8Q8WRn0ZBoi8vgxcGZbIlxCrWPD9ElRVIy9ESaqVmMtFtUOYoafVtaBuhpx06LnPEmc5C1OKIJ4eiQ0w+PVmui6nPPABuH5DIUVA9NrZHubwBAQFcHCqISGUpZjwvYI5n9dxQB1fBIk4D4BL8DAsAhhtZM25Qa4UBtg0rG7BcZwAy910L6tgqM0SCN2UmpED4eWEeuke8eWSA7hCbWl98leK3Yd4KTW0p3RBgJdHFFgqJjLEA35hXmh9HRpJImxDQOu5hQ6ZA4WGQZ0HoxDEE+nxfSrorFGcvLsg2oip1M9pLSWSVax/IzcpiZqDbdhoy3QmrrJ6djUn3aFzv07Xie4YK5rNESijfxDGzDwCFXDuJPYiqJEms2hjqS3CrGOdCbHL77cWKBzJmgaF0MLJo61IpruQ7eJ7mzGosR+63+KDFCPN9HWTFH47fi6DD8jQPYYAlGZ5cWblXF1Vo5bJkEEbQl9pBPivp7IeM3Pr+mqRlLa9sXWXENxGGWKJakrsqxUpcJhRGbyKrZJLjbXA5k03IxF/sBFtKFQF+Oz0LdhRsaZU4CWwPhhbtucPAs7wsgEBTMMijAgortaqVDYwnJCU/8GDOO06BJ81V5DpK2ZlTzIkp8oZBoKVyIEFeJtHFBO0OPS2xgNY571qQZT2op/Or3Dky8h0DjbTlLkmsnnHnlW48WCKhHfeKHHAyCLMsdGFyp7kKwwWgZkt4iEAXSDCkmWGnZL0kKlBJkBa5slXF29GMKGbHeYypQyHo3CuPaoJCazWVEZpf5zQZb3nk2JUSMutNM6FqBZx04NWNXR1BgKqj1NIWA3PJyM7kznTEVecD+Um6lOiKiB6cWMWQSY7r5gkXYBFXXFtfIz4MNRCfXgREfHSZVNFVky0d1MIc/lxRCuJ2TXEc5kCySNUbJqvroghSVQFCPIdhHdsZNJxNoUu3RvkMkFY9hTWXZVmscivNAGIKbPzqd70dMAtYoAozgJXsA0AVrp9ib1vVyxC0Af8Ywq5de26vxoCWNEWrNrYi+iT8V5ZyEMenKDjJSvDLlAsWZPGYjxnRjImiKm/S7ujWM948DdboJRasouGn4U7BVnJlMwhEDyyLBiFksaVlPbRQ2PODzLGL3CEvJokC5SlVgiTSgmAjU+jAnC0sBld8GJBW9XvAGgCRFVgGDQcmM6ESDhi0sgzGIje6zGXRRePimkuZVSwkeUJsNosBfF3NzPc04a7nBlkQ+FFYwCCxgjjBUqseGePeSz0HOBOmOuY39VIv8SoeatRL8gQzhzsBbmbCY/Ts+mZkCqAuPGZyvaTqVRwtZpwYAEyGukStjZZ3tNwIZJORyMnaepKsCnHg6hpagYMbuq7CZrXcFBjMgcVHamD5CtDevSzIoBJsLrkwYzQlW8qPETeWRfmEme7Rme74Ko2zJFMYdDvMK0Wnb67dmDL2gaMLR8Slbbxal6eqj6Qd7Y6kjlk6DZpBKO5J17hWMAhRr8hgeTKlKy7CVEFKBZWHNzDABtgHZjF0dZ4GCqgmTwoMgppr6zT0XDtLChurDdOaujAUqmv4+j1cKdfiSD0cV9LquZRhCpXvVb6TIK4FgR/bpqCUKxk1gXEpMqFL8pJiKdVgR1jFbyLhCHJlhBmEBh42sqGoaFgCldQnAqrOhnQMFLAW1kOBlelAwQUVo6gX2AmtnCjB9yFwOtbfHMdIooqn0+Jt8lx7sFzSCEoF8rDAKmJotlQWLKDiMMkmECeSrQlP5Ih7sgrdwFRACMOl2KgtxfNMNRTtYNUFuwKKLlvTO32dscEdUYRB6sA4cljlxkmUnwBR6hnwNR8fi1T7XgJKtji0rVLZrlaZKJk/UvGhIsw4stWZ/0+XvgALx41is9m5XgyNB7ZwL3cLN8nzwg2zOLegcP3KnwK0DMMQk+jTH6BwYRWnJVYItL82YrVOksNsHd4rhVJcuk3qq3+eumsiXWK26Uqcku1M9k7IKmSalEBmi6QcA/xHPQt2RxKTreQXsY3VAYhQPkxoOPdAUAFjlznGGSAoBIZ1E0je6pXCoOdT5/tBjm1gxWGaeYlbSYjQDD31P15N/BCSvKvLZ+ro00LJIU9bJDp8qucaUM11hYlGwnJkwaj2gyJyisRK4twPE4A0v9SL0FZhD0o/STPW5HMU5gOrPa/GOXJ7KsF7xDCJ7MJ2HCvDOg6qn2GhhaHjJZmVem4SUwLAEivdNgRVUPyeSkJfOUESYrvYi1DdcI/5ugFdCaa2lbu4zH1rTjPzS0Yj2SaeOBwlih6XrBsyioUR7GsOAK37IO4lGHTfTbzCAshw8GDeXDZrziPZajbdHJEtPAsOOt7PYskOJ8Qyhc6EiM0rgwWjGUcRBsiHijWVRwCFo7iwMA4+pHbqWUFSGXlB7PdSW8HsxxvaUFMw2Isw42jD5mR1Lp8hSE2cFCdoHBo+tVvWk/MjvbhrmVsiB70St1SlGo3F5pi4lSPeQBrqUnKpLCMiAl9YlLKnIE9pQGJXW0warfBIRxRjQpNCpODOJO9H15QiMyIwriZXClLBZNLREjcOtOcpkBJvhi7hM/NX50rzlWABiD8qEH8/RsgN9plyFuzrRHumXEYhIBnwYA5ZC8HrxRDdLlZhVbiKAVGXEdzQ8iQk4K2b5X2mVlpM49EuA0vvy1qsuJ4+V+WreDrS5ZSeP8u4nPm8AX3xPfpQEqD2HKo1IkE5d0pTI7Q9sQKi0DaWXVnCwhJ3IuNvQSXfRA5ooC0munbO2MQBmMmwZMSFTPfJoIddN4Vcyq3cggyw0gWqpR+aKBhWG4m/MEmt2MpgrKSQgzTUy0fEW/eKAjBN+V5GP1ukYEUWbvW73tKhDsGFqwhLtDbZNfUKw6Emedo6aYRYO6KrMYRaERUFkyvsZWkAjZGkKTSuD0yC7VCK4RAggnWcHMmyNm4Pn8PG+IRYb74p4knfh7dh9sryvXowTSXgKNZVtshj8B2p6xJJtVzY9KFUktIrhaZLpnIYd4kqYj/JYWDhmqU8DBmuoicEq6IXO5CZaWp7EMgFQEIBM7Jq55op8bSjlQECVyJGXkSBHSeYUuxsG/IlC6LUn/eMYyAuG7o0h8WMeWFavVVFhyWJIXZFt7COlxYptVQATo5fFSnRlFdPsJVOsYyZaOZrBjzEA5Wk2JZQnMIIhfzxpc4PRx1YA7iCfgVY/7qqDX4G1Ce+UI6fQwhjTaoshqovn5AVnWCJYp7jFLBM4Y9QAShUv8cerBsnwtaBZWM5UFdBmNqV+8aVTFAdtCSYCip6ViT7pu7StbRq0ZQyV6LlLG9hVRF+CRdJhWThLIvjAPaTsIFk5ulIBBjMoiSNosBJI1ZkCGBNVcuy57K2bIyX8GChkQDuOCX0CwPDwsbCcnvr3OhLBY4CYHI/UUCrgNIOg3t5HEfl5fBj7EOPpzCA8iyHsvUwMtW9tJ+7ghS+FKgMl2HdnPtuKhmaYkFc+q4ZChoL6E4+KfUIrU/STALZtBKeirECrX0G1APs4IgZlZaThrA3Jas1ld1sHoxvta6Me/V75PUwHvgec8h9iMVDsgR/X0xW1PIL2r6s7FmywBYARVDb7FKHTZM5dI6EJ3nlpB68YRqmZMZjSiPf68EEwgx7diaENFirlqo8RLJ5IkNGg8YOYQb2uDPjXMURNGmepzEsqGo2qFN0Tm9Ud8UvTEdQC7dGtfqorg46iNNd/BLkoJdFEkLoXSylJE8h45M4SZ0Ma9TOKxERu3EPkBliNHP8xE5tLBgsokpEUN1iMm3YqFjZYaSKxA3y2M3sWOVOUMHZqOfYTkZuNWB+krpRBixW6THAGKkcIKC2TGKRusaBSYoJo6qeiI4KlijFD8riJUyXImEzlpKXUbyU4d6ERnSoK9IlX7GhdGRP18KKS3KYjjfLeifXT/C1hiCOaCSpg2xDr7AQOf37oQYf4b7QlQWcRpalZTOdWz4ErtuTwpmwEBI3xbthTWdpCTUjEi5UmsPsgXJ14yyjIHSrAgJRxUzSIrp0OZc1xoTYPHdTlCor1OaXL/HtSOeKvpE6VppRIiVSSVa1emlOKQMM7FmwrGAj5FkpO1l/swdhbEncJLRUBtnrx0VR/e45vQhLCWskyQMgAABqPw+i6ne8h5Umfmyr1Mr8SNlAEXFFd4rwYj2guCyNHAXbyE2YmVkjtOoSAyxyILwhCVe5OjLnUUy6htRYWsMLvATtdjTFV33NGwmEmAczB3siA6IMIF6K3M8wP35uVaEklkrpMTCTFBl2eoYdmQRoWfE8ejRUkwzWQ1GkKUBzkTkVr1oohpFD7o3ySYLDffzMBTLKVOWFIm2lF2csCJl6eZx6YWYD9+l0qkUpFjn6veuFFskGXsIp3Pasz88sSW1yY4WKr4MENDrmenliwxaF8rWdVGFV5nbl045cW9zyaOjFULgAq4CEbhQqGN0Zk8+qhn5PRV7ueVi2sBVzJ1GOU9l4kSGfRsCzvTwNPA/CPQsVrN8i9VVFXpN8PRHMzHVxS7NWJMJ6c11e0onmUUiti3xdWtsrOcMsCxLAYLOEqBABOkUR4BI9daxvhft5xpW+fGCE7HvWVaOJRPwZlZXcOZK6BqHUCTXSwY+xe2CYqRQ2pA/JnuehVRTVQPlG/ZjIIqZMc8y9ZQ9pGVzVegeAyBCOpZori2pYst1hXcN6hz7OsGyKIlahBVwBG6VceJJyFNGjEnLbGwWvffOmkhhtBSecv3cVJNH1DqSahVQhcSW1yRSVcQPJ2pW6A4DSHH+j3GAU8/XCeUXRhcmrxJIpxxpLHWSpXW2zfIqEijVf1tM5lAD4QpiFvvR6ReQlystI0A8Sl3ZkxfYke6YX5I6be5T6IVUsFtFcsEbRPoUciyhSeyxVRHcXKvnKXFvzhNZQOx517XqGVHu5FakwsqCTMmagWHlaVNEusUdtMXR7hcos3CeDzIPWCcICWK9qp9NB5mXdfOFNLh49Yqq4WKZMmmtSw22pWCulBclRYl0Q6B3ZaoAkEllwKwpIJ+PcpuJlbSJNmsRatCVbobLJY2Ht6FwLi5WmjXE+pzJ6pb/VM0oe02GMXNJMZXPSgmMFbL+y4pnnXRryrB7jMXmQRfoIt0gG9YVmzgCVLn8RMO8ey4ZZwSQAxpEMAWU6M01xcyl1jEkgLzzJvRQwJYrIf68MntjCslIhLp87sYK+Cgvbh8zxq99dq2cDNttZCm2VuUrl3GWq+h0gyMVYutyCYWwX5G8X0Zz2xeeOrf3l9ebPJ7d00nqStOXpmkiBOGJ8fYaCrn0psoYnQHAb4g/oDmYTpVDDCmqJJ2bkSVWIJIb91cuBRm3LS9LMYUQEa3X+5lWZfW3mLYpZL6jUZpWeZVy3cmaP1FVjqAwSC/A9Jf0iZ9gX6iGH6pznkOxLRij2PHQ/VWjghblDp4sTklFm1YUVU+91KIvaMCscN7XdNIPJk6g09d2genge8AIVjGUENRpa2M9xDDRbeRZNTTvXFHmaE/d17hndMBKwY1IVE3VtV44/4HE2fFyiaJs2O6v3GrIYLZICa8fJ6NGj0zOFAVpxa4FcIIJZrhjaNAH4UQBQpShmHkwvhyGfuyq2PGbJSPyoSisnz1FgjK9d+lKVu1atfK6SArfSDb4ckRF6pX86ENJixOw+iSPHTCphQSubJCxLq4EYGtARn4UnuYGsl8EqE3jRZX9l+XCMF0ZJooRRjPWW8+es2gLevDyEcc8ua+t6LIAGtCnSKJYiWUFyaoJU9+PWiH0gjjixsMZj3AkbEzjbC60SbcXaVaDpOHF9qJbAQVgmHgvNImKypfZMsBYOFBC2LfcSs8oct1cwnShTlg1YHpBxFFeOGfLaJIpHL6iw52Po8V4SJpkVp37kusrPmMAxDyoKUxraRrs34vKcpXmujaRi+DWHl07/q+LiugicxEQ9faIEgXKInQN0kSsse5exzqRKy2A0phenYZBYLNgTQwimRQr7uvrdcXo8/SwKIQ0UADysPL+Yc2P0qgh90reBiLAwcuVYSQo95lcGCJQYFgvEaggVmNqe8nKfXvyo+j3el5pkoSEbxbrApTZSyiSjBV+fDky9kdQmYT1jQUjAmms5jrgYrCJOsXciWKRWaFlhWsX44yiQTBOIwMD1CsBoP8vpb6qH62KWXxDHTVQKPW+e2+8u29R2WXOS8SkHDxj0Yi+wEhhqgcphFAHWuRKogBUa9XD1tIAFH3mwW3JabEEuj7ZU8r46faj+9uW8M2WeQWRHV6jRNdOEyaxNd6HlxToEZJHIF/CIk9LmbWXyMupNv4Op/mYz55nlZ4W6JBymqDr+QaQwlGsswjI0PJJ435T8MF6xhUOBqJaFpCKnclGy7jOdGNfSNUvFDR/va1dobNzxvKv1/2bj76Pp8G6cjD5930vU5ODo6OTy5uDw7OT24/XJ1YeD85Pbk6uri6vrg7Oz27cXZ8cnV7enxwcfTs8Pbk5uL68uLq9PLz7cHn+8OrjBHycfjm+PT84O/nV28vvJ2e3Rx+ubi/Pjk7cHH89uzg/+eXJ8+uGPg99Pbs9PP9yefrg5ufr94Ozgw8WHf51ffLyWW/Lql6e3R+8Pbm5v/nV5cv3u5MPJ1cEZvr89Oz0/vbl5f3Vxc4MHvDq5Prm5/Xh5jCe51v/clj8eXF7eHl0cn9zyDT68PX2H1m9Pbo7eV3flDwdXR+9Pfz85nr8YHww3+f/w3fuT03fvbw6ueZOjg6P3+loHH28uji/++HB2cYBup2cn12h8e36on+0ar3iNq33gy+IBzj6ef7j94/SYj/VHecV03M/vVH6ZZJ+VHCecHQzS2f2VyuTg8YNRX87C1IfKyjGpJw/T/vQ7T+CcHPAYRzk5m2d2/kN9l8OJDzE7F5iGi7dv8biHB9eYtfOL/z29/cfJv/64uMLIHXx4h6m4+pd5CHmmj1dnhyc3BxzrD+9Ozi7eHZ5e3bw/PvjX7YeP54cnV9e3vNjZxdE/Tjj21zf6JQ8vLvDnJcbr+uTDze2707f46ub27cHNe3xXLpvfT65O354eyapAY15N905yc/irPPmVPtb3sP+QjL/z7GU1Ppzx0GW+3nqXvXG88iDPyfqCcKbFybfpOFmvX02L86T/sN7DaRrIwazrI43lY2DwPpzo5Xny4d3N+xszxLeX/9RjxpVyTUfCOZb/wfXNKcaTY3eDPlgiZydHN6fccNc3Bzcfr48uzi8vuA/0BMryupQuR1hWHPAPGGys98uLq5uTY9kiWGI377EZT34/Pfnj6OLjh5ur0/Jb23l/e3OKbfz24gp79ujmSm/KW2wR7NbTf94e3KD54cebk8N3tYVenpN6rc9MPkru1Th5O+iPenYSF4oFeCzA8pQpkjB8p3eTo2Scc40e5Q88XfYm4dndKpdplqNk0+F4Oj9QuX6w7ORoeH8/fPjf69/SpM+DnPfN8co99Y1HIk9+609+m01U/lveH2OfDL7/lkx/K0/RwDXveEi4OTG3l1JCp5EqsqCA1sji3HX5gA/6qO2bo8tyD16kxWwiB8weH1z9A9IDc3TLYbg4u7i6xMBgLUOuHNweXmEWjzB5t+V8c4ywVY5PDj++uz04O7m6uT2/fvfu6uD8f69F+F1fvBMBwYbnF1cnlwf/Ouf0XZ8foO07bKuDs7GaDAdfFN5+NORB2Tz32khL3ujqnUzb7fnJ9fXBO4hCbDXKXF6W18bj3V5ccodxq1Ka3XInlltQiyRIotPzj+frrlf+YVau+XBz8s8bs+7+acZADwjE+uHB0T9uIeohkSEy9Iq9PcXKxFq+ucA61R/MIv+dAvAE+uAEKxXXOOcAXN/Ot0wlSSGk0P76+PLq+OoAL4lhxTI+OjlWI/WQ8zj43/7nUzLGGvn+Gw+4/03Jmbe/qS/JYCbT/rffvvann+o/TmSNsAokT86ic8JzGvR0aMnBfraQfVxX0mhc91jxUPC3Y0xMj8XBbKWsIgEkCdMgYb3FyZe74/4km8kueTcezkaT41n2edKDUQuLEpJJxfiPpVQYJlyFx+Ph6GCskms5Lfn4VGvb0w+XHzHn15xISoSLq9Pj84tj6L3F77QQX9f65O1b/KXFBr83cyC/X2FO3lNqQ+RrucJVfXpOtfju5J9abVxzzrEmeFctcfT0QrNcatktSADyR7Qzrg9FyzVwCDn3fsMWObnHhv7Ik72L/vjeSIOTb5AMfZ43nAx6npuzGH/gBlEK+WxB3MtufXvwf3zctwe/4+2g2q//dX54cWbk5tuTk2NZi2xxdfBOdtbB8fXle2AQ0fx6Sb8FSHh/C6X9ngrr9OL4bcITjXnG+HBMKXXep+jQuujtgLOc2wnLjNlhlKWwlbPQVzJvbwfDoX78y7G678/u/0j60xvorkseav92OIDqmhwMBj23iGGPOngvOy6sIi3iRC7wQX2FceWx4ENmZVGqAGZ9qK5rLGzVc10/KOIQGi/00YXnLWaAAGk/x/KX26r75AEL8Y7j1kvttHATKwwyy1IFa+dZNm9SoqVluGM25zFECDAOpBwVxzuAn4M/oO/nKh1K5Pz04znhy8ExFidkC9egntHrUrVQwlxDhAF3lIKH2ung6MZoedF3N0RkWqNUSEtw3RxLaFUkS/L49Jo74RiQRXBgrdE7ihrdWR6jEjbm3nK3d1cXHwH6iFNLEarlzyXk7enR6eXBh/Lp9Pe352hzenl2enL17iPFHA+4PxzM1NUQCASmj3IDTqDrW1lepA7J/9jt78ZKPegmRRAUVpLlfu7meWJnYZoUVyrXPwJppCELd8WxssIiiJPQIpzo+XHiKpayYv0MulnsyH5/QqVwdYIRxIi/v/h49T554CHtA4XbRAwN5rCQCjvPnChiJB5zfTGb8vjuXhGzeKdvp5BLeeFamRd57/t3nwb4//S3Yjj+zc6S9KHIMujywfBOtKQcRp4nD3dqoP8eJdknNRqY4+THGaBYPus/DO+Tyf0k6/fzYTaCVP33bDr8JMe396dfxvjt6+dvyWiapMnkUz97KMaAVAUEYJYMRg+j8XA6VN8Hw4eBSh6G/56N1ZsxbnKffFZDCGlzs/9MRqPx/eTT9wkEwgTbYTSa5IDCajD61O8Xxb/xmHjkIQDzuMCmnUxEntxNJ7PJVOHNBv1vkC7jdICGcoNvmRoU/W/4HuhhnDzIRe+Se3RA31x9UuPP/YfBZHA/GA6G4wSAc/TpP9jhX75/Su4HBKApkN/ksxoMvqnJaDodfcd7AZKH/fGoiK1JOvh38iXRz58OJ5M32aA/GT7MBv1EnuDzkJMzSCaT4VR9y/sF0Cd0xGT0RfEB9EH2uvvgy/0EWoyDwrcbf86HXx+mnxTxEYYxSb8BKqnBOJuNv/dHE4z5f5Px8N/DQT/rD2eTB8xFOaEP9n8wPMAzuOf0rv+Ant9wN3ki3HyY/psYCI+Q4S2hWgF+8m/f79SDGuF11dhV40FxN/nP4NPozVTdjwCp1AAzystB937FI3/CkIyHXEr9hzs+L1YUxPm0j/sO01kxG43UdIzhm/Sz71PIRrn5f+4H0HkYoPtBPx2mQ07gbKrGGLnBLP2Oh+bczWAWTKZ4Q742BkD18fYTueV9MugPsDw+D/5T4F+oDjVy7O+D2WSWzh7606/YvNPk7q4c1FE2+DTGd6Ov/TsiTPnyC0fzQU31pzefpvcYbgDOu0/5oH//FSM7Vg/6mHusDDndngfb6zPt36P1HyrFPvl8OZhhcG+tN729BwzvrQarkz1e8M1X3ebNSBrt4X33BkMaNr1/T/6f3t5knO31gWm+9dj6PVYW8KuBpqfvYDp8AFi8/fgBsu4Y4tCY36cfKBpoOR8QKZ1eXFdS7nwNbrs+ujo5+XB7cvxObGIoQVi4gAW0906O3kODHwBdnZ1p86yyJs61rXcEmfjh5sPFKexI/ob+1wvtLqF6cUs8nEEXJ1dv9S2vgTJP5g1vjfWotQBE+w1xyQPmoZ8fziABxsY8UIBMs/vjo/5U9TzfclTmJgnwWpyT6u0IIvjH24vB0cN/Tmax83Zsn9+ffIyLg8PMOzi/DAbp4WXPVXaaxhZsOF+lHlPI/KL3FYLGOSyb/V/PdbzUVkFuka8TZkGSes632kUgKqPYSVTM+8O6cYHjjup3gcAPPOjvwnVC0h+8NCquar8HATNjFMzKvGAaRqzy7FPt99zNHNuGLeomAKC5A7iQ1x/AgiAHakgzW3kqVSxxcF977Zn3x7d//OPmo/2PLw//7SWQ93igOA8tLDE/jZzo3vx81/MC342tLCAdEMrDS+h1vK/1DtKADv88tcnQVxE0hAqdWgMvjpPCsaIisbwkiSwfiuZd7XeL5TPjwocoz3JXFUEUJ/XHg2ld5FFCL5yTJbHjJ0lRfwDoViGZMe0p9v3ATfKEvoqaIcq1dg3T4wTQ9d3B0b9uLw+ur8W3M29zJgb3ovkmBtbtzbtrYsTrf9yaLaFdV3WfFey2swvcUpa52MoXH2/OLm5uTk9KQ2YOmc6SyfQaAAAALCgKN4tJm7PpH/UsUcpnagpdc/f9bAgZ9nGUQ4DC+MUGH1xOJ597tuN7YWI5TpR7rBTDYh/SbUjRdX5wtGVjnx/Qc3Z8eEtD4IRbG9YTTAXiNS0gLk+BkTTQuj45v7z51y09brT+by8vAAchSm5uXUecEdqDJTbhwdnhx/OPH07/7+NJhUOuLys3F0GUPIPup4e+hGy8+yG3tvgLD36HbXF1DTv1nQiO30+WmrMVhxmmw/nl7bXxB4qRWs4JTGZxQNWdJx9ksj5+4Ct/vL2BBXp9ujCR5XjRs3FwRQGnfZGl4+ToDCtH1ktpNRnT9PQYr/x/H0+vSnEr2FNuS48KRZmBtTW8eX6KVie49jHwKB4C5j1f4uDyFo200087gs5OYZLIZ8jud6cf/mnWIG5GK4yW1wbznF7MmwtZwB9vaKXDMq47FbkTtHtPjB2zwuUnuRDtc6DkWr8rPND5xSH9B6Y1dtvx9dHBJTXLP+vewXOM2vvr80vvWN3PvmFt3lwSzV3THh8LdIbldyu7jGuRAw/5fg7jBIqsF9lW7lssLRYGEAoqh33NdW58f+L8HJ+L2oT6owvmQcz4uQPoCJtmOP0tk1+1ca+VZzLq78Fou//3xOjR6WT/N32pzS3oQOLl+g+/AVn9NoGl91v2afbw+X8mf/vtf9Q3QluV8+fq29nDA1rl1Rd/Nz4pXqre7m9jBT2mHmC6/VaMh/e/AezJF1PdZvJb+p03nShzATyufs6s9PtM9u5h5w3U3r0enr13wGjJ1+Q7nvzb39e0HuYAyntAGgej0d4f8s85v7tJUnrYaCGu7zmmTbAHnD3tT4AuJ3tmQq6rb9p23KXHcPx9fbe7wTBNBnuJoKCJTGCSZbCjpmzW0CodbmuRiZ84od98S8NPybZr6a+uVTLOPjW3hK2OUb3XE9HUTg//lvvq1dHmvqPkO2+65XqA4vpTc7OJeL+3NZlPZ2O74bi/7TUn3+/T4WBro20TOf06fJtcq+kUBsqWi81g8zQ30Sp8PGm3jmblemtqsToWn4bDzxM+zKVS45VppgXxpZ+r4ZvRWH3pq697v/PTpf5Qazib9gd7sLnvxrTOvqgzbXZMJ1NaQE3ScrHBMwrLexiTTyIwM4kY7B1IGEHlp9ATb3GtayzFz/LO60RS2WmW94dbmnxJ6KtpbCNu+8m2m8F4HXH9jLXi1Pv9BvZ0beLW9KpWxCco3QnmmjZkYxdMPM3xPcZadOir8bnK5h/xBof98fRTvlHdDFQx3ePMybW3Nno7HM/uLxNA3qamE7NB98qdepL3p5f6oTapPV79ePj1gWNxLhJ20+DfM4T6O7aHGs/HUuKquMVosn4gjRJ+i8vziQ5kyx7OplMtKdfeR3d5L5HLg0qobm0KnDSjpsYbbX4H3cEsmTOI2dYNm0FA2V7+ORoOZvcPbVrqJ2/fkktgy2BkZgvtHUynSfbpcDjlRm7Zh5tIR8mn2x6r6gOsdEn8WcnONp3KLZzRi0k3UOPymXcr193xOCk2bPeNfbgbsAY79jLw+2Y4HEz7o8bOJdTUi9asneYBKbvI6vo27bCGy56dbiN+dFF17do3y/6lxqU+vp7d3YnHVARtu77VehiOvl+MloHU9n53anqtBtrldzApl3C+WSksX6ec7tMHjDwjBYNFGLO5a4X89q7MX5ctBm3EnWwk12UfN823TKS2T+76kPOMqmzRlPXmsxEst1xJt4/6b7FsmrsCGI2ScfVYe5eLn1tcgRECtdRt73rNl03X0iZPsxLTba7430aBqtvN7Yg9rfAgIrt1MN6nbp0kkL2hC+Hrd23MNbaoVqk0NQhGXrd1l0VNvZv5t92qe2obrK11tc2QmZseW9+harr9XWZbx2TWr8OnLe1a3G7DyFWTffBFjblQGYlb97vAtj/600+0Zy6NebO7fcRAF5X4Zsm70Y6aALRO9hhm/NwbPdwtG1JLP9P2eUJT52Y46mdHn/qb9qVptirhxeWSndwP/91n12Yjii2W3mt7h+c2GJcsu07Pt9T3GR91ud3fdnnkl3lUGdXKxN3+cFXTlxy+oxm0wn21brc+5VL753T5Hg+nByWBsdWziUKl9Xz6UAzLp3sK4WBsacrWvTP8rcXslZrMBtNt1nplgheavVSZ4obNRBukyRQfaSJU5a1uhFmtLUkDooaDwcHDBApIv0uzl7kN5FoBOXPe3nak87uxFt/OBgOyNG/6U327rTO/0uM516WoyuvRkDSSVk9X72BET/mqW/vW2otuaq0+Flo/sZYcyTNNxFN1MaZzq9HAado+8pjNy/nD8HyOgDYvvSMo5alqup5uxw1XtSqtxcRohgOBF70V/+1ml+NKz+dcegIZj8nqnBjs2/o5V7s+t+obKTUu8Wbrx6w6aVeuAY3bl/uiB7jstsMrio2av5nfYfmdn2QfMX6xd0d9ZbQWvmBiSj/rj5KNPkXdbUQu7J4wYtmtGakepMPZ9BzfTcnHpROqQX88sese0kHc1ORzNPsyOjn7j9VACeFj2uJddOMWboWy/RLo2Nzy7WZduEkrbW66Al02N/0wnH4CfngrBNjGlpf9h/Yvfjnuf0my7yU6wV36Wet+ejq2P7uBEK0bNvkLFxUknrvFw7Y0726+jzAGNOlmm3SOafmHSs/6sEQbG6n7VOW5yvdOzB+tNsNKryZvUGMfbMKvyXjLYtkthNYRCZS9XiCKdgCIAci8tV0TYJi3qvwkfGQGf04ephsnY1e8U+93pTJ8J57/bCMuXx/jWzLRnjA2uL6fkRwVa69LX7N7272gcA6qrjf8dPKQpKTv79j9+nN/NOIV6KVqssIOh9ObMca10fqSyGk/GQzvNkbk2OSD+mrmdevVrpNCUb5sbdjJSqx3MHk2b4GdZ2N1OlWNw7C+V9ebMSO0dZ9KIcjHs/59f0qf2ydI0aZL1ELTmk3XoHOMnSFb2xDk21jZ80jwgaZRbb/FVlPGtGPGbn8sdvTNsFwsbcJ6WRmtxIJl6FAH1lv24QAAgsGG37ShlnuYZzp9GM22xMGrLot65h/qezqEbtLPWcL2TjFcyrk2sdiqa/+BGT3G47F3mEzM3813bssaXGx9+vBlCBzVrnGnwK1pXAsTd+p3rqabtO5KxBcQoqSctuph4v/NjXW4U0yNy0Hy/cmjo7qb0abntehI82TrQGVCq+kgn2jzCX+0CG4mFbvigSlWgxrdQn/R4hrpcDiZYu8Ot2ga3ZohpgHEj2xc/nHA/J98C6F1pZc2kbZ0Yjp5Nu2nlJPzvynxWjwog85MyDJx6lbR5v7Dl/5U/d5PqP+4j+af2sSqk35ehmb2Lmsf2kSpycgk9XYMsDYbafJBEzNoudvkMBkkD83W02qnS80qbd1JIvnSk6PauttklurMrL4YT/jquvZNEwCoX0Xy/czwykVu5l9sv8ZsPGDpib2P+t8Wz74DC9uwdPck72m4UT9pp2DpJoDZNH4a8sHjSQVbXec78ApWqek119BWtnlbVkJJRmigfy25/ZvGfNbf4+5rWFZoQX9F0c+a/DZohUXDHxnnPmG9F80Q3sW7uHyJnz33IeviYXtKh8VzOB/ErtPuRcbQmhbPIq3WxNy2tt3F3G8O80kVnF36Cz2qVNVPaWS9NJGyRIesDiEyuR2YZIyyfUutrFsC2xHz3cctkeQyp5FKt1sP6sntvTTQhbI4yMntfREE2BLC7TE7X158G+7bKbyM1rV2/Yxj1jrcudh8B2msK2KJN/Lv5oMAm8YQ13Kw6DliRQmREmESgfMmMbountSlbdvY0+ZuTRziTnGrdW0b3Rj1HlfJVFW92oS6fmB4LBlA2yWN2quT1j6iDwq4q2/SPrdede4nbuO07xpJ2x4fgyRpntjOsTFah2/7arAFbpiXuJhN74YtAz2XyWTydTjOGxzFZUulxodJvg0tsdn2SJRR5jVC5k8SwmsTmRtAJIyPhxvlftlOxwDaLIV5sK9tu6cLCv4SUTztFEi+qLwBaWSPit2ZXjTHurTneu8SGzycTfpAQpP3w9lGwJ61ZONuAt0mRpgfGa72xobz6jFaVlx8UeNBcxCSUR5ctnFVd49WtsoNlPs2SKBaSx1aaHBuzdue3I+m37U1s7Vtu+xEacoAKW2VRrri84drH/R0ldN2PVUju2N7p6m9cUQLa6VRbiy3bobO9dbHkOEm06pF6x0CzGWglzXC8kZLa32w90DKYplipzv0/EOlk/5GT/XTBrW3L8dNcfDDgYzPx0nbsPZS/9/7k37aH/Sn30++ZWqb87mV80FcH/3BtO0Tdacq/2Q+kM5h8LIDC+U2+xD+CsHzLZdgJWFm623qXou9ny/kOHVovSXNu9ZJ5yE1hhDXtzZlkp8u63wXRkBZGkZSVRnGTjfajZ0zytuzDaRg69k2T9AjuQnXGYtSs7RAJ1aCDqNuD3AvddgaS2vu1bSZn4JqYf5oZ0ss92Z545tkfLfRDFrusN3IfwJmBx14XUacvJyDSYeJNVZdp/e4lnI3XW5Sdeg0ofNub4fD9qUSXry8wm60m9KVTbJMkwG7UsPgnhuqzUDuGB04FS5Pq/IhS5QcU6ekxRg+hp7TnmZTFm3b4h5djnm0L6jwfIGUzjUkACIGydgkzbectt2iNR2e6tMwm+yxBJ7WxQYdtOu7xgMhFxm2LJSxub920pbfPvZq7a6zEzVL26o8SKIpbPXUZK5NHXancXWkYD2KF2Ww9Q0ZyCYS0S4QJzE4IJTrzVGGneJ29U4T8XRJN+306tJZ+EEF9A6735gPbTtzE+bj5Kt0/sN8eHbKGMx2iQAdSAn3vbOFj89MOVvoy0nVvvMtnR5dj2Us+/Ug37syf7TuIw1Nt9bUM0OLEwdJm/YvScHbkU1X58FxzgVV3Hya3addey+z6NqT4s77D1Co/1V5jR3XquMj2rdm37VgNZZN6ZHsjxqbaqbAQZ5rPyrZes+QFLyx1Z+g6JAcEpXfY8lMsPoACZrHb21/46ikr6x75yt1P/zS7B7dmde4vou8rkzLLjdss8rW97xU4/v+ZNLgN2rqLfG4Xa+gdd8ufTre6KpWhqlDt4+byQwrDFWBYt0LIXcitjYUXmaor8FGbOipIyzNyHZr90vi0M1GpKbR6gITLWi5KhkI3bpRL3Zi+TZ6O2rtaqWCt7TcRgdearrl5iMtq/aOBsOJejvuq4d80zPM+oa3Q2VASL653dF42Kg30eR4nNzdNV9lO6t5yz3akZ5L8sj1iKbWpuFCQ21SNbn82OjTENMzVo1OnTnVmrCmI4mv3uVZi2lsqkC6kD+7+aHb9X/uKhvLdS+7lAjZUDpzfamQZ6jAv86ng6UzX1qbH32h2Z+S7nml7iAfNtNlnpDyuZ27udQXULnBy1Pvct7PICvp1GzN4fzJGKLb2Z6/JpPzuQqoSPs6S7BFp5ZM0Jb0zg5czZeokGKcKwItWjRnDYXDRuZC2fBn4FcebaUkduJifnwASDnAxjSB6xZdHkdjbL3H2tYs6UgsbJ/EtAMH8Xy2fZvvQFZszy/swhk0bcezTXv2UfTC1g1b8hD1HLQcsNrZvC3Yby9ERexeyPKxhWl+BP+vA4/vsay1UaLPPZ0T+swXy2enP+piRKntWHhr6t3s8iQ7ls3ZfpGGF2lbSodU1OtsvLnqUNeCO9rFPRFvwZHes1vTgp6yAM/PyAZ8WTpfrVMzk+ZnpgA+C52v/QExvwKhrys/73A4LVlLHdhcL8/N+zmpdq/Mua7Mufo5PNgQ7Rp3LQ7Vmby2CwetK6WsDGM3Gxg7s8t+YrZYq8JVm1lWXXiOT8cYk2y/m+Suzd1/VmaX7qZXni5rxvOd1fb7/YyUMEmjZSx176j6s2W/l6rmtdzpw2Zp+KN4bvU+LW+jqHq1YW5IXCfL33Qh2JU4oGVzSYjV0LpDj5YMvpakpB/E9tvtPLEfS9e7T0Z750kb9hM+3fTvNWF876L24blJgY/m943G+EpoS/hHm9PNHV6YEPjXrLHX5jLlgYl6L84PUNSfX7mBDU0FD5lLH2G74B+s/McfbdOW2DePdzRWGl1hRv3vsP9AU3xz+vYTkr1qN3seRtVfkXFEYpD2GTbK2nb8oXUHJG9u/UJUIqxoGlawct8Pv2wJKe5OKFoZxEYayErrZ2TcrBwO8zfAJIjYqdK+sK0Pu9i8PDqisUvZ6DmpUPPFs+VR5g1fdJSHSa7LC255vnm756ZdlX6xxucpGz3n1LWaOD7IC0ycjMw1UWpiHBlbn2qh9XOOUyn+mp+obPUCjLLVVU4ULGCt8o41Puxq8+ccvzUs0sanW9P+RUVG2+d8meeTnfHUJ4e15dZ1oZ61ZGK1qAK3K2mlO53hkSV/nrraTatqNesjns120+MCLjsk5e94JP3zmoS/QA7YribgSyeC7ZzI9WNSsX54QlVDOZ/H2tk/b2YVzb7EcKAlP7W//UBm5n8sNH32s0YHSaY+iSDeu/7MEEiLR9zU6UVxCgxCGiwrD2q+f+aB+/vqieA7o5Rk1AcwSe7/PeGfh7O+VovJaHRUvs3fm5ve1840epi2bj/Z3pLHyrZoNhGNuqGh/qdq23/I1bf1LatEmv4kW9+C0YvBcbr+x3s1/TTMGXecbniUsoWgwS1NDAW5qcmgv3G4yzZzQbOlHcHMtiZNs1a2MohgS6txTUo2NJvMfYFNreqisLHdcNzf9vyNS2lC0h32zseH+5m4bte0mY1ywBZZnx/lz5P7vuG6NLS+n4506/cJLdAtrfW/WnNsaPp1OAaUoUB6KOkJm1vpf2pNUrGDNQ+xt/Z0CEDEDYqnyoT6v3FD6XtpZRJm2KzJ2/hMpe8bOFJPlXlVSpRCGE/VlX4nbVCtH9jsR5ai75aQ1OGg5MWzYZos1PZJQKbl+fDhs9pSmnv3HCDMN6Vsm+H44Vk4YgUdqyKB7VJm4ja0HifZZ4xGm/EjPCXeaNylj6m3PmdLGJfnluSoxY1VPl7jjtqcJru9z+Lx9A3tywLWC8zNixTP92URyaz2fWRCVMc67S3PcF7luz1hdfb2SVStM6I6V2Vve7RUWZF8a8OfIMlJUoSgobbtpR3TonY+VFsIjO0Lo/MwpdGofftuZdd5zkn71ozmtW8trsFWzRdLtG+p+7veb3oMoMAg92YZu6Hf8MNQ13gbJC9Unf0Edu+YknfavItXOr5TD2qcDA6hsQisNh50vL5361SwKmlLjUWxPGw8AvinLSX/B+DlKMEw3zzSj/5XKD7/J00EFCndMHC/TOZbReHDAGzP+H6qEvpf+pNZMjgpChjOWE8PyUj/LSkl/c2leNZ0/iP5orZ2e4pEvS0RqFqnEtLefRpOpgcP/fuSO7Q5niR6Pnm4m22jr67U02/dsFUE7Tly7rIyKvfT16uvGefMUJxuPPhqbWpbp9wu6XEEVHC3tWb4Yp9OmWrY2M+dcLdTAt3cPCdZrluvbjOzY+rdi1efT+k8n6/cRmGx0jkbqOTh/fR+0LHbQjmuDh13K5U/v0xl3Qz6I7kENPd0g2thc+d1m7XLBZ7rON81vXZ/yHrmVy3rvuNVVrZOi859ycE0Jla5+Rqj9uYK1fJKBhlhlNKqQrOTdcVr7KwNnpqlawBrfFFVqUiRS4eD2bixb0nn0PzgTmmOC13aH/4gqvWbONa2QpGnOqWhXeNOb79jfmv7gxauRW5oH323cVoQkwbJHA2A9z9s9EmuHGJg9sLbwayfz81cbYC1fIrqGkPIzvnYbu7ZMa20e9KmaIzD4fT0YQKLf2DAz/yLLml9bds+poS9GGw6h7BVKtxj0sQekRP16DylF0wWMnrBEMQ2NP6hRb8b7YlnzCGaa1H9pLTPmIZ3mm/QPs/BCDvuTyAsGgo7PWXV6T8Bq2o1u8pUjtmhVDWTndrmYz1tihUrELa4483w7m7Q5oJPW/u5i4disce4n6bDh1ZdxCVyAImjvSj8qxlYtEv/qmdsrG+xKWPrbjBMk8FeGW4jSWOJSLSmhSYSJZPvD9mWhkt0ojVN9FeVXm9oyVSofjJobrSGLrSu1SKYaGi5hli0ptU6YtGaZmuIRetarRCG1jVaIQytbbRtgmaTxfjwahPNDxqvUsMamraZqapxqxmbt14kyS21nLVZAGy07Sqbpz2jN3f16wqMr908lfm3fgznHAEt1Wf394lI3uZ2DVdaZjAu/bxh2s28UT2secWxymdZw1tUv29+vKpJw4aZmMo2G+8zbzCQ82WbWmx+lHmbzXNda7N+POcNVvejBlpJqRVk0KmGFqjOi40nU0OroCtnOBiOVw2xCr4BEp8l34ez6cpV+OOCcbXyM7Gbsc8PVqZhyZm0EPxcaVM/t2Dlx/d9UXq8wrqf6du/no4XXUdzeNrP5JjkB/PHujbXhhi5doBoWBuYdJCtHW5xAmEl3i8+QknVrS456Kd7Uy7YvXx4/0acL/UBm/8s/32DRpt/3fzLglqeTfsDs3bmycKLP45GZVXdhe/T8fArXVWz8UqXrHQtLv8A2ZpwS+Z6OiYrvys1IhXhEjbfwoqqfh3otOOF74G3sTL6k0/nsEl4RsbVcLDyuDp+usopNT/StXc0G5Nh/n1lfO5U5QTLJ2+HY10TS+XGSbXcFmg+51I9GY+H43VtPgkJVn5e/omScfm7QTJ7YOgGOO4PYbKujJvwtk0NBPMyKy+x0GaZJS4tBDMyWXl1gDSnfsNvZtSXv3+oIcHJyuNgOrgvYRx+6a+56IgrgF71g0kZClg73GUceuV7RX4DNhCM+t8xYovbUppA1iy5k+XrSVKok28qW/f9pcbPi9+ryTLRznw/nY2ueUpPpv5YJiDrFl/uTKXPweqP00/qfuWtNDEar4R36xe6JMdCg68qXcJi+mvM9/DrCYza8fDBOCq2c6Bfecnr2/xCvORXuvGGtm3oxn81AvErufeV3PtK7l3u9kru3dT8ldzbquMrufeV3Nux/yu595Xc+0ruXe30Su5daJkZ6/KV3PtK7n0l9/5E5N5Xju4rR3fzFZ6Co/sInu0rYbZd01fC7Cth9pUw27L9K2F2XbtXwmxjp1fC7Cth9k9OmP0T0GF/bqbrL89h/cVoqd2YlSvEyZ+MOfjjyH/biXddWGfbKWIbCFVLZOOleq9Lv7JU6851WNctMh1VWCYtr3+I5VZP+TDLArGkxzU/SdnqOc83eJLi/IbapBdbztJ5b3EtA0436K6y08zUWG5o0oYyJWyF8ez+LJlsOcU5e0bmlD6FchsZY6Fxi2PtFtrXjyBo0wm2eYMhlHVmfLU8KUG7NeQg0I3Fw7OytqWundvQ5LL/0H6cjBu3zWV35JlJPz3P21/PTFjrhk0epOxFeG5tuGvfR32S3smMaW4JG748ymlzo904ayu9msyWxj4QHV+3kvv0qYg8Zo8em+a2i476xZoDDb0q2MA1MMFCHgyTvLHLT0mMK5uzgH4yuJRQzMNWfspSZ77LYX88/ZRvNJGyZR5eTVzrKHPbjnVfWhOJb6Vj2alUfjt13qmTmPLZVsZhZ9Lf9kb6aPhWhL+T+9H0uyjmrU07cAObnHGPoeItdpO7bLQRlvuuOb/HbrpX9/N+dqEJ6sNimmTpi5EEybuUP3WfbUvNdOMJqA9Ts+Ta3Kdy5qipDrBsjoksMooOSUyj0NnKo30yyt9PQIn7FZlpsk0Pyc+cbTma3sgV6vZ2mEl6vMOK2XpZ7lu9Krc2nR+/c/RJZZ/T4bcm+s86/pk56qgjzasze63sMIcRPxOD7SmoYHM5vq2TFh4NqH0tb0xN+Q29QaX50bZnG8ZZvV+ppeQ+ED6j5ni+WavvxkoZ/kRD4FVHnraMVb1ph1j/LgS4gyzjSRdNk/HzkObMTmDcqT9W+eX8tKXmfoLrhmM+ewvOnLk8TfubYSmI2tAbMuP3qMXGNx918IN4gEfmj3bW4HLvY2wGhldaNn85GtzcN70yKl16P4q0tRt/CjNOWfAI+tJhMlFtuEsbuteSRpr7V/KU/qfz1VjFao/HVBQcpBsNm6WmfP8m98QaDlWy0Xx9MsLVO42N27Q00KBd606sLNPYKLIWFMyy49mw8eD2x5C/5oy/cmTb9etA/7qiK6Qp4fjJ6GLX+H4yHLeUo1WvRvf9SmMsbSMl2vXo8OaGntuucekmIbhs8NNt6jW7g7yYQm23n8gnYOMtEzZFsKxURWlxgeHo+8WowVWxicLHuquyQLAHbz7N7tMrVXS7wimPkzanr7W7+apLq8t5vqu922jwbb0lF0Zt8lBuvci1CUzv2n8L2O7In9TNtVOHRC8619r06HDycb1bnSkNK/5Obb9fZ4ZnStKUpk61oBFmEqAhcWzvqPqzRT9Fp6oObsD0wCvpBI76N12YpCWcbdm87aX7MIekA+2itp1mo7txYkinH/XfLbr2ZeR+7ycM5eyd1j+16D0wetqM5dnCxxb98emmf68Bwt5F7UMbxuxYjZK56qN1Vv/chgJLj9RSt73rNV8+LwdXOrU4J3yhk3CTa3ThuXzv2ltufzP/os0jlLpU75u5btWfW1xhNh7wIMy9j/rf5yEOL/as9Jm+xNvxRh1eEY7p0xtuzLp6ziPeSwYBW26/MLZ8o4g1NObhYHDwMPlappo0P8GPID0/nsdc4wU33ukHnlEvR8b3J9iC5Ll1778zQVvDhfvhl+aAxBPTu8Ws2aGLDJMsnI4P+k77B7bvsfU9xUNeufUnOpOg23W0Fm3wab4y4Zu7zXsYBXw5Swf9rJnL0XAVHWpsBrxbuzf5eBo6S7c2z6/J5KLHW5L0t7doS+Nvds7UGl4JLb7RmqtnB8yLCW9r2TKP4PdtT7kD43/OtdUjMViuVbi1y8YQzcYEgQoxlZuw/lK70fLXHmj/JyXl/6x8+9m2XIxZmYrRTMSvx0Cb2u1M2O9Y5XjpkfX6HwFPYncLXlNqfK2n7lJ/u9KawZEvaiyu18HwEcz90iYTM1FNE1aGRbvaYDRzr2sNn4IIvpYPaMpjkzS/XMu0+eGWWz8jQZwB+7+VRaObn4qtyi314yn2uHwzy/4F2PUyeDu/4PYCqgmNY1rGR7pC7TqFV7UpC3Bua3el7oBJNjNCpQwqd94XxZqnjQbb2nqrXdo+vhpsA9HgJygkW/W9GY4a3KX1Luf9DFDi07AslNDYRdoxKvWgtg69bnsFLVa1b8EEL4mvR2RovFC2h24jsOqoP862pSw8W3IIXxnIbit1qWzfLZmk1hwQudFflv110k/a55XQO/22rwZb+OZze5VCfUs2AyHM0aeNNYzKVt3SVX6mJJROqSU6rKR3Y4snvlbq4bCRjVg21KHnNnlGPzi7pUNd5t/VuAJt5/hpamrlt3ieH5Ho0qEWdNVe2/0tGj9vFo3pNcHalN2xyS9ctq8sj6Ucjs1dfuqsm10SZ14k/+XZKmAzt6AxwPDMdbJbNSoPOdne8snLbu+QsdPAV33u7J5ftPK3bmzA4GbLoWsW08eHTFc0ggRXTZGVP2kG0y6FzrtlPJnWP0kt9SpNqlPjTjlVy922LsRnrvPeOdFr94wtQ87Xe7WhvuzaCvRnkqal+XVd+u1Uub5TY+2OaSEfmnvuctM/VDrpdyyRv9Cz201rRnGnfn+hgwB26bPj4QErvUuvfftLbFfeK13KctudOnU+5+DDpuPFtvZ85AkJu/Q5fGQKKT1jNM936avD1i2qV7RMYn1c7+4psOWl/m8G7LYu0rq1p3EuPOosiMf0fT2OojpBolXvNYdH7NrvBIh70BB+2XqB68/90YgJow1HqGmDtMzX65DJ3DpJWjt39Twe95PB8K6xtbRoPGHjePj1gRSJ+YGYm5uyDHiHl3qmhG5zyGt5+F5TUwLB62y8WV62OmSkQwZ5G120Y6r5dVKorTxuNtSE2MnRYDhZqITeObv8NZl9qWu2+3Es5SVGmpo1WTqAxjC2tuinTlcqmTcbL7R4yAtXCsXdDufD/BqHy7SvKLDTiTSdyhBI1LlNZlDHQ2s6FQ8Q2+yUseC6Z3hrXuBbaAte/KCWCdaq9sBfoUzBvL3RUibRrlU3nZTG3O10s1p7vnoI9ZZ0AG+ZqV+vfEL7U4p2q4aAexxBQyQsBNu68AI6lcfDdOiluXVyr26H9RyZP3ar2LDz6U26o66R2/olO9aHeP6zm8yxJ8Npt5dfKcrQrlP3c6IwvAeTDgP8yxws1blDp5OodjtV6ieoEfLXONhpza7r1h07qDZSzTnvq/13Kany4w6lmq+N4eh7WSi8VXmVZUb2lvO+l3stZ6G36KKrnb/nx8YOL1P4peJHbg1cbOjYoUvnIjP3lC9dqi78OerS/ClKzVQZDtMtSGapwzYy8HJFm92OQRu2vT5we64T+jUro2Wvlyue07/vD5KxcVq1PJVux4o7S7123z/da/d0aPpTlfnpXuKnlBiX4/5/X6amkOn18aH/n1nXO+5Sj2iYTfa+9qeftJ7m0oFCbNu3hHBqyr41P1ErXfqIckDLQKEMum/DNSv9L2bT10pEz1yJaLWjUHpvkrs2I7dTHSMSwfK2JYzQuM63btvtT1UrSezGrYrDnJyZDmcYXkyK+aNFrZWnOG3zZeo5ZSa0vFfGmA8GWLj5RqW3oZcOknbstMvjfdgMS00PwCts734qzvnq75aFoDKT5ZC07/JjK2IRFxq/cIce15vzyHYtuVWq8vL496bwwGMrdY3L+LZOrWgX7a71n+iqS+xs6I4dbv6YQ213rDEmXQlb8nHyVfr+YT607Nz1MN0fW9TsPhntnSdtDsMdPqb82SMODH586bSxzg/Ly0Sx5nh2vY80NN1+SI02U57tkLy6Nu1frqZbJhilgP1r4Ar/bN27EmOTlnKvzQnQTXZ7+6vsVNVuuS5d20f5dWvbnfcfYBr8V+VdT9M+H44VGTwdK+Lp27wb9/PtY/sC53wv9ny2cn2tjhGf1/bTpRVMp62tt274simTIrA5mpp2LhrY9tTzbsUF252R/iwlCNH6Zy1VWEU1t75zp5PcX0sZtu78WspwW89aGcMdei8VQnz8FXYvpbhLn79s+cWVHg1qbqWH3lTV7G3XDo8v9lhy2bp3HM5LLTymxmT3Hn+hqpRrrsFyjdsGr2MxS5UMBCg3GlidKl+agjkatrW86jNVy2zb7sdV1bwZ3t1t5px2Kb9ZtWo55I287J3rc64puNkc496tTmebC/wBnfdpyxuONAzakwSMt+O+esg3Tdqsv5AxUm+1pmpeomnLW8ppNleslOqjUv8x2V53s0WZ0qVKfg0t/yQFTZMtlUhrwnVbu1a1UclofHQBVUlnqwmahqZdaq22XEdLHV6+jutC67UFVNe1bLVwqtaTNqM7b91iXqvG7Wev6rJlFp+msO2WOZq1lQ5PXyO3jWzYWEy31mA0T1ZtarRtncxayZfZVvEyayddpNmiP6Op5RYxNNsoE+YleKfJ5l83VdKt9dCYQNYA7/XxYTIbMaBgzrlaadmtVHFVHBnNTQL0lf5qpSnp3Atkh5Wf2xU11hzShVoNK21O8JZjNbcXNjQoAfLKz1dq0v/vMll3XUOddSHNDkrQUzaaTfuYaU1gfY9R/C9ZCANNzN3QbMOPC8PWn/Zxlan2D2yq6rvQ6FEVhmuIascqUm1LQ2wWEdUqay5mvNLsqUsrt4B/r6juFdW9grQnBmnbEdeTwqWnhEG/MMppiV2mSbq52H0lkk2rHyCRn9AgbydoX158/jnE4l/Y2H0pm/EFjkv56cXaDzfeKpnIKV85OGa9HF1t94wndhzKmRvMjsKjL3f6m1lkW5/zCY83WX37ZkNg3v4FzjfZ/WyTmqH0qx0o8ixHe7Q8p2OXIzc6npXRzMwuW/3SJ1l0OEPi9byHeuOuBzj8qFMZnuLsg+c6y6DtqQSvRwyUHTsfMdDuOIBu1fvb1uT/ecrn/1mr4r9Qmfpfvu78z1xJvjoIUMh+58lI/PU3w4ZDUp+g9PsLFWPftUT5rvXCf3gJ75epx/0Dqmo/pir2jvWsn6KU9C9Ux/mHVlR+2jLGP74s8a9RcPhXKehbWVLPV5X3tZbuT1ZL97U67mt13IYer9Vxu1XH3aHS7S5Fa80fL1x7tmuV110qr/7JCqk+riLqo2p9dinWuUPxyT9fLcmjn7c4ZKeSj53mon3Zwl+joOBzVvZ7Ldf348v1/ZSl57Ys6dfib3+G4m8/qHDbn7BUWduHeS0i9qesAzb8Zat7PX3RrdciWo++ymsRreYer0W02PO1cFXV+rVw1bp2r4WrXgtXte3yWrjqtXDVa+GqTd1+ocJVv0TJptZllV4LIO1QAGlNIaLXikGvueVPlkT5mjD+WkfnKevovGiW5YZtUpKZNz/NQtpjw88b5rT6fd2r/PDSNaI7eFTDGRQObNW7MRZBreEz1YJpzL1/kVzMchNve4Sy3fOkg/59U4MBo3h6liZkLc4GZsaFffZFYMfSo29p/YyZpCuptnSD6yrtLZ5x3vjZU4PpZvw7N8VodJZ8b3jCpTbP+GBkbD5hJm6X5Npuaavcv81NdKbVeHZP5n1zRDXbKRP17WZHmmnBsM/bvhpsyRMsPacNHPOllrDnPqst2XLG1dfEHsieM8NynGSfoTAaH7Vr8pwmBTVQRX/h5Lm2qXA/YY7Y+jSgTn22D9LPkeexLS9iR5b9L8B4r3VqLFvdjSVfayzFEJppPOtbG5rTkxPTfzxFOzOEkdpxiNk2Tt1Snx1400eQ4MlDF9q06MzyILsufZ6d9dySVrzbyfKPYOp2PF79RU4B70A03JVD2oFR+FynPf9AnmNHumJnot5jODwvwBRoGzbu5MNve+LBqmO+s5v5cRW9WnheyuyCt8NsNrl4uBhJujA9oYBhw8GXtT6CuYm43PCpCtYuanT1GWbNlr02DyCI9+U9P9bEUe1A7U0vs771S3oNjtW4/0Xl1/27h83+DTndfLHdc1vn60sWrzwOmz2JId+lllNZ0+VwNsEamUzeD2ct6pzQzjhM8mZDpmX1lMci1lqfxlDeo6DoIyHaDjjocdlSa/Paulzg9GGA9QBouVv3lYyybSp2A5lem2UXuurDpg200OhJa363Nqsfk/D6KAOj60o8Hg9HN8w6aJkX0yHBYw2iIS1UNuXCRp6vEpHAV6rAr4whcLEfq1GTltFzvdT4uQX420Fy1/BM/PnHeGA31ylssCEeUXOQtmw59pulUqmATNGKFq7HdrrqGCCrge9jWpWnO/y0TtkudeO6qOfs8VXaOhdba+8Jfibf6jOVGdu5MNaSk1QXNr1WjTTDpq6AAZMG4t6vXtVJc2QPWc+rme3a2F8fUthipz6dV7ly73Wo+NOm4tA4aZ2otVvZoTMMNWy8zXWtuhYLWi7QYwjXHWv0dK4HtFhU52eq69NYwuuF4wadDZ0dK9TsWkOmQ/2VbkVMlmAy/fANqTdr+3Twpu+GxbWRpk9San2rtgD+Mbbn3AffpgBE1e1GfWP8HuulwXLfaLHKGVgSxtjN5Hy0yfvjrGVTeeHZTe3FPt+Pk6l6tnDJ7hU+XiRyYvppc7JTl3N9tsHTRmeuiNI6xE9eugDJM4WBHlc5wyzmixnETc3lvItT49oQ57Yc4fv/s/flvY0jyZ5fpd5/M8DY1n3MYrGQrypN+xpLrpp5i4XBIymzTYlsUrKtxvvwG0cmD4lHUpZdVZ4CZrosKYLMMzIiMuIXhc8hc25qzHTk5bvhTdS+jaoH65BBPUBPjwZ5XRiD19yPvU2GOpiOq+Casq3LAPDeO7H9VWnA+0/s1c5a1chG/Y45oL9yODW4X5VLuXsO5LvlMlYmJe6atlfr1lw/oW1fmWUr9wglXIndBBR8rGwZF8nlZmjMZuhQOcy5Oudqs/CLH1qC02MOS9zsGaqfJ6T67ar77HZ5Gw8oejdZ/rLacrv0KFiWcDxcqQYVeUN+iLDKumF/SnFTOD2l23ozTAM17mw+zX5E1cdNFwb5gD4BTNDIuQDMzzTJ7vItkXHsrXLzkE6FCTvGQp1u7ucRcBBCguSeQ6DixHmq82hAa8US09spStr5UAm6KF5frnBBpV1sOSJSZWbBTn1ap2mL5OQW4auuxPNHeGsgihqzRfieAUGYbSnIXEiVMi9uaS75W58zeNFS0ir58w6tIPPHPki242azoiUeR6ZhPZa+P0P2Fu340a7OS8y6V9+6v76wYDwz8UOIM041q1Ytal3ia6RtcY3BcpoT6basogKlJ1xXXx0p+vcpRKhf3U8vQuF85XlXsAWm7rIqH+2z65S6lBSZfk1DzQw3jSgKhgEJfLcYFcOKb9twpelEZvxg5RHRP8frW6MRdQsk6sxs/Uy/k8oqh2l43LTiqNHyb8LEBVROlF+AcReeekUbq4rYpel16zbGNsBGRIwGSwa/vyI9RRl0ryr7SOizb1EmUtHTvyX+gB3M0g2WmpUobw2QKHCK4oXjorIE2gbzD1vGspC5MhxrFFoPGEt+InEPCgnfokjmvgLCs7RaqcM75PhqE75ZJc3KIDSiultYDM8JIlGU+YTft3zlD1OJMq7vSLE4Eqa6WER9p6qQpz6oMuRX84phAgsKQ4JRFbqoVdZM0H7XEL53LJZYULeQBIvrLXctn6hTvrBuVcAqJ+nr6+e9U7SdYsCbML78rMO1e80+GVtXFru1h6DAXQoExgDgsHZq9u11AYR7rQz4UYr7vVfiWFUy5Q+KpPCrpuGPUNPwOxcb/LmqB/6QEbsbXDUauBNIRyomtj5HvWp+J/KPV5dRrBUxvHP5xZ1DpxHmtgZ5rUjr+v2vj6jyDqUqc4KZddi2gpj1mGoHpyOsZZ09i4tkFNVYJjvV3axbDHPHEPuErVzN2UNk/usS0Lflax3uV8fyUx5VTR6sBVIY3/EDZg3UK2u6za+K7V4ZT+5sMwBB5wGvSltIl8FjB9cuTfjqu5a4FZYf2tpT59KwSwfW0QhvYD1RWr6k/AkgX1/BTVaIDn8GaIU02i8Cw3JKO50OCpH4Appv0a9+mwcdo8nw9mkoNerr1gT4OvlhS+SewzvIn6RHXq+i7njxhHuOlq3W2aAZc/dzJQFVRXNuZgKRsIMRu34Soac71DWSYfRLF//omUbBTjB1G1y1V0LJA+r2uk6qVP26y2+Fsfe9ahintJlFzSyuJAGMN9WNXxq0XJUCVkeQ7xuRUKWfvZaftcFdk9g0SzjvI/vtVwHotyoAXchQrmP+8LWg4YDD2FyT3NPx35pphJZEODf0WX62QtI1kjB/1Z0uZN697jQdgHZoPBPvN/lBk/nnKlo9N4KjS0MHctb/XuWtq0HocpheXRM7COErSn6Ffxjtp5wh5ABTW0Wa6hShZh4ilGzfLRf6V7XuVz1FuzEfolr3r9rb25yJtw1RBQiNqsB6yWfjN5+HxrzARVcjx//7lZtO5cTRyyfLbPJfMUOSqXruvhQ5EfeIIvCqotC7Zufr1Ej+AJVqEVtisSxzwJYwc9lTggEszxn4WQvfll73ZQrkximnFZQMw19qsr9pPd3vUSY3p+ZtfJBVeE3qFM3dYgs40PXoxAMb8DwEY8guyZlWsaBlAgPItlJrC+iqQRzKBhh+xiws5U0ppsJcDL+iybciQker+yS++E8VCVDF4BJZIjhyS34UL8vNkA8+PcQT0xB+VARL9gRkx+PhZgo2TThS3S2iVYDatrBVHluWsrBwYhlZUrtwkwrnlCj8AP2b0dYk61bozK/LsEVWCtRxjlnAueOzv8R5n8hwJvJ+vjIQDffED9bs64wNltzOXDtORBinJ8biyYiKQAOoWOpmJdptdJKCXzYKD+URTuRk584bj4Us/LDF/ewubP+ZIA+EA6rvHcWcA5lafUUZ2+r3t05cT3SvUwGms2VwMZ3SZuXx5IAllD4jh37PmP8yQeCb4XmBEYhwWqwQvzraOds36BMB2lMLL1QJ98LhyJK99YRfe3YFWEFC8WPjBDC0Nl7fllon+wQV2JHtHQAFYl44aUpuItIsly6ILoI1Kk9hrgN/lKK9BbEQ02skJdNlRc1E5j3hGjBNGWJE/VoI9avglt8txFQ/JLgCpR6+ARID0ach4fcG33DqL6tyHCTlufEoSso/KqrKqsTfFzAiWYYl0LeKWBNdIgbWQxFfkRsO5scDHMjn1ZndNcoyg+Z38lAYpqyo3IX+ipPXdRUGeEz8I+Fc6Nc4+aCIGPXqZGPedvXima4DmFp2j5dT3i2AcgRHnbRoNNqgtk6ZbWy9BrJD6+D5HkAfuoVzPgaSRoZeY128H/SGBnpGPUiKBBiirJ9M6i8WDNTG26s8qpJYLlfVqgYRYuUTBLPQqzwke1dJVwMfg2OEtWAvzubBcn1elsK3RRsWBpT8QtPIZ8lUqMBpOUM1Wp+Njwt2wiV+gSLeBS8/tQwnSxE0y96VQ98qo5eBYWT+6GN4vD2eiKSu9wp9atSxd4Es0UUhYTY4ZvVfkkr80CHn6zEpHfQQLo6xrBbK6Uqhtx8YlQuq4lUKD7E/+JVMZbXdOV9Rk213znovTVnWtfhegzlju8vySIA9Y9VsVayrxV19qOwHHEfDviwFutmF5/iVtfFeA8yzY12918H7FHKfvViiqu5G/qMqIFXeBV5IPgZ31mv4tfGZdoE3yj4hgNVOganp5Y9fvI4bjrBZCMeLZ5TdkWg+7GyBV5Z60qLwIRgOpzckORUjd+XbZRhyHnMGyqZ3ojspeQ+oMYI7FsysfkjJBOxcbRPzqsNVRVIC4XmRq5j3V3nQ7g9TxPOzMa9Gt/riUvCJunooI917UdD6wGYcyhhRhEw6Ibw2RNl/BiLam2KbKSsgFaus38VXAKNZry/OmvOI6ARo4fDTYa+CZvNDVwsn7CfASauBebYbkNn3hyZ7J8CwujhgyFMxZT8SbtiVX2Gg/xz4YhxuheCdtRB3fmA0MmiUwnCpAyom/3gN0tfbAm+Rq+PEWIpZJRhHlqcWZNMv6KkPjiHluQHtDTDzitJJfiHA7IQAQ7BVOoidG6AxtYh3QJiBiUb/CmeZ8sWRJucPi02jX236XZFp9OFmQMGoPx8/FXTM2wK+1EJx+dFwSX48JJE6KB8/MuqGEauli2gJuz2lp/IXPw5yh/Q5Hynn88iD+bYLJU0BF3vpajLt0ryr4uNmH1Ake8YV+ZFxPH6hWmzzvgrV4j8MXmKKSfHXVVd+3wmV4heuxF5wJVahN1otH47u+N8fHUfibUAhFEoDBiqX+SNiOjTt/GoyvkaRK7uC+OwlcMO1zttVFIR8fCU1/VviHK2BUaFISU2U9CcgXVChNgrthJjrwQ2CYqfxJllJkxlFYGTbHLpWjc8AjTSWoixGkelUmgs+sRqsg4zdymeCfCpVXiXwB2gyo0X0LMLymLSEWotOF05EAyYkDtKv7EsSzl+qfm+BbvzDdxfoXxaFh80esUQWxfG1bwRAgvwyqgZvLesz34Ly+lQei1TAfepG1qosVG/PmCk0TLSwdgFp0dnR+ZzJvfcu3HQrvOsTWF/ehadS0BXw1WxganfV5KxyJxSw3RXnRG5x8NKOZ6Fa9n4AxJ36HMrHuBvQjvoTXY0lXt1KjKBy/14l+w36O4rdqr8giraJtSCKToyyGJEUoUz8ZfVR8/X6+EdlFwZb8Ee6dPuHSZr6s1lx4fTvjJOk8IpGnuc/n4rFusT+3gnhiOe+1IcBZGlMmgKSvDJyxdSvhkIikKOynxcg0MuwRpEI49vRZ1RCo4V8NEHXilHsnkeSB/8ZDd6qgQETtWSKC4CUtim2elUXREmmWRWmS6XgUuT1GLrdQJjbxjL3aWkEHpIN/irSwqvJJX5riJX9QZzsANTBLNerJV7v2glrGYJBijEeuRhQhGLBLox1FuAqzS5BNGRNdEKoqMSZqIGkgd+8JS5GLaALfSSBWugI2kn+tXLcdfLLd0oYjVcJ5tix0c9L83bp0WMSiKj8NZPzqOuQIrcdp4Tj1SlOOmhQr83g2CEcvX7s+A7xxPUCW3/mWEdLiowdI/J2rmdZM0LuPUs0SrmhxfQO8TQ16tLULXVUSrrDDXNt8OUaDuV67todXYE7orqWKragkGZEvL5CWgNMEpW301WIdkEKqYlhG1N4jUW63xbhW+t9W6NS1LItwjds2V+19ORsi95VW0bczFvhlDUuIdkXRqSebkmaAKo4WsdTclRqymSdOqewiRQW1STAGkXU1vXCisvdFY5amuinMHnq6PvZ6pMq2Fpt9jJsjur5RP2qSr/bJTHryY1WhsdzEpH3BHXKvZe211ao4oX4ugDvWgVwa5QZ3fkifqO8wCiCncCgxoXVZfNLGOAxiH6OsV2vKMH2JY4uzDNiHOPGzfutHAX5VJigKFnokpn7eQQ6AM/5J+70IfSXSw9Me7CeTIPi0YukTh7tWwufu4X7x0qMy863FMmej5A4hm/bFV2JeJygQ5/CzrPEjfsCs4PDXtSVUo63HmfPNY8cTMMIbX+e/LXd1mLCHxtReEcY3jrnFt/sBL5bfGugXELaMJhvjne3OxwdetoNGEjMNlpU4sJYu4HT7ey90sEC20Ub0M3u3lEh2DlD+UF4AU787MGPMui3xed1jeTbt9RQdnPkvEdyYN28vWTx5XmZ9mQ1FPKgv7RQCSrm2r2RNPaprpYXBd7m33J21WH+ihlot8ICKVrV6ZhHloOtTCupochuMqDFsj41lkWlrl6TdlfPZ1erPHSsR1qrKHH21eC8Xi3fozh0jYSfnGh+3TqTbx+Vv0uVtF0COTScgnUOjixHSFqxFktOVabydMYdiznttehSjnOm0BVa8mPOvfzM801YJyqnDqhISd0y2+oUGSo3ITVrDJEAGDmwl/OmNSv5ifZ6cR2IXJpLI3xUBXQ2P+fRa1YEKq75M1nCKM+zhwFaK6EHVqsL+uoF/bvx6xNq/wcSVUaCo8S+EkW4Wrre0ciMQK3BhCe2FzI/GnxD/sUP3T9Rx/O2XN9psoIfc/0H9NPT5mm3RJl2RP89KLTTtol+Bl/hW2nlO2myicpQoSHXVjJ2OHxrngB60rNCRFSurN1W1fEK34AJRX/Tv+4g8PO/SV5KZdp0ILyF/8DA7CdsaQmIX0yjLPsqulsxc6OSUJr8KkhGxP7DGizVYUFJ4aTqx3/XUktlRXw+fpWm7xD8lVsdqnqR1K8nFdNqV6vKqUCl27A9Fa8qfd0ryl7VCbVTxLgGzkG+lSNd5DCh47r8akgxvW81Lqbjk84NraqaSlS4Qac0TTY2UWMK/0PLgumMzLuXE9No1K8iZP+xRchUuPpeLmhU5djVcuZr1ojCdPdpSSqE9Ya10iQlHDWPoqK6kwp1i7GUKtM8FKMQYVmBnBRZ/bptGlv7LUu90QGosYBKisLp9OCnLSmnE7ocE+9cf05jCPXL1ZGbF2Rwxdz/YGXtdIbgLSrhIVn1ETQNDesRlq6OnHltcT2NkdilKt8Cka20dOsaBfy+itB1XEuq+DsYCuUP0GBlbb6c8oOVGSRQn4riY5v0pSmlaWLNGoZJ6Je0qVQNIA0WErwRnD2yarwGS514SOtXlcV3qbL41lEwkiMBYEzZXXEIsBZjGsusrFbVFqNi2lzktZh3YqKUequysFa2gmWZvH1dwcvKJ79thczK6OacOpqVTf4Bym5qEWnW5sTUZMPzSvWOLLlM+tOi1ar5ma4PWjn8vyqKvqKiKM+y5opkYnmC4HWA3txssVUxvE+Z09i1JJPD9Dl3KJD6zpnAe6zOWj3Jmwz6pL8qv5Yx6VNjtNxkNZsVY7rto05s9UrYZqlDXK8O7QZbpcz4Vb/2/evX6qyYTZY6xL/q41bxgWQgpKxKUfXz19XdhWfHWrxb3GBTFCIUfd9yvtq1VNM+deVIq1mMd+fKwSJ0sOjOojCM+1fF4R+w4vA/V6DSKz9DLc5atYr3BkrzGt5flZF/VUb+VRn5R6uMXKZe7qmmcuUrXlOCufLhu5Vtrn6sRn1n/3mB1yocQFI6YLmloKvbsJ8C0pXveafC05Xt2Hul6qr4/s1K1pUtrFH6OqskVj9ZQ6fcsaT2xHBEUjynsiVZ8hLC8lLdle/5oSp9V7b2Zy0QXla/5S3KimsP5A9TkFy7xfutaF6BlVOnHrp2D6oetNsj9llYvdTo2V+Jdv0HlYIBvgKCYZt1sjAC/nsH5m/Gk9gV9qF0+fxcxezLKxnn85RmL6d5JkI8wsFYuM4zpAiQVFYJPkXM6aClpSvzqXGIQr+4LmoauCODJHQT+kFR/nweE73zm0HIDxN3tigswpzH/N++P8cjeiZKWTlfke4OpRNPQ7gVMZWTswb3GbTHZXEZKElM/uQxBvKlw1PwyNFoWDFzKVsemH1FYmgNlBUmzVaT1uhLHlspg34ObEI4siyMmizbOK+CFUZ6aWXI7FMttiwascZg/RgoxjWTi6/8ihssSXeDQAUqZPPKeHJnGmtaHq5Y+McNhQ0CzBIPZQEmko+cpz4lc2nLgy2eCmpqEt6qTH1l3elAEXN+PXoBdMoU0zcJEhFW6C0Opi3mqaydvcFTA1hoEyJJY6QLeXfiqtE5GArQOuewhyujbCpYtZl+E2vTN8KaXEhda3lw3QtqX30OhXJUZzxy2DUZ5R96QdwlGOn1xmcb9apWb3eFZmdGVOxqr7gNVj2mGAq+zptq4scj+dQIZ4XJJpsM9aeLOE6MpZgVx+rn8uhUrM9y7LIcdlgIn12nVtu20G3rtG8/CP913rhTcYBX4eTVaV1tdD3YdKOo9o5NsWkypJMm6vFgCpf/VJdrl6mtU8IhYUrwCWu9qy6sYcJQS74kbOW2/wYb4mXhhRxlVNTqWJZTj2c3eGwFgEa+BKV98OBgI3QfE2cPbalodbhztYRaD/DcgHpwg2i+dZn/Q6Aua+Cg57G/DilTLbGMSVfnAa+C2sTEoWy++C5N2BJxdZhroH3GzC7NmYx/PRohoI8KHdbcoNknHBvRa9hBOXkFdyqWdyd+Ofo6T8gAgpE36YtAuMrSUU8xBWt2rsRmhyZ2am101oy3Q+8duoCuCpyN3Xa1yh+NPLMw32aTVGH9VMbHFjDWYMHVW5aVu0GOBwp8r3PgJyzkoNEnlmBztXydpfxanOfQRrqf1yPHeApNSnkxrEctTxQdD/JOYMGSWF4qaGg3McowKAF4vmKlUJWKpcn5djXFJPEoCEDlcl9qMaWWSi2+0uzafJYS5Jt8hiqQtA0uPolhRsuzRTe59JGgb4ohc3Moy2/4s/S3IN3rL6m6BeL4do9hi+qJhYk7dz0jlBErmjtyAt9HfqjpYCviqr1ASx6wkzDVep7ek0oB6LaItY8jIpVKrB5HjUUjbcBaxFx0pgQhYoMtzt6XEVH6W1Jx1n+XOpBuQkZMrsGKATX1X6i4eHBq8nIGoLBr4dZbWDZn+cAKp7x01+WNiystkTd1Ua2lGSawvd7KtZNkGo6zr9mG3XH3JZNKdqoyy74Xbr9i3oZ4qKNhbnPrxNFqPuNV3BRtVRiJXvkQXr+FSVja/GxIVGS1aD/ttc/RPEQTRkLdmRoznTUR4K35UbbkWiU55krb1RZmTJzGZdJl4+RnBEHT5ZCG74Y1W8mWdss84FVR9fvyymdo7J0aVTcKGco9D1xDg7yflRoH0xqIrTuyIwbZhT80bixKOct54lv+RbQEdT117c9f6L9d70mlzzB9P1rC+vS1Ii8KeEqpLcIaxEqHRyfxn9rvKuGu5MvUbh55CNdWqCMWcHHeSU2mWp3TLjBdxHNVbI1LDqyTAWLR9NDXEf+N4Vf6La16RgU34/hhgpQEsq7Fo/kaQQDChAYwsiwQZ3zxm/5Gu8Pazyp9SowWdyJdqZrkBJbGsVQ1OCbFmNmb5NrjsMFRTasUdxUNUBYZmGJLjKDymLcUiwurgvteZyUXsVYzhSpzivH/6uRfaT+lmj+iFUjMEviidu9LHlHNvETzwOEICQZGcLRyLPQeUc28CmYhLBDiveO/67298AHVrGgf2qHxTLzf5Id6by95RCUzZe2yNKnZ6RzOUh6XjtmvroEpYkfj9Cft91Y+o5Tbkw5gKXwvMh+126DxlFL+uREcXRqB9vsy9KWU8IldmLZrHF2nPmi/q+IJpbyZUnZpMEftt1c8QZ9Xt5BeEApMP1JmCoYapz/rN1znORVPgK+WCHoN/5QnIzNDQQ1Ajcbus3qg9uu2WUuZqG7SxigeTXK+1G5GzSeWPwvT+Y6ODQ9BVY4R7ESHHhfl1A9WwXUVIsgWWyTfpd/bAlZdJoXCv8P7MqwaTBb5I5zVwpauCfyz5otLnqHBHauYUS0ttphZgy1KJaIyezo1tewCSv8pNXui8zCNx5AilpLhdHxMH1bzohqUhdzUhmnyhe6olD2j5phUP6r8IerSgFXi5BKBP+s3Ruc5pU9YhR6WdTu643+135zLV8rxTMn5VG5k7v4pbE7Wr8Hoh3iPHoGRXpGflWHj13wOXbt6mWRYtIcih6smfc0uJYFEeGqQC/8w/xIjn43ffB5yhEgOX8Ci+gjrQJQFYMd0GJbiV5NxEJ48CCqIz14CN1zrvF0hoMnHV1LTvyX5gBuU1esgl6GcFDErQX7qPzvDUE5KtxGyLSegv8A/oDcWXWrEXA9uEBTnrm6SlYwf14ge2TZjsM7N4vR7JoVGGkvGyy0di23qMjpVUgvfXzZsTE2RQ5otSGjLqODY17ip2KQto8LQldEielbhkOWjitSKrroFaepSulKMSaa5xf+W5p2m6Eo9cEwXZzVojmaWXotyWXrNs1H1fIQtuKWIncKg3g0WBnRKgHYKrqw3uORg42FeIKnzGTBfHg2qsa33Hq0y7swzp46QKPiH7y4w07UY/3iLhYfh2K/JIINPajOBDTsHdSMCbW3pVwihXH6J2yixymsy34q5/1SOdlnAfepG1qoMXreAj+LHdmChYaLdWLOhxK0j4vM5s/uhLjcBGe3zCXyy1HsOuxp34ak8QQv4anY0tUtrclaFQxSw3RXfPBVwkDZYLdbz+TQ5eDPGs16tEOC9BUgO14r48nkSf9ZlU4gNCWN1H0vZdRn9pBBXfe5dm/uaN6mgYoLoLa+kVfIUjOsqCRcv4WQE+fIQlkr2G4xQKI6jruQviyotYSa2HUcOOHef7ixzPhvBosjypSXdY7LJUhgeuRJKnZKKuPpxBPxYFuqdIpQ1ftmE1Hx9aXpoiq48jSFDWFr2M0VZWhBui640Li1FXVEOIE1ZhnCVopv6s1kxJE6K8KvWACGV5uRoIJFtU5fRJblY2PeJ+2eRorxJLpcA4rrSKwpZCOsKsRZ4x+Bf5fkShWyxH7AiFLLwAd9AE3qoGJCAleOjkef5z6diURZ9keUggM7z0AUTqmgNrVxZSx2N7ZLqxEBXVmELflaYpmXKMZJpVBRGstAv9fEByWlozGblTc6D4yqmBk0RrJilTAIspsPxL3FyAgVmRkzwVssoDtpFsvIOpoFli6mUMJsEGCBa8jasRFikCaufKybvlrDgyi52s0QYC3FphI8lq+9WRPApcp/EF4RSqJojSvjBW/GSBrBDosylSURecfZW/DvvjTKqykmePPjP6FOv6hnSZQpmFdE9u0urWGYAxdQouurhH0vkBxJgHa1iIBpJUTEFfB4V/x4kIGJHKUCxihLWG4yTR1QmsmPFx4Gh0Po23C5co+Y3qk2c5RBP/AbKeIhg7Z6Aove4RUYiHKnuFtEqQN+PsFVd8CxlACIEJA95i4QIJarpDX+7RR0hkusKcywYDgD0nacM0EMeGc4B3wZsUqH8krXR8GSLtgRa4mPLBMhv/wzclPDFFWC2fj/2VoXfT1gj2PrtBGFrj1fRMv+VJ8biyYiKHsxgFgXF3jKZ6TJBLSd3JYVNEYYw7TiOWwCXGwAWmVo6WzSnwoSfLFwLcz+XIHVWbf14BmspFNvpPRsEShXf+pmyg0YOjGcapTKHjAqPxpD3OQSqxiM7XfNoPoslS0Z4CQn6PKIvsNb/xDB9Lz5Kc2iWj2KdOy1b53AOBch26vb14joQud29MNawOThJF88htA5ORZD7xgt/MbuRFsHWj3iAcVOEvfk5lx7lAb7xAjTRlKmRQyiTgjG+Cyxa21huyxGk86nLKJVyf155SzdfXMGvVwaKvArUhSRny3EiwuYv34Uk0ZTbf/tX1yL88oX8I5cGZ2OFfv3SNYtkaPO7C+sB0Wg/g7Zd8kTXX+V26xakppW/oEH/4OzHgl/kaKlq2nmEEymVcwWsWimblwsJAU0LrpezRYFIZPw5znC3ioaKJditcHJ/XMKJPs87efCUAFGZk9vIvz+7C9t/JpkuHFBj7hYb9ci3yEL/GcbqmvALSujOV54XqToQimi1dD15em9vf/rxwZ09eHzxldkO/KNvHTnwyD/FtwdYw2j+YFNJQ/j7J1C3YZYkveeaR0u02vi/RPLJjT6FwhFwKIAs/+SE/vyT7Tr0xfKT9bBaPEafzPUnMNki8WlOj4v+Lh8483zT8OJ8VSNwj6LsCbhBAdrM3I2sZ8pKuBUz8XL4e5TXyizFqxqZUqbeDrEpi+SzXAcCA4dtgbAMG/3L/ohdW/jLT+4CW/8pMuaCO/SX6K+f/iJeApJf+HP87WqxACo7/uJvssf4qDQdAq//dR/DZnEKC+lNBWqqJGGUgXKN1lKY/GCwc51tHWK6fCwhrFENvF6R7dr1rato61SrfoO60q8r7vtjFet9q/K7OxfUrUNcrzruG1W53UdN2DrEu9YSff+SoD9sPc9XFMn8/iUmf+BCkQrBMojHt5LljUoqvrKG3658+yphWNr63Uu0qPmZPfjRMs+CKuLTLibCyl2N4hT6RSPoH50qCPWqAcSKaD3k5ffE/nsVDJQeVy2woteB68TOmEUlRMzrs9v2kg9QN8S9ZuC1RmBy7aDd7xEIWjsw8j8x9PBX8KAO908ePPg+MXllHDtEqu0Sl1JHoSi9Ks9xg5n+Mn0u5FBg/mAFyTw9XGV0297tPKosVFEJpZTtFc9bRdmzb5vkLrANLLBOPr9iShhb/qaqbeg9zKiMZXRVQ4IXq4m2vuUgLryQqXbXGpn7RfrqFL1wISnFG97AzZ9f5epE12no+aCMgyJ5Qf+mGoe/RsIKxfIgMlaWkB/o780+eNKUZSRAGDAjtT/yupD+/afwaYJtCVsfpa30WsIXNwYioruBsViWYmW+X2nGOjKqvlTLcoQkOKsFYUn0TenlS/nqTO+rksvU3O0XwjoVwdkfK9JBc5dnlmRfFwoF/hIROlhzY5EFps67LUmfazqCVIo1smInDwaGx1V0O490H5c+sbuEDwuTr8COXNvcbktOz1G4untrTPxkz1uFRYOhmsgUe7tT0q5CvktpFr2M6BKdYOV69okHB90Vp+TmDswm0Q4C/HiFxvDZCxglf5MfyFgtFeQEkGEfxB3ePAX2J+g5CgplfKktmHsq1KFNnSA7spU4k6pYS9CyX3Pc5fJO/aAEWzPNcumCmA4Q1L1UJ2cWojuqgoDPpdV++i3I0pirbMeqe09VkgKLvRYvnSwxlstUITjF8ef6N6ulUZkZmrIFlKbjJAY3tAo9LZKcgqDLR5cJYTzFwjZKM6AUKVg/FHuFpRXKnX2KQ8rNKiqYo3BdXfBe0ScX/6XIddvkcNiXgmBIDpUqXonzo+j9ZVXdZUl5XuwiUxQrz0OJPnWXVaSfXUdnhmvc76cmtiR1SRHD2XnuCq/o1kCSJR4HPCeKVG1FLGNUq0gmge8W55EoStBXpiWB95Lsyl8+gAZ4XnLbKCkVsgRqABWUQoRleQgpspOHQs+/omIwzopsoIQYZZfGQO45mCNLWOagl5RgUS2O1xrbi2P0T/1Ch6Ki43tKnT2RJPrr0p0UZ9Jt0Wr0ifAiqqc+DdydzuPUeMM3YeIOLScSsrDukV6F3SKusuy7Up7yFEXJGsPAlma5pYkJ8qSk7oOkDfhemw6265AcuBrnieIinNwa9LjZa9HTvyUJPLn0Gisj4C16dLyK3AXM9xd/Vehx32DB5BsDdFA0fxaVQRobzDjAx264fLALM9gkRwKlnzq8S+sYbTGmYSHLyottMSomndpkhcw7MZHD3CpjJdfFKLQewC6im7nSC3/W1yiYvmRREKmMFisVnUngmmxBJZ12vF7ZUZmlRPWfwcy0yDViSeoFDcpAwLAQGzshTdIUKknfIGSQyMtQiRKqTNIKjsIZquNlbNtRfZrUbxEOR+ScMy9DOmvFz134IDbt0hJg+R5Ddk9MRNndahknHNBR8XWfBme9KL5THxRdVV9np0C+RN6rPCv9R8jBPvZotMswcOqHk9EiLtk+9HtyNasSgMsigJCDYfEiis5P14st9RciY8D6ely3qjYDXvKX16RLc0nz4FwYmHKi/TLJhuNWlyeN96nfzqw1QzCFePI9iHIE1opHRCdAa4Sla0OxB2wbRRtDJk0mmfr4+geVXkPhY57caGV4rM/gEn8SlcVi8m+vKlAi85nKq5i/3zUZDRNfucqKZxWRe+naZhpOe1KkKEU1rdBV1oHKy8XfW0hhQjiyLHR7lRjU2zwV052h53QtjCw0iwtzpAMdS+OyaodEpilRB6oYwUzRqEx18BKmemGXfPF46j9rlWqzpOcyVdbIqslTXQdzg6ESDrucq7oaacwJ3cHW1RoIzmiez41Cc6+EQyvCNWGUf+g5Jba4E5OxXgfz8sn0GTn5UXvKT0M/KIEvyCOfYnE03bLp9ftPHKpyTh0encKDWY564/vZdWq9ol5cdcwmy7LWZaKlWQbiscmCC2UU1Vgq0rFYawxSjkv/qS5XvSGYrOem79XpT8xQa30mbOUazC5X9hs8Mjhdq954zOTSspMma9p+Led/RZh+fMmZSK56jDVYjo1IlLl5N8hR7sP3daqi7l6t+dzAwreiuLxGlrxugftdC9C/eRn5XxXh61WEr1Xn/UNWbK9d1vyHqFX+/tW8X1OR+41qQ7+K+1dd549X1/kdCjS/V8HkXUoZ760QcCXf9yrlq1Fc98cqbVv6lNeUo61dXLaa9ruWiq1mek2Z1LoFN19bqNJ/u2KQ+rx7LeVY+oR91kUsZfrO5QN1meoW8nuTSng7ZWb/qGXnSh/yc9ZNq0n/3TLedatJ1a35VEalnTqvkRK/j3o875xO/RaVNXQZ/T2VxqjN8SFKXHz3EhX5bD9PlQn9ihEfrRDEPus7/KR1En7iqgd7L2nwq1TBPksVvF/tgeqqAt+/CsB7Q/xPlmuvNGtXEfwUkAuvyZDUSH+ske5WKw0qqQywcdVZzPKqHIf6GQs5kYAoffGkrbxA2jGI8BVBaNohYhvXpnrE9a5qdvcn7uC929UR93o/k7YVXU/9+mm0JT09Q7cYkl5Blo0SGBaGJ48Ct0Cap35+G3CSwuj3wqofnmfC31Fhg5PfX9XizfIYAYY/n1FtmsJXZ2ne8PD7q+cGps9mZW5TUr+/9RmMGDDREf6XY5AKmrRJtj8QDU1wBm1Mgzp4AeWCWWkAlSnxtbLStRKfdVOktVOUtZJtX5F3qZE6uUuS2G7g7/XSvk4R9IlPCg3qt0Rx14Vj33Oel+Tc5aUViV71s412y9Tg2KYyLfE1aR3vkRSxI0Jz7Qj7GMiNsUy38AyLVeCa8ZXvFcMIopeuOuhKd7GqHoFXRT++eZRhsYq4Gf4HsrN+p+sGDWqQ1gjB2SkuBos+gawxMb8q+btOqMIu8Q11QxR0roB171/f4CL5O10FR8oAY8s0gUfnz9W3nfu4LdwdtLhEzL8C7Pj114k/xf1azUsuLYqSSxlNt3JuydUcpMMC7ODcUnVCBKi63cD2oOfm2k+bRG9t18E2MUzPjR6oqiH8fesXOn2LaPddxs1g7akCAloD5RoNx7hSehlhNRy2Hkj0jw+cHaZihkvISKxXkujAx9K+dKu6GVFOVAUR1XtJXeGWkNbAB9ddJRsMtSBzi6lXVQt55Va9cFW5gL8byLne6pWFGUsJcuDS84iqtsBKawesKjfASm/9E5lMYKwcg8qNsipc18pcm4tMRVv5a8jVWCO10tATU+TeVL+99bmDtYRVMMCZp8RlbovySfdcllPfPMm9pchWes7vRpbmrQd4Rlg3S8FXReMiH3IO2V7BqRGnAAvYJh3XvAicLIyA/869DqwUIRqA7zd+7I+FdyxUZpC7pBEp3CLp33+Gq28D0bsRuvukuDhcTKOgQavobsXMjUoAifeIZV2NKVwTSLcuLC4YMW7gCiyLXf1wJYojP6T6mmO7wG+mPON1URV38aTrAt0ldclDRCqFxZbf9hwOBgLlRN7R1gG7yZtT3bVZ1rq60GvSC32MyQY4UmWznO+4rs5FL4AnM5ZkyFZeKuwd1mwXnj1Aob17Zc6COpsEk+h6y1c+BjWNnfgnWE9ApbyVnXPp2L1aNyIys7oaH3U/6G0Jjqw2a5wNAwOiybpj5NDugFVvec9SH0ZmF0yUWOa+omb8FkhMyV1QXJ1wI+G22KFLY1Y5hynfe6iOWMZH1jpw0/zkgHYYY4elqFOx9pjZJUfsV9dAp9vROP3pTVKY6pej9D2v/MR7o1qNGlUMs2HgIyzycyoWZRmoeoHjOxas27M/bY+eMh3nVrWX8gfxaVVPRT33V7V3a88uqX14mgp9NbGvZbNbLEXjn2EypcJxy19tkUoc40KVWrNa4FzMfZRN8D0GuKlB+k2g1ZBn3m5T/QxG7ob1FVKkhzyq8DKn9ITTViNeg3HlmYVY26+BUNIPBagADnlLqasnS99MxOS9PqdaJuIHeDKLEjQDW7wUbJFcwj3fgunXL0WCubF8KGis/GlfXj1rh2o4uxUl0DLXquCySxCXKwKIvguAcF0LgBKfUq4KvRgtJSVhFVsrdDeQcLow1pyAXu70LlXtdIP3VQtsF1ROiirE8bjwZaBn7jrOULxl2PU+z6PYdkKEtwiWHDrD88e4voOvjod9Z4SzeLH4wZqhOMoXmTZgVMp8WwWz0JCRVHf8d3WiSKreK6UW09CWqYhFJ1HKKIYlhmlhuMxS+Vlzv3BN0k9vflmGv5RvjhTJYtO/lMewRfS2VWkLfV7f0yaBEwRh2GGin9ziod2metuh2sWbq9DkK/S5vQXWvHf5eL3Ylv1Fmrylqa0VpKBjFO/D2NUJc4BBTdnEeVsk9fPb7A31guTuIXlj4cGIBXHAJhZiUbItUgZ/CNoPFw3P62Py6167qF9fqgylp7JyzJad+8WlQ/SLgcWSK27WabtHhiNuOLkyb3hSP7/1aShDKsOi+/koTfDGjfnbFvUe60bvWDF5h8LByo4rw1F4RaIVwoEGwU6JWfWY9Klr5mfpply9U8kvJQbxsrIcdUvz9vetTPD3qtxT048XG9I7l1jQrZaQigRH7+wX/Khno8d53GKJQVCpmkH1+JUTVIYWcCpTMX/tPJ06iKV1ofv4bmqyEUJZTJmY27wpMBGhYLjKrr1eaXamWEoT+99K964Rq66lfb+Nyrw/927OjQ1PUgADDoKKFoQQoSyMdsPf5jkAzhbRKozTF7f9A0b4yNMo7M3PdfwJW4Rcc4e6OrI2tigTPbsL239G2mPhwPa5W2w4ksoiGjM0tvQXbX6/ojFHMHuFYSPCJ0RsmBep/RmCn+iS6ESK8XKdSKcK967VX7VKtHLyWx3M/XrJtPUyW/XvmXaqA7GJnFN+jtTLDd0dvRorJ9ih8UyM3+SHXwmNdRMa3w6hsgpYsUYqX/XRq+VfqnEO6rlwtolyswtjbIZ8SR3/vM9ryuzZ684WhlfYgvjXt3GflMnetEWRxFZITIcJNaxAJc5jJNv7m+GiCVSb+b99f46CcSa2WFNQSCEOBa7ZYqIb10IYovGC/1j6ASESFY1+6ve3PqgJKHH6IIrVhgzFXrNN8ksJ1ygoWftitQzibBlXbCsYiQzBmytQ7lwGwuQ2Jfl5z5ECWpBCu8Xt5BRhgpmQrviNXuaIajTLXJqqvcZukJ5E6voZnIqhvyhJbnvOodthIUQYe24fJCNUuhI2l83OPTcRqE1sG3Tq+zl7hnImUCcn6VVO0PqYYXpWQc1Uo2pQMNAsS1V8Fbgi87JQXFRQsuujRIfLEpbVnlOmECH2nvqF3skaJtNmYEQNXFOVKUX/lgh16z1gyqxd8VK3GNPVYirjoRAprBS+tOatEmXNsB93f5YrLNLVHIt5ld5iZw==</script><script 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</script><script 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W7X49bSLd/s+Do227J7tB9r/xeOo/dtwqYfTJ6er3A12UaY/+unz9vnD5+uH345foc/fnp+/Ovn4/2ntx/eP79++PmXj8enT8f+y3b95+2n4/nb97cP/3Jc8J/P/3Nf/fLVj1///es3P3zz9Vev37z65uUPP7z5w8tvX7/87rs3f//6+x++/uMf3vzp+29efm//+PKbb35488Ofvvvuj9//+Pqrf3j9+1d//Or1q5d///LHl9+/+ds/ffPNm6++/vb1H/A9P/zw9f/++oeXlw+/fn65f/r2w769+/bD++Pz2/++fbbX8vL6+e1fjlfbu3d/d2z78fHlx+uf7S/2V3+2l/zSXuLnT3/8y/Hxh7f//fjm7c9vP//D9vH92/c/PT3b8G/PPtnfP3uHf3h69uOfj2e3D+/effgX+wL9+28+/fbZ8a/X49iffbZ//XjYO//5eL/bf9+/89lvbDc9+29vf//bF3/z45/ffnp23d4/e/uzPZrPz+wJPvvl+Hj78PHn7f31ePE3eklPz/7m2bOrvcTnl5+e/7J9/nx8fP/83duf/vz5xXHEMrabdYg32+S2K/J2vPjFXtBvrAvnb7FvtW4hvfj3ghpe/NOnZ7+x+3x9IWSHL0JLW7pdbZNcWt9ux7RVyS+0Lbi+EET6F2jyqi2eMY7tVhEXc9n5hXb1nL+6lBdQwG1bOvoFq72UfYzCr7Nlur7utn2yt/Wvn5//y/bp5xeXvV7s8E7XUHarxrZp2+MF/uXZb+KL0J99q2+CEvWF3Tx7uMZeb1u/3eYNMR/86VYbrZ/+X97ePv/wefv44t9LCHnx6S/2uOxkXl99vL9+sLXxDx8+/vPx8cXPb9+/KMEawMsGDcaeruV6y1vX70h9fdfPm33hDSkXY9tLTke8Hv3a06Fnd38kz55tn5+9+N17+x1vfv6w//ru+PQ73zq/e/f28ruHBfC7cyF++u7drz/ZL/inT1ap1Ke+fs7fffjwzy+Ov2zvnv0fG5bSu3cvP/31/fX/fPYb/qV9xfXjsX0+nv3m3/zGz9sv2+Xdwd+IH/LK/vFvbQ1++PhX/BLaXv/2f3r2P2/vP7z/688ffv30vzzZTfHbL34vNuablz/84x9evfnq9Tev/8vLH1/zZbx5fB3/L7+X7wgAxH/m0byyk+TtO/tQ7JtQtKX+H3zT++PD8w0v4Hf8f3w93Hzvz223Q+F/eG3/znfBp/Rp/vb/j8fdHh73f/KZgHuf83/wTT99xC3w67vnty/+rCWFyuz/+/fBU7asb/vbH74//i8crXbN/fOLD+9x7L878Czw455u+JytO8q/ffn583b98+8/fP76vV0V797xlP7+uL795e3x/vN3b6+27ezY/My/f/nr/vbDHz++tcX/8tfPf8Zz+84O23/58HH//vjp7Sc7C3//9v328a//8PHt7z98+KTvsh9uz8X20P7t8f7XHz/+ev79v363ffxk3/OrHRT2/+93e4uvvvn6u9//8eX3X735+sfX395vmlffv8rpzY8vf//N61d/+uHHP3775rvXr79/8/p/e/XNn756/dWbV3/38sc3P/7jd69/+Luvv/rq9R++/sP/8A/fff/626//9K09FrsHto98Ebhs/NX9+OHDu89vf8Gasdvpu48ffsJF+bcf3tn5w6/9+v1f3n4+vtne//Tr9tP39ujtBdubfvXuwyesp9c/X47d7pdv7bvsYn1l99FhV5z9y9d2xeq32W/68P6//vDssr19Z9fik11Rv3z4+PnTM7t7frVL+dn+1m6qz+/+ig+xPKHMDPrsX/w/fWUMTqIrnZwJSIiTAm5rhqTLOWlWCYpC5qGFE3YjSFgag77y1l6gK0a16+HhEAaglUDcLyjnk6F/VpElTV7t7kFVE+oTXJXIsQQWUEIQUxgdyZiNHDcrjIYVTK3S167AsxfmnpU29DApsd9v3xiRK5/CU6MHPH/IsJIKTbIVt0i2Axcx86fCNBdS4AkKMzK5GuzoAph7UN/Scb7Pz7ja/93nNp7QyMNklqnmlQF05PcHKudefXj/Hh/ih/d2ZX22lWvHxDdY6P/6GYvZ/vmzXTXHx1cffn3/+eNftV/0UfPs+fHDL2+vr+z7Pvz8+ucP//T2B6sg+M++2H44tCu+2j5vP3y2b/n5qwP7VKvuq7fbuw8/+Xrit311/IIa5v31r89+8+ftoy2mv1o5sx/P7KK11/kMJ9+vXL+/ffYvbz//+fEfP/Edi9CATzmT2FygabeWaQB5gvPM7DBqGQH2gBP6QHocsZuphbFW6KOgeRPCmrpd109sthD0imAk8ucwG/jl44e/2AvY/6MXQzAodr3PT1993G6f/83Z89XHD7+8tOfy+g8/fv3jP3pt+vt/fPMHqzpZo77+4zev37z85vvXL7/6xzff/PHVf3uNEvblH17ZJWh/+vH/Zu/N2uPGmXTB+/kVnruu56mqPN83Paenz9VotdWlrZWy3X1u/DCZVIolJsniIln1608EAO5YAlzSUhVu7FRmBAiCIBARiPcNMEZvPt+fbcOCPYszfCczbnwm8dkzXIg9mIsYFi+PfXkUh3uveeRHvg8PoP3QzvBRp0kYqwzUoBbQWKmNEJqqsEBvYCJt28YtN1/zgf3aN10/GE3XVo//lzCPwMr6t382ZpCwmWSHjr/6ed6WUdhV/9cc5hTMKGdOOXPq3ZpT54lf5qdsh4EF5DzJXjy0jTpL2seL829XF9ffvl6c3n/6+L8vbm+h0WALftE68MAHLnAAhcHxkPSU+ZpUGxT3mRfnYDx9TqH72+ArrLLbzHv5CH609+K9foySjRfxZnGvgmY+ZkmZNk53Zxf7BG4sc2Vhmco+/MP/5XcwbOIHtgDCAo23lPtZmBZbsIGCiH+Gp/UYwGjwvzIfWt2WYZzswUXM/TDcJn4Kw/F7WSSPSfEUvIbFcwa/vTx999LC23j5Y+jHDxn04KH0n2DipTHsG0USvEZJHAVe8nuZBRlcYu89BQnsHuJSf+Rpmu3zx1c0XHPYDdMcrLoiiNLHMHx4+B36CP1NcNQeYBbluZ/ED+GuyGE7DuC2ovB7mO2zTQSC2Dystg/h9wiMLBxUbG/n7UEYHdDHIHsK4yiP9kkEAx0F6eMfUZI8vz56+wjt1g1YsvlTEEXfgzwtileMqmT7fwuz9OHf/0e+iX73nj3e7U2S57/4YDgmcRmFHl75KSkiaB2W/gQsi234EMDHME+fA7w2WMiwy3Dl6HmfwwaPI4H3lD1tk5cY9gfcsGDkvM132LuCKPPL7DVMcxjmP70s+T2JQj+ENy+G4a+eYfyPP2BQimCLxgysv6D5Ha72C3YILp5sfg9YgMb34RbB6sjhyX5/3QVxkDKr/f8Jsuhhl/8RPaZFAK8DLA0RPENsDd7zF+jxIwxHluDkgf0OuwtzCHaAIoTLJpvyoUzTAGwemAGh/1o8JjFe+o99BMsMDM4eVoBkk+BDK2FvhlGLys0rdDniBjg0AveHNw23H4Rw7zm74t6LwghmxFP0xwP8D1M7SP/5j9eozMtNGYfFS/hQeLudGNHUjx4z+CZ9CXevqZhZzziSMZhq7K9fHot99DvcMZjsu0cw+fcvXp4F8ff/73/C+Eb7P8oge32FQfoTZkWY/cf6ExiIsPhVfsYnUP/KV7VqQeM73rf/8cvqM7Sbr0DyO3ggQbbaBs8rGMgAXuf9L0XRXa6wI79Ukb2UtcHWySjBVxlWrf/b2F6e+asQfvn+Kzb2qShSbnZeXF/cXxxdfvt4eXMM/63vYcO7Pbs7v7m7QluKf/Ht6ui/Lk6vwQnjf19c336+/ybcsbOrm/+4+LaGzfLk/ubu4np9Cx9QA8y1+7P1xfrmHG79Yv3t6Pr07ubi9Pb2+OjkN/h4++348vNd4+mdYqzx2+3R3frsDgy5L0frb+cXl/dnLRF2kbuba37J6tvzi7uz85v/uvx8cfoN2/54d/P5+rT5/SPYijcnR/cXN+Adwg3ADn97d3N1e39/+e3yYn3/jd3tzfry4vrzf10dnXy7Wd8cX1yefb4E2xPvuWro5vx8fXYPXbz/dHt2/Q3W8uuzr+ibnoPI3c3p5xO8xrdPN+v7j3dn6zWLrdYh06O7s//8fIaX+3x5uT65O4Mm6l/XR+dHdxdnd18uYNC/3tz91r7t66Pbb2fn53Dv9zefTz59O7v+cnd0vb5kt9SIfbnA3uAvFzfYzN3Zyc3d6cX1x69H0BH2A97p2fHF9enN1/V/H307voP/z+4uYliGAvDXhaHLHd4voXcZxk9sv/nt/CY6if84K//9n+fZP672Z5///eHo2P/Xo6vb/xltjm9/fYEF+p/H1Tf/+b356eT47vH7vqVc/uvX77/9dv/5H789x3/uxcfd/7tvvvy3f378ur88+u+zO5w1F1f8PtHqv7z4DefkxQmOz8Xp5c0RuvpsCq4vgwfYQqNyH4stj+9/l/CSXCVZUO/Ol4kv4tC1gf+0BhsngF92V0fr377BFT+efTu9WGPU4ZRN5c8w/PBELv732WcYMOzKt8uz64/3n/izWl+dnV4cfcMnAGL8D3jYd/99BX2D/t2CD3N0d3cEf6/X2Dibd2uMl7MIPMyNo6uLS/gWntn16Rrn1ilIw3+8sU9nFx8/3TPTAQwI+Of+7L/uP9+e4tvZ69HV7b8eJ9/56311e/bxX0/F8pZkPO5ydX+L++wtLtvoiMI38OnKi2FxxZhPFQLhg5JfeSmP4Qfb0PsSBrDE81jQVbCH5W6N63wCf8Q4qGIG1bEQYWGsA/S/8EfYMMGUgZUy9POrcAtbKH9MVyG4X+AabGHJPErFFdn6B43AAwti9tCaCMqJF8cJGKfsV+5n9qy8/98H56eAe/HSx9eVB99s4bor+B8+o633gV/AVg9DCnhpcKbQRcu9ffDBfyzjJ3To/iX4jmYPuGvwc/1tGccgta2/+PkDvxg2pZP7iVntv+xhJ/wu1u+9uuMS4U24+wU3Z9j3Vsfh7oJ/bN+8uBnwIs9OYPazmSJ654MTDjboSvzPXLhixf97rGxGaIttRj68Y+Disu/qLzSjLJNdcGR/2qf/ukm+80fJP/8K1jBxJJL8l02WvKAx8PC6Eh9T7ynh7eGnb2D6oTGEO62XhuhXwKMSz6FoD4NCYsTN89gpWvW58r7PvoNdiy84Hr7kBRo7uk51BUb3iV1V1ScMJ/xUdykLwJEJYh/aeciS/Qewg9kXBVfIP2xe8eJ5IFqDXg/GED4elyHGzvKVz4Kt0Pmf9XJ7vkblckn+Xy1cDYhEch+ADbvF/2F9NIkMLokuJTjucVF1fMXjUMH2Apa2cxiQdcE8QND5rlHCEL1B5NnD4zetzHEEftMfJbgjejk0aJPc1KlWAFQvKLaLe/Ah9IJr7yFAo0Qv9Tm85JaxVgp9rBX63Oym9bLgYKQ4DTK+XXa6S9VCcXTUz2CjRF/IcMUkecpXZR7cgvec5Le4uHpb7eXAe0Zva4VnG+z901+hEkfX4TjMiset96rXyNMEvZjVmv+vEI7ADlvhK846YhQ6T7Jyf+vFQaQTzYOiAG8yX63FB4zs3vI7UOix1k/BT8aB49aNqsv7xrRpBp7ZO3CJVPG67pn1sjqH5rFHPLJ8XBbgBquerVAReQ9MgSTaidboFcTcxMMKsqCwlw3y7D9uYFMkec/pkjgFDIPhi1Vn1Zxe+omhM7UOvn7nzHQpTN2qdcAWvYUxgpfvGSYHUal66/0o8GIMAminz1Cts2hSFKsJy85RLHXwNYLJa6nVNfa1ymLLW/HZLiadfiQrFTYtewduNE3RP81OMVCw6NddAibOl3AbqDbcnrx+A+8J87MoWOfK3Y6F6dj6T9Otp1CSvt6k1epC19sFBXfU0DvOq5dlq97n+u1U8+Mixqiyh4ZgRusCOKvixu/Ep1vCoKW4Zog18jaEi24NDxK9SrjPEHYUzEcymDFt8ZJH2pmaiLozH1WvmmYYNa27tbrt/k1oAQPSQU9ttZZ8qWsrY46WfrvkMnf4r3bp5nL7Olqw4lsrLMZ2CmAcxOpNX6HETjEUKiz4Ci8bnj/pJOpZykSFYcVul6zStQl27LSlfnPR7t8khUECUwkNIhJvQSbVCqLoJet3TC/Gzgl1Ep/TLfgnuM4Y76EWNd9LaRyTMmwbagY5wuX0I+fj+dbw63qNlfe1+ll04KrnE8ql1uV+77FZq5fTXC9/3W+SSCIAC0Tp69vI2ZqfyGXqqX/0HGQ8vSnJZL/3b7X7Azo+6JRVscWWIMZ/MFsk+SXldtaK7a2N0VUJlkUYrQI0jNpGUmPZd+TYTLnsv9nspzgpwoeQB4E7Fif7lZ1yodmm3gG5nLiT8DmQXwaWKmFasQTiFR44PmFecD/q0vt5wSAYC7yEPs7/B3S7WGrMCm7jFRNw5f1Sik+LDY2O+kiCAty+As8QHyZz5pWjXP26cGBrjrvr+r2pl7MT6doBvhVfnMWYhbElOc/KRjAQp3XV6yaKl+Tcq/Xv8S+bHkjUdddmPvwlPDN+FoFSsEjsw3LPDLHjqAyYNa6evkrxZWbAIICPs+Ej9t2in135aR3F698FW4urt6WnX5ul/JOuW0lOv2Z7icDYOCxZYDau6hQYWMcw2oCzqdctC805XnFdGKQbDGaJptwm13RZqTN6THE4lUcLLHzPHJTtL3U3+m/AjAu9wV3rBh6PvS090IAplgWP3VkFDK6CQhVlneaipl64rTzhFY7zOgrVPhkYs7rbhZ/ZG30f7nkTVdiMPJUqhWXOqNi2OZ9VIHtxb2GPCf0QngaLJykGqq16FeKx5yP8op0XbZWbEvO54AnXqpr4JFdkUqtb/Be7qZIdPg00qPVxSfrJUBN8uW1NO925TXdTf0j4IVm1rbPwBL6DkToKTTRMTpJ4l3lFGQ2tdRsbg9aMMSa1Fp4SP9iqvsXWegd1Vi9WT/eAhglbwHszyarrPd1lus66uuC2cpuFz57/Wk2Ya3APfW04bfDa2L8y9TEWjEkW4u6jvJr+XeOIEXYcNkUfh3jam/p380PU68dd8EcZZixseZ+wkwu/sDpgqNK49SaC3wDNVjLQmV47CxBWxgShw/VnhRI9gDwI2Z6GuV+yFDE7PZ6EqFqqFUr/kaC380eJScKoOWZJnmMpRpjkz+SIwdwBkQqceZVg4rd+EbvPPP8J3gGK7HDBq8ZMt/Cxd6dy9ESIL8eTEPziPIBdOatOWMXQG/ZnJXBLr1YfYzbxopPkmX6kyP4/Yyg2morVuZ/a2GibGZUtZ57MleSCW/KMQS4MwfM+3wV5GRXKGcAXL/gLfRkWWV7dtP6wWsPqfCjzaNaiyzhAA+NMDD5XxY2pttaqxA5inyvx92aZGYIv6jWK42gp56uDNJgj38eICW6gtHf2NlF6bGKihu1M+tUwr16v/cJSoVey1GiFYusM9DxJRPCH/XkSZn5kCnm1Z05P60BeySxRNZsNJ8lEKh4LoDSuvnGUevILRtjaYS9jt9rC0yOp3QRO88W78tOv3w8ujk8WHnb2vIyia+jSfVgobdrKSMKDL10sZ1QCZrPlt8ZNa2BMssNGea1KJQSkhr7R4WXvIgev6sOr7XdWvKoMlWJewWu7rjWKlFDuNHuwDrIbc5ynpJrZhKBMMejjpPiC+AVx8q3ZSqvUoyoFjT+/JiWN/23eh9gZPLI4rK6qT19h+X3UxbGvW4fzKMX3c3yj6usZlyGJznvavrSZv4lfor9LG4eW8AGjinP7BYgf1bsFA9O+6PiExoFiEUA+YyrrD+90zhyFIIiPX3WvTOv0ioeMNCncTDYOXrDDq2v+/7oI0n/q5MVoIkyS5zzxMTUl6U+IPFrng7PlLGFOi83CP0hH1swRMNmP4vwlyCxnlFViY3G03YPRnsObg3lV9vp3wR62oi1DddtpM2+JXZ6lco7Rvgr2m3HXvQ2yfchifWO08W5nbYFzMdm1w300jQ+o0PusPpfmGnkNe10xjrR1/bfZl8OMx3PvKSCf27aFDwlXnXH/k9hLIdGBPQ/fn88qRbjUDHwXRbDHO+q7LOah6GssiTJl3ioP17R2UmMfBxrv2FY55O7adpmqIyNKxMu8HR9srzQeDvUWQZS69PKil35jnGISnfe3OIgp1mZN4A+GrY3x03kYRFvacLSlFwwNVznh5h7Vku/43Wf3YPmqtKC0tDFqKSz44HhmH74uN2WxS2BB4j7/lJftUG+C2n6YuRd0BC0dDNZAQSjzoYceWWhG1FntC+bgBIJEd9Vj0zU6yzXMBHdafBRnyHmp3wGtczIJs67iLqA+tUp+wUe2xOOyCma2Nu8TL62iMeAY32OiDm202tLLnLEssyL0DhOvk+IRVtFzllhPufG+wgH3xSp9BOFPpL72FZbpayuzZjp3zPAm2rHxdrkKY8xukNPXH47x+WQt/PGLoPhkUImK71PXt9R7ZYZ21ZsTZMHkHWpyfciPtlGZaxP14EGu8GlWlxg9mIo7ZV82RGT4FSecJt64Vn8h22uWtWgscDwIshpFYB6ftvRshpXIbGSxAIzDrU7qj/R8CZ4m8TELtxg26SAp2vnthAZzXGMY/CKv5gMvHsCjzKRBqoSnzpgmF0gdhanXxSW2/sbmwiAHXkobQ2h7RjykrU3sssuAVRpk+uc5LWVWPFRmjhBVGFq5zSfPkxcHDPOjpqFBiXh6i3jur5mXpkQvlM3pntJ7yy4b5XOotHSME1odQRNOeyPEoSBNGGnYTx4DJatZP1E1RcLsjOgGVVqCHAmFeRCyhe2nHLkOdJaOZwzOeMeeCx/IDmdBIou+duSXHMwWCZ+xW23hQ7BJLrhesIp2VNdA6MBLYuYrpOaNjWbCU7646u3DE+X7Vp06fgRHBf0Tqiyy5TMF4nY6xZbjgJejrUC7HG3tNt5jL8LyJYvt1kyJDQo/RaONIlfLyw1neK7Awvm69Q25GVb/oAU5zu+bLyieJttxYLIoxDTpDgKBd/+a6s+PWmfo7fewe5QOvs1TFNB2oXVLeOntZ8GVSWQwUrIeJ4PTqoREnKG2Gtyoh6f9p+XFcADtL1hpfY7DP8rRGZf6UTXC9fmj+UJF16678m8cvmMx/3p7HYF1VjwZMUmRFEXwKc2NvTJsiFJhPqfGvATv8LVh+e+nwYMHHjw5B0mmtCTB+4zzuZPvb3fDk5ky7P2E19TufFaab+MSYd5dIozLWnZZy7NNQJe17LKW9R5XL2u5Fdkw7jgt2QPui7r4rjWOcna6Ny2Tfo/L+F2nNCFZAxhFx57/hIBuYv5D6+FJG1jIMTrkcYP9IUDLUWlibUFc4jknzfaTqy2SWDN4J1kU5C7cbIj2dN3XRmdBlPWMT5qH8bxnVtzV8AbVN4kPQxyKWGisBS9FxQPtCVjqEePX/HVQ4mnYWaXm8uQ3PzFMQQ32duR/usAJgcfPhvdnLOnZOL4gKq/gQPFvxKz2xlgU3zDR20ykkH8bvrh5OQUc+xyVfW6DHpNwysj7cFvpgM7SVnAF2Ha3p/fO0tnpe2ubS0EtdW48hK/DPwqEJ6+uin453q3NkxhovieEG31RQfPXyrCtFA7o5PS/ZUQop2iMVDEicu+HqofIounzLs35rhHKkEoZyNTiaCSxMpIt5JlBo2Ht0dYZM7/WqjMVjQWNx0RVVrBFzuBi2YlNiZ8eixRBRZyz8kG82cDi86ws+SZ0U87xyZ7aTcaCn4RHMKMvQSHLas41zvZp8cpml95QlB5TsGdt5baYKFDH8GSN4sOTNdQqk3rVqcRlIW2IK8qVGjJDg0696D+CFdUmATLpWVZ9vU6umlpZE7Z7giabpicwYXfqN1mqQ6mgWGt0XmSiTqveY1oWrTVVP3Z1CTUv8tGHC3hAnD9jlnOGpgytbuRoGjYSc/EE5rYGOFTVMKXpLVpc1KLdmpqQl2kcU4W0erxH0Qa35leeGkhvYGj6EHSrKXlTFpYlSBtV2MIi7/U2yUPN4jEtbWyO6qcm7ctwDz4s8WhhHqZBOzZrm3ZYOP3e21GGdUpZWJYEC7Yti7Dfiz+o+czWIE1LrI66BQF9q+cwx8CdZ9wTVIYw+FmzzkrhchgE1UlJslOUUjZbdFcjY+dAJBUJ9WQ9qIYpKCGhrKRaVkJT3hM5LrYe47lIK2yUjYfXVnoHZQkt3LiT1hm65iSiBZLUnVew6J9uH9K6QKRz1tqyqXpO873G2Ak1J+vRtqkoFzPGzzY/BHkWyZQPGD5cMDinh9D0YaYE3pChtD6ryhLJuryTNEjNabJy7gI/iGWD0KsX3JkugkEGi96CCpnJpNvWZEITc4m4/iQbIqM7Ra3O4gIMOCISZHgz/SYWp1tKMpbWeLG1ChB21Q5dPKxm3+n4X+bOy/UWGuKl4Tcj6+KMoyFvmZs5txZF8VT42AmU88LN5Oz1rvjE5A+Ll7ibA8LRa/CPZb/bKgdlWlgwUm5RoGBkBce6WKpRiEDh341nivCimJfqaJc8CkpOmqjzCng6yxgdPDRYGw/pRwWB8GGwXV2EFAjvdAW+qQJ+mnz6DnhT4FOPWYFzgjxeBzy6Mr1hIFHqZUbBWvX4VF0o9MAoV2pXxiJlJa5ldRqCXtAtvVidXO3Quz+7cDVo9D531N4wk5I/5cCq0mJ5nbV8PTssR6vWmy3hWwaaqoK93UuajpQq7WZkmGqNY4e1ltBiaw3MAj9MQ/ha1KMXf+ljovoY3rp4RZg3H49fcz8326jdBzBs4B2lV2inpIx8wjw4Mq0FPaQ7D3bR6NYriiCzhRJUfVW0ofAOtLWZjNc06E/KRZmXzKtv2cldGJsXh+AOzYxTNAQapVXxJoSOjYcd+awrde/gklsZIwKSdvNW++wOsO4t6K8feLrw96pXMG3Ek+i18I6fg9wf+88S9iTD4cy4pJkxOF2aw6fIBO4sBLTzMnZnPJMNcQC8h17+Gvv66aLXe0dGCgXufVW267pRR0eh9RcbG/VUVpSS60R/xlt8yy0ImihQBxLQjWW1Sx7P1rcjGG5wc7Z4Ae05Ud0NAf+hM+r+oAFues2SHPEwclZHc8TwVfyy5lrX6ie/kB/SHSNKx4ajOq0kbqfgQZ0LIajT3uoko7zF9Sb4Rt/kTnGJtzrQb/lthv/5TsSdzbsiYn1kAZoq047yRtVvAKnFA8ZEbzLoyimMKvFG3t4cp76nb25yCduozi0LwETCg/xrE4iqbVmptA84hdhNPYd56UU8WgSvd+yl/HPHelPfEr2NN84uOBrYzUag2nfaNvBR45Vpxk+h8fbLz/Qoq+rUAg4+OE4K81mNHLfQUn27o9BdFdbhNuiQnLQCsRXnFsGB1BSZH7TyjhxKAzyFBaxgCWS4hdGjNGzhrzVCp1mSYrzPbmzaWm9xAd6wC+SrQFit6rhCn8hq6rv1d3irRDiRIabsRqev+YYPzimry+t+k0S4OjRHT/SxkGm/7/Go6R/KMNo2v1N8+vZxxg+lqjOtdAdeknxiTuoA1lgB2A6Qm8pSIg93tNW/VcxzPme8ERp4rQr1KTGFdI9m2ABZdTLa0+q4VIfGA9cQyQDyc3hOp17hVQixysq0n2WmFv9a258gjIQ5dxfswJN71+ubaiLP3EnVeHKowm/B6ybxsi3fCM3gDdU81LV2GOqUGYdMiwDNGRTVFG9865NPZg4eYNJpF3+LWadt56+15k0fpL/08Ax40EcM0KCNv9YQcRxBuxKtZ1y/lGOlbuw9DdrYIrc16joLnoMaKclW0eOo1AO3e/wl6iYWhnEvmBr3MXygVPGxKDjVohQnCxo4gnozO4yReFegclfHXi4+06z9EfmU4+pl2lCT8H2fJRTqCLxa5gHnyG4eSHUxYQMJiLl5bsv13p0B2D4KwZswpAZye5HRQN5G3qvJF5aA9wnC7QrzVDWON0eCVKqGBe1JW629K8D6uQuq68nfE1I+uPZNa7WwYFWo2eIr01eN8YxK77p2mIVulTZdDw1lxVI+kQVrBZC9bGnnJnjVS+z8pnHEDbXehN6dv/w+a6a0aOOoSR/d21U1cKCyKcIfIxcIUlOJHKIohMrWHVGkYUSJaAL5NIlsyZ4EV39WIKROgyhop88ThPs+l0Y+6TCAaSTNFLwWdAkWbL3XSfEYxrvzCm2oYagKY/qNjy2/Ian5Z+TMIgsSyLUakhJCZ4lMx/e9ApZqSVI19cMRJ49hGpMueF3DwIwpt0SiE8vL98QJFXqbjCuRtWmUMxIidzN8qwzZsyrv2kDPNYJ/melx2ixRe4NWUKR6dc1nkYo0xm1Y6EtaTGEtGYWTW7xiylOYptgCHjmrjCR8/uAs32elAaaHgqehFyU7LVk2FhoVNVVMra29hwDXF6OgVbFZCWO3IN3W0Y2otWwvZkUPXm8I7E/GIIuH4I+wiuqaaLHY8cxpzZ4jLFX2anvxrjRsmEMr+8j3YTfW7X+WJN2jC/DUIUiYsN1kJIIODgCYYHtPaViYjvwouRaE091FUjZq1WnRWbvSRhfxcwJ2FE34IHTeNVFsodp1B3zeYEII94mmQapePyrAaR1KFLspd9Tb+7BKjXvEHnpNR9ucu0/wQbseCJ06Lz3OC/DLWonq/AtCG6zUEq9rS5D2RSm2VVWT7SjKYIAMpF4DLe4iGZQmFddCDhxWdI3xiMEHgk7I6l19CT3c/1YX7b8I2mmLdK7DQEfQnU5HJqjPrK5lzWFWk7MxSiOy2jzUZ9M4y8osQlbG1Wf+P6Hvgk2ck4gz+Xtvow9upXw8YZoH/lOi3J84kqwKE2DFbl13JhR+g4XATmFspTgWS9CqtIh626GhhrRXod0rAq2XEAVczIJopunGvAxX+PZpppWGIL0rBZMGf5QR6R4u5XWBqMASHr6UxsPkJ5uRm9N86h9Y2XSUJ6OyWk8z70Ffe0Ri6YJ/Dp3ValUm2DksxWzho1lst4kyjiyR5Dsi0XpMx2QmjD9fpB0SEo/LZzWziHYSGD4PCa+mbTCuxF4ED+QozsHR1bPAN9JCrn4c5COcOY4yzTAx2OBhgQq/j+laW/fdZYjoXhkLor/27uPOO6XOAeG8sz55IE/BWuMvNfG61b/Ig9FVe39pnPDXfbjn5XRWN60/6gW5P1iTD8ipDS649No/5+mP+C1O+lYAyy23B1luW9gzfnxV7eTHaO92ltYDzAGb6sj9nNr5qyRbvSHcDLIgFRl2vN/EO0yGFM/RlCPz18xRrPxFTP1ncxpm4v1jud/cBXoeqHe9ghx6jTiPynDbcHafh1FhueHXjr2yqXe3qfZ3rMQv82YajRiZbgMLrkRD7isRH8O4dmQGN701awAl3vX7PKx5+34G/10PvLJw8BiExXthoh8W8525i5KD6KoAsdWmoa5jvKBv+OOY7wcpKl0aL1Cys3I183GhjeWn4dQa0Vv5/Bz/qJed2WzrF3kDPKEWc+xEKrqx3NDepDrzcZ1Virw2QaQdxteXQjScAZTpLvNEvsRn/rmjbjV4Hc3ZlrUxJxYWiQjkZnSZCJ2cE21ah3FAtdqLlsCanF3STRTR5DuoB0GjtMyW0ynAK+WlnWO8J2RzsCQLPhRsB6ldliNkCbxjR+z8sNY0qmrNA7L8zrmjN+nnWixAO9udpQHSa17jwW2a0uURqkOXxhQzujQLrxgKcPeMGPPY9DXgxbWSF2n1FB3bxMrBOyOt+o3eW5X9Y3oBjA0seOIx4CugeTlatXd02sXvow6+PyZ5B/2mfXjDMVj2Ud0nu10Es9n2AVV6M+7TE2jhGy7sOh2LDV572JfrJvWB9sbsQJuQekRMndaP5Y91k+ST5RkPTjnRpf58qXuDPbV3t9TUscnK6KlSRaNEvBfGkVBqvt/BkFTsa9XnNo2IXvstEnoPbsGGV8gs0co8LkMBVcfkSXSG9QMqFR89gpjbrhpAxhO2/aW59k9svAnFuaCPtdSB4n2EyBX2anpsSjdi7Ky43zPmIdaVqJiTy9JeN4khfxD62xYc3WPsQPf6/Se7SPBUxh+heDH8sUQIfrlXHygIqQq0UqcsIXsfx8DqFeWVn83y3fLyi2Oikf8Y1xS1PzS6JIxc8WMQB9k4nW4RarJ2BXm1UmrDLezQ6bdB9oD2S6xERWpR5mN0lkCm26HCLSDfMD77kKF+qvVJBz1DDQ6Kyk8icP3b/JnaS3XOD/kREoJoN0pSl36IATPJCVewIY2bD0epCqITVKcjB312sw/wHor7xo8EbQtUHBHbVomJVVqDT68k149hitwnGlFFQJQVf9zuwxhma+bBkqkHIhwQ7SZXYX29QwHLjnIoqp2OqfqyQu2z+mC0Zb/UI1B/IJk9tfQyRuTQwO0bQn1jQd/rvvQkiy3/uWuzZUlKOAXBbrQl3yZdnjox8BTMmB3JCepILuRkJOk2eYmrY3xDd7rCC7MZsymxYM4DHjCch0FkwGvSmK1miUWSrSKtSpt05ar5fKRd+sTsHdQ2JJggEl5ykyFC4JuYcLA9xXYYIty1ewXbubRPwypk0sFgn0eJh0/7qJ39ZXpHVUoT12m78AnOanhWYIQUwdrPBKpV2++h+LQedzeWtCzM1KysFy3J5cInTQ+XWN48tF6xD5huoZhztcxdsANLUe32t6gu77yiSeUnhC64p8EDeQRxtLJwMHQsRv4kurtFYx0x+JbQHeZjwv/rIkj/abWmj+V9G4QdTpIooW0nCvw+9oSkL2OCgwkeaSbefFxwFs68FS3bKBYyuj9eZQDDV+z8Hv7TBupqH9PLtrpXo5I7+56G2StFcgF39CQLYJHQkStyOZxhZqnp3C2CUv2Nu7L9JKZlneDKmzVzMDPGFy604PEV9/xmzCM10yabOYP1hLJTkqAYYbI2tacvbchqYq5E4j+B5aQOro5dBsewKwpSFkGeuAUz3w8e2c6i16Pl1ht8BZ5mutcms09g+SDkKJJYnXJCxfUe4dJBLfifhS6+nPVLmnhbnhFp6HQjt5wJXdv3gxs4lAnt2+VZWkUT3rCd241x1MW4tZGOilnKLMgNOiZLbLqlYZJlLPh48qEN4vQMeXM/DpM8a94JJqTa1uzY5LudPTtX7txQ+vPjj2HFAedxBNtwsMX3lHaXCv+Lsbcx9PGkZsg0bCPcONsabmwnT7JLEwGXFGfW4xamKNrndo+4yILp4H0dQ8esaGuHrpruJes7bDayOikYPMKS05fVGmdjKdgIPWhL6+Tq7Z14Z115W9+2EAvP/Ws6ETdD12TJSOYba1nBbEIaSU2HxrNIimgUra46VJ9stFO0x3Z3zJWS7HX85brKcrX+SatchE/eOuJEOkqcfISodWoW9g5MZaM0LPD+7NVUhShHFyI8WcN7w7Z9YddqG21sZg6a5VuW5r4sYxatE0pGXcaPAtGWz5KIdEQ54GNTK/AjpdPkJbYqw9DkO2mItKU65ioAtQI0f8JLPdgpVQUbLLSqqAiN59iM+KcYLyB+lNsovO43SWShICji9CTXM5Vs0DAD0hoYBrYopiCFhWCG8+zplYXlu4OZM1ywgZMCYjjYywbEutElaSr5u9pD7LJcLHYlWgirDspWT07r0pITaOw2MRbfgH2G1AfbeMvyqTnTd0uL3J+/yMZqlZT0I/fIMTsYZtIzL5vR4TYr4nJ7H2xYW/urzbhj0va8UTlmbzBdbF4gHmGjnrsOiNjT18hr5hnJtcTG3pF+44DJAyyv01alw1u70ilOSueezmIzNktxuRxjG2igTT3pCQl5IAZ7EykZ7wSP+rNX4fcT5JtAPRhC2jpt/iHKRzP5dvVigtJB6jRbJkUiXu5Ym6gxxij/HKdhfARzht8u5XF9CbIaaWhZx3zaKbZ5CtpWSLoqzfNObtvjOv8crAMdPkqnCWZCrs7Xmi81klD99iOseHPiJUehH+comXuIKrajUkJHHnmOc1yIaadjCmraF8PkWYmrk/ojUc+2TtO0api+ktiSpkO8TMD2RBZFP/J9WDr4SXP7GyqSllhgksm+hMXjNvNemNJX8QdBeVq9zyjhO4S408vOnwT9vZeurjytIzWD00ahXza1kBDTt4VCxrf9bbX/U4DIXIcJCjWC0tsvf1rhIfkb0OAj+d9z+txKeXLRUsJoVKJ3gR+EqVa0crIDL2K4cu2jaXnkdTKUne/er8WpdcH6wgu530jYug//DCi1rKBXXfGZGTK5Ea63QolB9ranQbFDUh7tyytL5DyAuZ9VQcB6bNQb/5i87NpYaHyFk+SZevzULSVmlteJ9qJXt7C0sSmrnQu11IKw40GkYInQgPXh+uQAEgK3kY+MOj+Ip7C9EFNTHJEQXSp0LmA7JCT/ub9cZckug6bXKVKnmqONt0P5Q9Ev3HkCnqLtIJNaEPs+T444jemC3csPp7mId8E6CreEyXHndWSndRj3LDS/r7zsyVAjoXvpjtJCu3GQY5AXHO9PuA8QEeZ3Kq0FqzcMH2+YplFAKceKPe4JL1LP6XD7RzsCySNZmr3fn1LlvBuDM5/7kQ/exnFe906eenmH2inQkz3UIoQTJqJMUY5wm961xqYlXK4RXmh9oR7+zXrw1wDXcunpzmMCLlIWEFe79UD8UHOHFdAISc4bdrISxym3rNXKEm8q6lNj3o2R4UaRE0OQXgfB02WoJLLr+cW8SaKBOIdhaJFmNnj6L2HhP1L62RI85KImfbPEob+2w0Lmx/OBG+PO5po0/Hba1WcOOvzB96Jy6vR9bAlO6yQv7BPuCRMTL1pLTrvqgLAOSfHNHajFFjH3fqKvzt2F/BCkaYskrJIKxQmp8zKKruHO7sPCxLTAkyNIRqywDm/KYpeE8Y5HT/QqIjBnbnvkITVvfnVc5rAP5fmnpNRjNk8S2Fb8ClpU5i2GeJUKbqLaipfdnVmAP8l7s06wD4XWnluPQCm3cMda4T4oeMbTYTvjg1yFtCOpN38mBt/sMjNtXa6xx4+8hDZq6G/+PZyOLXt+tARxEoWmhOXpaecwNWV1JODTKoXV8OoPPfy0YZ1ZtRho2huNdtMm6C/kNK+fMHmNYFe0u9hWOngSZfwQ7n6VnN6I7yeSwBCtH0l9QmmViv6XC0F9onCzevDyAnNmYQGpP//6kmTcrNhFyQbWrirB3UtD5oxIyhBpJJd51vPWJux3n+W2/qy+t03Cbk0jwZJga8CzRrBBr6vl4E3ChSYM8KLIQRrKziIljTeyywWU5x30vFlFzbfXEn4v9/c53XrImrKyeIwSnfdyu2X1JphusyV4wAWD+hDKv/SrVL7LN8nHpFjlvVW/Lnc3VaE9sRfIu9ETmn5QO2NccakkNfJ+CWZM6bdGR29bVEM52a4wPtkw3gbfjf2opKYuV9QD5p4ZKJxrFhGw6uuc6WmsfGawvQBD+hza0qfMVEpm8lNK2hsPJGXlHpGmpKNiWlzQkizx7WGEaOXYbMKftARDqygpn7S6qKgd0oklJVKaHYmJsspkIEd0CTmZfoXJ8sM0hG/sCDypcoQRuH9NiQFtPTGxPyXbY6Cli81odWDpePEyA+MEibFIyNaFhYOYpUCyuxF1GjRaVY1aNgdyUaRWqzIRq2ZiUO0dG+BV2MZDE8dEOi+69QrwV2Ijv2VPGe/lOMyKx63yuEFoNKD71nKtTe4cKLYBGbpqjwPFSqna/EYpj1Ji8UrfWJqSHTIImhKjnOnQxJrB9myfFq9sYzaK0shumaguoNxI1W9TxeZ7hghhuhq7ikCRN4B54tETltP4h+5a9uU3xpD2zk3ePgdlL9chns8hSiUuxJSjXKdaeXdBsWaLL9o1mudWH9YdIxkuLjq67W/eSihjaXh7+l/CPNyEUVi8nn33gxRnqunlnK2iylQq377+GuPZVWqLogW7Gqpib6fZTItAje1Ls/YxxqIsiBlaPg2hXCk0ZgRZdQy4uUbhwYMnXG502t0o4iq+eOhASi3h1qKD3yDatnI/qJqPSV5wI4Ln3Zj0ql2KXQcWn1SxOVVYcD5XP2ZBUIhaB2rhJUliyAzcYxBjLR39efeCiRFjq4nYwe9F8+ja3yfVQmRF/tWwmvmWTGhvnNXMFjw2nuScBkistep3djgqNtonUZgyLtVbLy8Upo1SGTd2/v7baMETx7WgIXUnKIdxBKuBMBBXx14uPhMHq6veqseg16/XU84XzulitB2u8pL4cmdFVXUUbZSOTU8U718XnuiJizeaLiyYroiLcKX5kdvGFElhGtCkL+LnJPSJTQthsZHZsAomDZ7SLH0QEjItoHoaPpkbJDyuaveU+8xoRC1t+H4gDFNbrBI0DYs7F4yTNOGafxGMS02cjlz82qxbn+qVYbQVZsdJ5OW52vNUtOB7kV9GXhGwheXSe01KRcBQ1UCSvt6kmlBFX69a4I+jMmMTBN7B+8dyv7kLHuxauED4yScPj7Iy2sWHIS0KV+bc3NRdbcawFKgilJPrvpn0Dcb2KLgiD+pgvikG1ygaFtm2bTWMoVbrJnjxu8B8varaEvtLm1i9PyS308wUSJU5SxSnNm1bZZwplekug6fL9D7zzwTVH0uyBH/xhHFYnFY3rT8IutOpk1iGZU9ttZZ8uVQ69wSyowKRPC3OqWZ9t9XmSKrmC0oXJhMnlVmEKbWrz/z/ZVLfu5r1fsabOM+Ue3hd5xhjegm1eLE5s/5ou+VRe3OtoyqDACXNDS9SlOoHJO43p6T84hgRw+3tYquwOwaFof4jCWMMoATKGNQPreeMj5/VZg7zgqHMLSteTSq0xc2FffKsP5BQaJ+GuV/q2Ebffwlrpski5HVYP+doGLt2+C5qrFCu0LPsdGvGW2qaTFND0W6lxvR6a42G2IBvy00U+vpcDk0r/KhRb/Aa1XUxHo0yU6P0fwm6/fMkKQz8/rx/2uDMaP5+OlsgIxoisgpqpWxOXYRGtelUI4GZOWzQyCrKIxouzk53MG7Nny5+qi2m6iVs35QGZKMRoQBMmNwwdCqT6jpuGklhBhnay1qLjUasgb/ohIxgmzLvhio0WAvzyNai5pErTZChFvxBLbHvnIHq5Aj9gY1MMlh1SrbmueQi5JEPusznfwr2JLzdzF4LgmzNH90t/3YgjYcjz0HGQq9Rksl+RwNFmZXTOrFoEqKvgsKDh4MHQk1vZ0+CZnUOOG065nJrDVn7Ygvqwlsj1XTxV6nufZJqAjpWJSG6+eKsdIMxT5wlgbOV9CTMfFOWsiHkUknZZXe/sZoRFinW+OadPCrLMVdSh6gnsUzutF1GtH2NCqrcrKnTU3OVMcbHTTGCsGVicw4ON3uGKqfbfwf5yWNSjA+SKTyGR4UkRCVbEXm7mqyVpXN8SVRsIysmtriMF6gqTEtRPlC+8HFSHKXpkgnDQtruEvNT7kxJMu6rGR9eL9fYZ+GfKy/FaRLcJxpfb3LOsdh3W6ktZh2Dhy0Xblk7Vnpjk6E/BjEY/pERJkLUrvwHehNVqRwrJXKic52zHWQPSbbHsx87Pf7cx+ggJhJtnjG6TW65lbawiGgz7j3moBtrX53BNhCdJNs3UTwLS95iwIrHZrXJ7wuly38KWZSrquinE9U8N9vM+zbrvnaApqfov9Uk+9qTsqsgRi/+sa6DccqGnsO89CKOyMsxXfEBJ7oxi22ouo69lH8eofwVPByj2mFBBi0lwyG1FTJhVPk3K4QAMwsuMGzTdmqMyX/nsAhh40etdK8fWA/8bWERGnmxWIpsOpIazzzDBO2NenVdDvTQlkT/zvCk3hdGwha+AD7Xb8ErS9G3gEqciA9TSrmz17LJ0qcofgwfrKAPols1byFB5XAIC6FlNwJUAtNaQeQjk3LVa6UGgdF9RjaqbNBbT1qfZ9vkyfQyOdUqh8FC1IF/o4epULRQgbcKX1+bzOJDYS+sEBVWzwJP12iSE0AFYElGXiYSnAzr/VQkAhk3Y49DGAUusAcWVE8b3Oo/D4NkEFqc2NhSdwwKIvFzVsSVWyI4m7KEOAvfZC7/Ern4GI3dUtPwQbhdxJyq9pfK92dml3Fl4rJ/rVrRPxaDwMrscSOdqLEoaiGrolH8TJMWm2rp5zwDHZX5ANpcnKXBP3BTubgXfyyLt0BVPxFqJ4bCu+8fo/FDS2O/Z3yHz9b6hzLeimUfP5K17UthM7W83OR+FqYNLmTd+kZX0oHeyiiESx+jQu3K+8W5XIUxLzdtS9uKFeLg/9wSHcMv8zELt+axPWjV8zx/STIE3z6EysOSZWqkW4N2qJUz7MA9tDobi0CAQPqtQoXqKJLxnpt4k5ZlwkGJLJUdlMik2YIRjdDuAZGmtzAeyjRG528LfxpoaEiaBxr8paqfnnl3mA62qo6Z7BXhhyL806spS0divOgaCBSi1XIiw6gCL2Jmmdact8JckbFU86OjeKFJAt7LCKOqpYjDoj1MH42zkgCnvsIa9ti9kgT/4/GjXAOOaMbqPgR8Fv+Kgqj6iyC5PAMEq/Vum+RIoDA86zsockwP5FoMZNaRlqK7ZJKkh1tLG4ZhHpybYVRK6jszP2SO8sYosXUtAfOgl6QXqjS+T6XmNamSmdW96VdoUf2seKZaNOEYsGDdIIiLnM87/tVAFHGFnaOawc9s7/gaFo+XsOGAr7rLYBK0BMsihHHkB9CfoFt/4qFEtPazpFMeri2m+LHpx7rc7z1mLegLtoj52IgvV+2mX39mxvow44o8WFZSsCJGs3nzpf0QT+RTsWcltqgPcuGCRZ116cMm8D2Y3x+SB9GnCvnaL9bpqgRJNPTHZpWUqxLUE3VVglyVIFclyFUJooi7KkE0ZVclyFUJclWCpGquSpBZ31UJ0gm6KkFvFcDoqgS5KkEkQVclSCLtqgQptF2VIB1GzVUJUgSUXZUgraSrEkTRc1WCXJUgVyXIVQkaqe+qBLkqQa5KUF8/cVWCXJUgVyVoKOqqBLkqQQ7a46oEmZXeHkzGVQlyVYJclaCWuKsS5KoEuSpBC1cJinu0wfpE6b706MxuljOnTe2eMQ/bEG7w7VL6LJPDqAT7FulA1ifNBpOktRTpH39LcJkn34dk/ITpE8zTDvjKZOifkFpwWtYdmhMnQMnnJ81h2wx6izR3Wl0lq0Tsd5HkvHA+8bgsUvtMTttszAk1VejSPyI1cbkUQQa5CaNC7UAvkMo2IjNtfJYZlY7dNuvIF4vbqPyKA5DM2h/m/uW5UP8OJ2/69Jo3fKY1lUPyB9BATiFGfCMHUo6hcBpDoS1fn/Xp0CwxbwtComVYchaIJabcJlodRVHychrErxpTqKtxEsGad57B6rLtXGIa3cuMjB/yeI8pKgLLRsTjaXqHs5F7XzQF0zM9rYSNOVFTo4fd0F/DfKN/eo3ciKfXfyyLB7Po6c9VGNeRHjjSA0d64EgPHOnBjPFAR3rgSA8Gio70QCvrSA8s5B3pwVDNkR78kBMNR3rgSA8c6YEjPXCkB470wJEeONKDwJEeyFQc6YFc2pEemEUd6YEjPXCkB470wJEeONIDR3qg008c6YEjPXCkB0NRR3rgSA8c6YEjPTArOdIDcyuO9MAg50gPHOmBIz0wiTrSAyHw5kgPqrxneXZ0Oyt6VD4/uijaXPATHKB+9rgAnvMmmJdVA82Z57n9pV4pwiL0ItwzAs1NdISmweGxI4N6l/LrDsRGX5kNkhVLwOgU9glVjnuVb60VilwsKKbhFGLvAGQypUCq/s2sVSa/orrRGIxEa+E09KslOalrs419Z2w7W7R1pUzp4M/5yhFKj7uK4n+NiuLFS3Lutcz9mWyzv3Dx8ZwyWI004TFZ1DWftSg5yQilvEyslnie+8k2MAgdtOC4+W3T1SVvyVTPpfA2hK1HSC1jbtW8RwMjwYvzyMAc5jYOt3G4jcNtHG7jOPDG0fNG5ncqBhEf+QYwlFvEb+vsY4MAwSz4dmyb5Yc+s+tozyi5MEs/FSBo+MJG9tbLYDqEqRfrIHYmVU3KYlv1KvSzJH2EX/SgbqbC5DDFMQ76NzUhlGKzto6OtlgHWgdhjN5Q3ydpP71JdWvaSE/rJZka6lG8AlrjTh94aTo3OfKitTMHoZc6/MjioBEm5VGGsBZchgZUv9JI7eQZVp8uOlfg6xTv6TzwxNEshz8aWjgKkTYKsULPfpklh0SVzjHO52msvbapYBsYlC8O73q/HammS2WX6ko2D5vNti3bpd45QZickXKH8emwQ+mTMPNNhC+G7NVKyo4opyUOr7c2F9A/ALWOBVsNjQ3ZkrDmLdHQ2JHLBEF8rAUYV4I/loVmKu0LY9NkWS0EYUuOmDzJGBuCMn/RfwdUL2PYWg5CusJsCiSf0Gag2lKg0CyxNgWKBgC8NF0K3j2aQdp9tCu+hi0NXUjk7jTfIn8DtR5kX1jg/dVeqgXby4GoV8YwottxrwjppUjXGwoWK2Ervpa+GrUIRo1gY5m0V17KUljuE03a3GT6FrHvtlDCdJ/KSrhl7VjpjeWV+RjEQeZFRsYtonaVikVv4tKLd6Vx3veUyJwxNf1NkD0k2R5hNHZ6/LmP0UF6SbR5xug2ND1W2sIieqs+93Q6n24L7Kin1r/Hv85gG4hOeNh+VAPrpzBNkZQFNk0lXh+3mtPQixLly81FkpcYc3+5b67lEVqIeehTyBKGwSsM4q2SGJWJmmIlFiRG170CUErB6WxHb5WvqPak2J8MKoyW6GOg53pvN5HyFPq8auQcdruSIQnx63V9yqNs6DnMSy/i5IY5Mj884EQ3EgIMVdexl/LPI5S/godjVDssX1NLyYD3G1HWhDEIij2NEEy0IltiZsEFhm3aTo0aQSXUzmERwsaPWsh5A3z870Pr1MiLxVIQE5DUOIgfuW426tV1Of6otiT6d4Yn9b7opmyZoMDn+i14ZWxHFqxTJ+LDOP6olrXeEB5RFD+GD1YsUqJbF3GqRA//OLIqoWU3Amt2smDxpAS1C4n2p1ZqyKy6z8hGlQ1660krfMyKVaqGHPdIMdQqh6GVqgP/Rg9ToWihAm8Vvr42JC2HorFargAYApVokhP4mcCSjLxMYMUN6/1UUicyBZk9pdMoniZ7jqa/bGW1hlPJz1cvYfHILRGcTVlCnIVvkhbJMKVH0RphNHZLZTQC4S9BVvuvVLW/FHUSM7uMKxOX9TZJCcMLD0V8IFCvHIaayRexpFUVVHrzdE54hCKMdKLGogRQUysE5pzMB5X5ANpc/AeUF0RVTPkVj+6vTnc1oZji35sqy9VwnFbD8b1Thl2F4BGBQbltcYfRFKlVK2UUZR+zcEuuj2nbMxsWtIamLM9fkgx5TB9C5WGJBalZJYr0ODAhZ+U/47RLuiPmMTxpeFhmbnMRNjWQfqusa3UUyXjPTbxJS9jtWNkslR0rm0mzxcg2QrvH6Ta9hfGscGN0/rZMcgMNTb3LKUWd5+Ktq46Z7BXhhyL8k3kTU+jy6BrIuWZSs2SkC7yImWVac36Z+tnzE83dJ7ud+ljRhpGuliIOi/YwfTRlnYSD7iusYY/dK0kgJR4/yjUATwiI/flAgw7a/y6g/Q6vTwTVz0AZOCsuf1b2QSJ+Xz/6h8fuK16TKplZ3ZsaXix/qqNI1CqZMbyLdYMgLnI+7/hXA1GkaOwc1Qx+ZnvH17B4vIQNB3zVXQaToCVYFiGMIz+A/gTd+hMPJaK1n/GzVpmY4sdOPyYSnTk8o8MztqQcnrEj5fCMPUGHZ+zLOjyjwzPKZR2e0eEZHZ7R4RkdnlGr4PCMAyWHZ3R4xpaowzOqVB2e0eEZHZ7RIOrwjA7P6PCMDs/o8IwOz+jwjAZJh2d0eEaHZ3R4RodndHhGh2eUKzs8o8MzOjyjwzMqG3F4RqOKwzPWog7PqJZxeEa1gsMz0vQcnnFSCw7P6PCMDs/YEXN4RpOUwzM6PKPDMzo8o8MzOjyjwzPa4BnTgL9CDsnokIxSccPBje+QjDIph2TsCTokY1/WIRkdklEu65CMDsnokIwOyeiQjFoFh2QcKDkko0MytkQdklGl6pCMDsnokIwGUYdkdEhGh2R0SEaHZHRIRodkNEg6JKNDMjoko0MyOiSjQzI6JKNc2SEZHZLRIRkdklHZiEMyGlUckrEWdUhGtYxDMqoVHJKRpueQjJNacEhGh2R0SMaOmEMymqQcktEhGR2S0SEZHZLRIRkdktEGydg8DodldFhGqbjh6MZ3WEaZlMMy9gQdlrEv67CMDssol3VYRodldFhGh2V0WEatgsMyDpQcltFhGVuiDsuoUnVYRodldFhGg6jDMjoso8MyOiyjwzI6LKPDMhokHZbRYRkdltFhGR2W0WEZHZZRruywjA7L6LCMDsuobMRhGY0qDstYizoso1rGYRnVCg7LSNNzWMZJLTgso8MyOixjR8xhGU1SDsvosIwOy+iwjA7L6LCMDstog2Ws1yMHZXRQRqm44eTGd1BGmZSDMvYEHZSxL+ugjA7KKJd1UEYHZXRQRgdldFBGrYKDMg6UHJTRQRlbog7KqFJ1UEYHZXRQRoOogzI6KKODMjooo4MyOiijgzIaJB2U0UEZHZTRQRkdlNFBGR2UUa7soIwOyuigjA7KqGzEQRmNKg7KWIs6KKNaxkEZ1QoOykjTc1DGSS04KKODMjooY0fMQRlNUg7K6KCMDsrooIwOyuigjA7KaANlLLwNeu0OzOjAjEpxw9mN78CMMikHZuwJOjBjX9aBGR2YUS7rwIwOzOjAjA7M6MCMWgUHZhwoOTCjAzO2RB2YUaXqwIwOzOjAjAZRB2Z0YEYHZnRgRgdmdGBGB2Y0SDowowMzOjCjAzM6MKMDMzowo1zZgRkdmNGBGR2YUdmIAzMaVRyYsRZ1YEa1jAMzqhUcmJGm58CMk1pwYEYHZnRgxo6YAzOapByY0YEZHZjRgRkdmNGBGR2Y0QbMWL1CJrhiJYdwxTgpPoQxIhI/5N4+4CDFf8l/+vAvwfcU5IMt/lx/e1xiGhHi8aAjZRyDyrb+9WcBacR220qYP/cTHxyvyu1ivcDXh8XHQnHG2us5SWf0XWDq4xxozUFIAlY0j5kdYsRVNyaRG30zDKmkfQAsGtl/ZLOgVUehs4xnpvo0i/mDyDbRX+Obvg53MbNiSQ++lh7x+K1ewjkft8C9HZd5GMNNf0pKAhasAtHAjTPvEwbhBNY1L83DTRRchjzbTzpoepX3MHK9KX8Oc4tliOOAMHMC7+1znJcpnrjjWRF8pxoOncIyq0h/vOYZk1YyMoORaxMgem6xaYuXDpxJ6UCDt9juMz7YqLWBpGOp1TjgQOaIQQDhTKQ2gkfxrF5+ldLTDCLWbewN2z3YUfD2l/opnCeZH3BvZ9iv4fIqgbbPxi5BRa63lm2exqhJbp+CK7VHWo4Ge1kno9tlifsiM2Yl0gb1ycOjTsjGvOhznNyMP3xxJyJznIjYn24Yzw2sI/mSeG6HU2OuFcoaHtt5NzBdKGGAAsLq3wgvs11xEczEGPrLs9kAvg1RTZXgcJXET4GBqsKC3MKKDIHTLCT+09rP1GBiI4JTjn7Tnl308QwNzIjmp1bJbDRpq8R2baauwEAL7yfJzsNI8BzJJ7lafsEQwxLRhXnAPFrYy+krdDv02TjhRh/Eaou3PbAKvWUG+Ke+QblkLEcMMgXpsuSDMb9goxAXBhBEGa6qSM46xUR2di8Y9U3TS+9Vs7X0ZEZPBL5djH3rZM4IP4VSdlr8PimUyi40eg62Imo8QZbl+waFh7GyXyUxdua7VwcmYDkn0bM0+t29ybbgAf3TTphe2cFGasaFU4otOS6xPU2QBLrTlnlne4ZYxdhN6w0cWAb0i5w6PHXixc9efhyVumfaETrQhFtwRM/VridxQP0OGZ8OE9Z1Ar7CopZ6aZDdq7tgQTShY6zs7RrHnkggMTtFKAGussBxNjwDytkhE35HwVtKEKfBtAoKAu2ASKWnnlMSR6TeMgeWFnhL+UXMcBxb/kZr70EqvuASOuMLPjyGI+CjdSZgmWFHbjJ873SD1pNbcLRqW2WRdXIE2+2SrKNtV7KdPWkM+w6iL5yNeB3osqh1mmCp5+rEXlsyprX3EBjRaLOSYlzEURhjpr0dIYQNvwN1x5kF8bw85nhR8PB4mO5hUKbvESXKIPfbzHthul/FHwsDNn8M+PDHwexsMGlzA5mssspPvFQT6JTmimPwpsO5qd7uB6IH9MbZTDkNYMnAzR536I3HsjBU3ZXJvjOXuJuCYzrItWSIHROIN2X9V4c1mPbIDmqS9AYDN1Ue5DAXaxDgGUjclXH9KOF3uDd447WZWuzhd+UWNk3nTqrp+FYwdk1qmuZ43JJubpS1MwwBc3d4vwfPbxynlZS4zKYBzBzoZgeTtMZfcJAnYKM8YCgjnHep+LvUb1EhzVgZvB5CbOG3g/Nv3nDCY1WXOkLTOqR0FtE6wml+GqS6YADvSk94epcOfmhsWRTBvsSBPZf+wM88Ta4Tbi1H6hyL6WzNtnyfjf/JVidkSbPgBxzBwjhxNRt3EGebvz2Sw2m0EU3Jm2oWSS5crWkTLGkJnrD2NaqB0jaQcgNsdRLBUzrPQpg9HYtKAUnBvPIsiU8zT3fEc9YVeweWjWVND0sKZnJyoNThivMyC5qdVTnoPblJh66jD4WqqWtMRJWu/G8j0Qtl1NSWc/XR2iamk0mde9BYFGp9z7bMITOqD5htwosJZeUei0vo436+oprVOC3d+q3V0dfNGhnTLMMVzi4NXgkkYLvDHyPtun4eTVvP7fJPmnyTSgctZmUiPDO5muIRynvoyR06PjSY7+rs/Vaf21LLHFuyIddDDURZrDvGx6vvbl/0gKP8MSg4/g1MoDsv1u6ZMtlpXV0iNVHC8A5v//Nru6CB6g4HgqNvj00J7ezhFQGO9THPTx2pSUuJ+mB9iU3Fw7A8XtZUMOcIvA0MXZwIUgAzcpFa8Y4Il7EoY3egCm/UAmkz1A/rnCePURUHyocpRHbqFYzcR717zxaTmFr77AxexizEVcjyhF+UPRuj81cvtEap/aQofSbQFprCW2+mttsxVhDUQ7yWqO820D777gfs7JF8TFU19Z8lOEqGuMpyRebYFsFwFn+XWnUpzG7GLd2e7vgF7IC7zCvKyOKVUTZ2FmPpOtrSomwEzaLRBfjG3M4SdfxsRmJkGUBzI5qBnIDIGluyilyAih5rXoyGd25iXQpgmJo9Qqe3dfSzjn72Lw62HqPzN6SfpRKGluGqjogM6c6UEYih6IHCU/KoWk+qeApedUf/n5JKYiFA6Kxnauj5a3cJ25O3Xt7JSZK+8hBeHQaXpmhde+jbK6ThFYPlv0WGpxr7geChISRpWZwnsObfxDdpoIv7XQxFp02XQYwN3REeOb3ZwKv8rA0JMzKcofjBQtmLYTAU07Q6gWrCQmDravN/hcYpPDINzbZvhYareLs0IiKljiBJwW53ReGWqXKEkTnc2RxP+/bAJtOguYVsP2mOQySqKa7IcfHHZjMNFCslStXJIVueUWjGSLNwkxDpqXcvOnHjMH6iS7NJTBKfKXprCO7MVv+WqZzA890ZwTtdHatytgcozDsS7LR8od0+TYDhBe5rcXvgE/6pVZhSu9a+rqxV+0KYJ5bSVCwqb95hFN4CHD22CKsFM6y2N5JSg2hHEMV1u5lVLIaQXDiIr1RlvXHtvvaew53piFipsGDe3sCa/HGEwVbnlGzD41miOUudFOW8jODXkcHCMZEU8IpFr05DL0p2KIbHWZopIH6emNhjssbbaTz5rKY55Wy+lqmOzkxyd8EOyZcMGewMIUqFQFc6VXFxLO1husCJ2M/IngYF6F0VbjMWjazcBFGPTpTS7U8vjWIALoO3NZnpY/DkbWudrbpBXOJCrXovfDvIwbgUDVIQoyu+ho3I1Pf2IsVjxmQT+nCpF2OTGcYkCJjH94eezh/+kP3HHZJPP+6VnAbq9l8ddSOZxGH0Rt4mA+pyANmq4X0QbIbWCeYRrwalORIYibTEyH+YMUPjPqnIMqx4LHiSogUCSZLVSPGhxYdxZBs2UKnKT7iIn5NQ+R7LvSgkmCP6UKxA/Tb0EIQcKVlQ+1rgbd7oYPRz0Blqgl9KjefAe/FeYVH5c17uRIPW5zj8o7S9YoWXIrixI1hKLDhH2mp8PnArC9bRXWC+njXYbYOkzJyamcAv4YuVfFUt6UdRBvemnKkKrWs1bptrBCxKzkCaosD7Wf8bGxYWg9ks8/DFsmyhMVNMoC1bTekq3KcDgjoyGQsymUgwLIvJddn5k6CftmL0nYA9RZcA2tK3wAlpjr0IbcpjTKikyONkuk/SMr0xmXQDtVxci9w3pkSoWz4jP4++QBO5GZsKTWPaOAhxkEAwX4VxuIfdd2tb0/4qyZBkODfinpWIaVt545WqCvesmBGnPtaJVXEdYckbpdn/GlO6J6m7x0r0LvADmHwU0fVjmKYcRU8RM2YBkUvXEwDIC+RRUXKSxlZkNoPmMSSaJdppCiJtf18txS0sll+BQuBgmYmeEIA6B8eTvN7DFBQlUopLyUTUt6JUWQRxri10YQR+JfHuVpTOU95QS2aREw/m5nvZEz8kDLbsmLH1t6ZvBrXphC+6SnBVGcKlxqVHmzonQbeIr1/4SXwObenPBSslM6v30bOnNvj9t57AQ+DG9g+datPQjPSOt6fH73vidx4MUHTrFUWQxUZcmd9PtGmdr2iPyAeKNhk6SuVRSmzf9GkZQR2uNHQTzuJC+ez6hxH62TEPCnFmnnZT5s5MjO8yvjz2psKtp/pUEfbcWNpke/4YI35jgsW9kOxxUuDCSdQZl5sTskQgcYrFiIn551Hqrbwvvf5IIuSPsN3RJK1ixXYln0bk51ilw7DxELSBNA2LdJ4xMVc1A1hV3tgAyJxGAT106+tQ/f1jud9M81l/KOLJDP9peWKN94XObWxY7I3qZmozNsRELmE9ISgXbGXoMo3uwtsYILB4sdQGjhQf/K6oH2QuM18t+fMUl/+hxdIOkPinE5W9W+B6ZoGPhhV9/Ds674CcTuLVVJ63evJbuCzm6js/yA+h4ggOZjDPWwmoNmfG5HfPYXeZDadeaA2n3WXibas6dqZ3TiJ/IKgdk8JLa2FJV12xRQJY85XSYfgjTlKDUT0RyPVEkT3pVJdClswa6SP8ict8HFhp3MEcrrV4tFWrqk2hJGjCZYJ462V0BRkgi6AnyZckaIG5aa3C87HaKWg+Xbtdv4ci3sNfEVQ+x2kYH8HDFQmCZEV9hqeuAQmpllG8Sdkktn9VFiz2QRQf0HHRNPhpHk/QZRlIRrUe4ZZZYZj2SVDpBWe0KuxG6khBv7yUURPBP1mZEwaaifMXjz9KkW9s1mFyhLs4zbwH+zsQJJ3WeoJ+pFqzzAr9ulVmhU7CqlG8mydpFNdnSxrVK7OpShKzVBvkTJI16wI+MLXFq2fXQGPh4p+X4T4s0GR8DLaEhhRM0VodbrSxUKygISNcyBQ2JChziwIXJjbvwpjWUbEX8LAMwu02ptldJZ16GMbB9ZN8f71YZXMwb6MLa9AJrwdiXIQHGaTDWiJW6kMIqL16nb9qo3qaJSnSxFspje7oAOhpo9wrXmKjiomx9vMBB/Qotx7SHsDUSvV1v0ki6yveB9+R0XrPTrEomlVYpVUA1erVVuExp7anrC1IaEOW76pV09b0o2jWxyJxXoBj0zon4V+QWxpk3hJ0MEWOZ8+wxYd/tNLu5OHSNTHLAB7NBrei5nOTIkpog5zTS2irl0lL1ZAkxlJVs8rCY/pW9h4tyZbahCbVltqEMuGW2oAm7ZbYBKNP5KnZFhcP2Xz/Enpoqa4u2n+R2yCk/hJa2Xvp6spLyfKJvnoloQVDyjGlBUriMaGdjNVbPdqu7sQHS00mLpTJqiy7q9fj1VryJb1FRXqznWonIZSsqkl1JrchK0hKVqZkS5MbM+c7U5qiZD0T2pEWTSXoSXKYdVrShGCKQictWKcwpP00Szfkn2bZhnbCLNsmAjVLd2kozPKDQ2mWM2fWa+cIC7ezSQ+2Uh+vh7SENOVeMdK21cBI0fJwqytPcZW0pQ50crJEBYuewz3K2bV25aw9MVC4ibYGqoxG4uBZ3H0NDakGy8ouszDeUYqEyKUPWLMlhIlu6J8Qmans5uH4Lc1e3CizY6b9fpad3mLzK4gZG9UTnydVw4ItcoAoCJMsLF6xACKCN1jqibbfcvk3UFTIqmThcOMCubtgW/ra8/RG4q1vVrzLGe8vf3R8vja38LNSlDFUNIJ5+GefN047RnL5ESNG3UIGw0bu5l+Bq7Wp9lVlQLDcHA5k+lUHNRAnPq3slRmSlcYBEpoz5M+xzw/fwE0KdOTv8xBu4LnBPRIRUHOzRxb87dSTZ/HkTwGa3jQlkd6r4UqQRFRwtjF+cf0qOLnWrqSBr+DhPXava1wgyvg02MAU8bU7511X7EeXN1zjMWnJ8wtVXW7LLMRpvmSVUTHxqauD7uWTkEMy94dNhSPfYMavJbIHfP6zWCm4wiHewmaJ6lAv2+m0yGGZ4afgKTdWM65yc1uQi7nqBFd7kUC3XyXxU2BA1YGF7j+BN0eRHYdUmxFqNQnu1H+etHTYQ2FqzNCV1q4Hzza/iFl4e3vixc9e5e7OOInsEqUNY5y8kMAP68ee4CJZtosyytoTtY+s76mnXDeS303gi2vVpkcryvC2TuCxlmYO2LytNOElualZUWPuTNjdASmLgtSSRXeH77wWed5BzTFMPMYyTP2yBdm14gv3yW6nLsfWLvEj/3mwvtAiTF21Q0KCllypCCQGNHuViAmCGR2qH56QvE6KR7BGzm3w9taFLeyrLhuFKi5fnaA9QP0y8ZHDIwiUb2ArUsfec8oLKEvdJB6zDDMaiYriwxQqzhE1J+pERpr4iCuMrFLRS1sc64dYn1lZ5w3SdARnqB5laAusJ2XGGLcMs8SJp2NHlXA9hbvYi2pHQLlpdMXeAXZUEfYnkQJbGoWKaigFLN93wYNuVBuR5RB4RqooWFL2ofbod100Mm/9fEP94rzGvnmet4UOQf50/5glRRGh52skU5PJTjqcWPqMjfSyzRY/N4fCu2t2k9lQwuYgiiPLKRIwd+UuyJPoWSGhCl0PBcu4fozwe7nfxF6oq7zIODeEzHKLxIJhYktOLYpfxVmvL3ReTktkwfNFNnbMVD2JAi9m5CKqHvXE3tbBeM/czorSi/Bobgs2p/ae+pILrplL5GcN7MOXMN4mL3hvzcnkVaJOVtPIL7x9LEJ3Yh1os13bGfJUu54PdTDRkxsfB9hFaHXweqZF8JBksOREiadck1oTpSu9yKK+THJje3acgnfkB7fh9yC6Q2fCfN8SjXdaaI1zy3B/K8x8U8DoIMSNVgdTSRaanJqpLxSR7A080irLZJ3iPs9W4fMyivIqVGSYVh3ZZSZUJ51nsSNg24LgprVabpNr68pbRuBoBOdf2aNa88oohofZkX2HG6hPTIliD+85zMsqqJKz0oUYUzWGMcc813ZcQ5+1O4yA0LwpFbCVsQYEylWrM4XqpYbPpfOM808q80UYrbv2dlr7tHaA+ox5KIuzULv9S9KbWsWMonCzevDy4jgqs19/70/83q/L5BgOlir2YvS/DbJtsmedYZ+GL2nV16Hgj+Fzr4MneZGFftOZTeB78PA+JA+i47CYBN9/HSZg6W9o7jTMOvvy1stgXQjBtS10x5hWx1X0w6gqjwbdHYMBIurIstJABALxSh5LXpLkhYFzXOawzuX5p6RU5ghMsol6yljH4Rg81setstyYbXF3ew5pUiG/kWX2Zt1QCNKPQZTig989JnnRTlwyHdfx9AnTbkX1MunbWm3UjksJFj2qS2AQVBpejoVOuJrJJztXfJuu+YRO2jkhQ/3BWaWN8hfkuL4LfFhFTTdtHZVWHCJRFNDYfD31CpW1cjiubovko7r754lf5k1wd4a4PUWV22m3SZ08o1a2LjNol2u/1xINEHSuBhQDuhzr5mChzgE6D7/rDV3CybKloW2xcXQ1snCz6SbJjjTPbdQkoIVuCOMifghjcHP4u6uWw71MU1hNHgyRC4KPrfkx+F70U0V2UbKBeVJ5aSDFjNRf+4dUObsHNkOSFAcsH9xUs+ewdF3mw0jOulpZfrrTNbYAHD3Auyx7rN2Vn8nexDdpIJUxlA0ayN88PPDQkf5G+Ome7Jf2yXj1I3oXWZSA5QX26iX7v/frM1r/v4ggnQi01NkmlWBZhNHqaJODWVMElb/Q+dHjKWKfkiz8E228qJ5+MjHFj51Ex85Pz/3dDh8meOrMYcLPv7x4+b7t2gpv0Is/nJ1cHa0Z4lY4Sf0BqegAJJ6ZSnTpc7wlzpe0dkuBe8QKHM9fgmfUHg6H7vBw4SNAfBK8g+zfX+b1j5fygkZ5DvaJPqNTDczGjuWOawmxky/Jj4H3/KrhS2jmwkDyDTKH9zY6Lw0/p1uvEBDmrH7zflEGu+TzfsFQtLEbU7rAY20UsKCabKMOubHZqO8rE1luXrwwbr27YBd8l4dVi67EDNvGjCcDtR3LsBRopx3czx9k3nZ2fTZ2/N/+T0WdLIGv0Gsa5CuG6spka8bg9wWLZKpO5mbfqaqAsvReqx8PkTbYP91mz+cUbzeTgT/6P086bugP8y2Seta4npjB/BRdUIhOsipYw5Ggiz4NiqBCAEdeGfuPvBxHkgkk5qRLTbHs1ca6bKDU0gfKvx2kT1C6O1MnZy4f1F/4+BGFIcFHrJ7nUeJhgPOohR+bK2xdr8xsLdcenPRCN6KQEEsfb3V/6OEL+zPvr+R5UEE8MBrxJcyR4PbXIpdaf60nPNHmIxKiDOZemh57250kfYB3rfl50h4z45T7DI152xOEoIqESliZgvTsj9JTvkJdkYU3EVYNbv0IzyN5MfRKJjqDTdWJO0gv3ZF4b3QOdmdqGujpJkteWAGr7WY4UOKN97Emw9TNbbh6pF6e+zyXtWTZilUUSva4qn52Jd9DzEZeLTGIquJY2qBfpnpz6vHIlnudeRpTGG1PInhU1zxbRtqZvtAPTtxYF6+Rtq+VwEysh/0dhb0wR2mo6ELr52kd6I8Th+1IAn3isuL3FONcZ7n/W/CKZkQQKxdJ35PLTh83AmzsUEyS4zglLBI4aPmWY5b0g6UmVNlCbxuTbJ0NMQYkPAbzO+aIn34uPCJbUTu5JDBexQFCZ5GoZBbcjA7L6CD8IA3Ly5JLx6B63EdcfDkaiqelVTWVl0jPXgfB02U4G9ZxMFvF2Jpn6rDH7Yyi3c7jriXsT5vEy7bVJmWYrDLxQ6JFFiwmLa0atlgCWv0wqhG99p7DnSZ5Qkr2P5aZoM1iE4Up64Dqwbd+P0QIdcalCiEoaFjfh4UJC4TlW87DIDKkrPLSAJiwitOQTMCqe1hCuKkmFMQlRn+Imbcm8JKE7cqjcsuNp4OqjlP8JH29SaukUnXGlLG2kzbfSlVXSas0jUxcUTSC06h3Ht3w2HO1SYr2cEgkfEEapBGRxBDNqUSkUORQKK+RabhzKreI6scDBYUkhBlF0DrKYOyND56v8mh9ncKCEZKf8rw+qj+LzTuvWvx9EQ9YGHKd071XP8JULwYqUY1RT+a9hSXnZi8db2b0U2r6JA+mMCmdcm9YW0hmq8pTASUnfphKkq/w3/osXDZTJGIHI5LvW7NFCKtv4e0lVA5iDa5J/lvL9BzR5LrdGh4IDfPxCYIUjaFb6G8w+RB4aLdUARGaHSE4vyydqQtM0ZU4U+M2Wv5VHUgwb8llHCp9fj79KokF7elptjS778zb/57Xptw+zH2tDWeqymj2WKtq70PrqepElSj2s+GVXrh3wabcnSB1qjJavu2KLPigF9upB3GUM+hmFqK1Sw4U8qBpBZvqrSzycZMsP28skfFvuajlbNeNJTxo9XMTP78vo5T4BGV50ZqRDzO4SRYO4n6hcrrLBJcky5CfE5rjbMmLgkWH30bz8yKdx5EPIu5og0vr41ECBll5RZajmKd0KDpHUnzj/Fjy7PPf8+/3yadirzrrru68LfceTv4loOl17KX8cycSxZJi/eaUTP+2BWrxJd39g280Q+9PBnOpconVI1VJvEPClwmlB7r5fxRueouMwenY68ow+Bg+B94LB00+hN+vE/Qx4y24+GfyByvJwJQmvR+Ka0MxQlwtfYQ/EbccMy9bJSuOJDcJ7J/wXRH+6Zkit/RjTE4nppfhx5dZub/06jCiQUP/CgupU1i7C0ZcQbgXLtypPa6XTwpTOZvqBMXIum9xxsInASs2qnwHfVuG/tswpt/4bRY+e37tyuFhvU/W44/D3Hfz6XdXUAfOH3OSxGJpJ4/KvIxK7DWFMeCFzfWS4K9cctNeI2RJJ6vS0h1aanXgJXzhh5Qa1e6CJ3oo1j3NUZvg0cHHf5Ph4Z8Nm44lu6AVGY6oMWGUG4RXpVJWfDkiRMBSbTBPi7uSvD678XJCDyvxxoU4ktSmfwxiES1bxkoPiVH0KRRyPbFy4Cq/VlfKkOsaQvZdpQJLudaqrLDrWYy5GtpCnDr19VOYptiChmGKPX8sMJHBuGoPT1HwNPSiZKc8gkCR6+BFPFdja2vvIcD1xShYHZBUlg9ZoXuQoiF6mELy1FNDw5asU28I7E9GzYdEJY+Bnm2kk3aEK5rZuGWvtgBlETL+xtjP18lVEzLSyN0Ff5RhxjzU+6SaLFbpkTBhMbRoZaK3qssQNcYk93T2merojfdzDLbUHlUaspIxfDnOWRkU/ll/ZZlvYZa2Ii6yKpo2LEtmpXcVFMS0GGZCCA4qmgYpiLtw0TJ1wqv+YfMTEQ+9pqNtzt0n+EBImvFYPB/eu4s4L8AvEwH+5gtCG5skyQt4dxPDTiMyg+B9jWD5YS8ufjiKEMNlKOgz0OIukkFpchISonLY2dIJfCDohCxd6Evo4f63umj/RdDu8Fm1C0GSs5/wkBCMtTLlOVo6bGRfLT/2Ii/We09DJULyYkeJndoxTZYaR1XLy03OWG7qtK516xudAUDNDTO3UWYRBttXn/n/hL6bCJslmlVS6Mlj4D8lyv2Jp1pUYQJwmzJzbpveSlbkv8FCYKdwGuZ+qSsar9BjsQStCtZ5gvkc+vmqHRpa118rtK3KeumLkfVwA7oxJ5GQ9cEFcimYNK0YbooHqcx+uImj13WRNeWiliBWmpIJPUCVKPquDlhrbvbNn3ksOZDwLmxgF3y8AqMghM936sSFQCG7YJKU7AwAlx5VDk3127RjiSULUYyjRSaiV0japOqf2mQNsoItJK5yjhigtGmC5tfUDJVBgbHp/Bye1KlXeGxrhsdVZc6bDfjq2H5d7sBVhYmii8NSscjdlfgkS9LByNSNqFgN8fs1p9Yb/MbDXp25MJDRkyd2M7WR9gxDYhgeOuOnxaqXTi56oERbxIfpz3Yfkq7MOyiF6StIKbRBWkNJ9nZ4FUVFBKAtPS5hKO/OSAmQoJsf2KLW6z6YDHGcD1HyonyQbYkRj3GwsB88p2hIA8vuLAOtoubi2XvFSZnhpZidqRiKntTUWc3/YM4MDY21fHahiKybYoY/KDIrdNru442O/XFKaEwIM9SpocrxbKgpHqzYa5NKeuKs/AQflgVjDHTPn+gDW+AnK9H1Y5im3IXQrJ41i6VQY6n0+xMdUuoBMwZqiYVw3wtmS5qOmKXQjh0zZItAXSWUjY1E7HAZpTUSbJufJxmHAgdbEbKX91ar8saLCNab9LVXhM/BSZK+VjfQWo/vwDxhVl+WJZl+LGSi78ASU51qKq2cR5aHze7yV9sKRzJK1hlJdcmWWuKvHsBN+DP4+gi+QgQ7gOqVfJSLvsU85XAPk7bmhZfdTFdiiRd0+utYn1+BJYCHWLDB4EEWP2K5hTZT1TsY9mTeNnyiS/WzDrdBB/1esI1AGQcKW79PJM7S3KeEJuspeK0Reb8Fr4ruDaUmPYy8dbBnuOhQ9G0Qf7adU3YoKvFONb6seCvslOjSGE+iS+MZHV2avcl6cRp7kQyg0xWV0uvKpoqSh/cA8ZwZI+Z9ygmwQniU7ChNg3gbfj/e2UfJjNVAJADkxPciccgkPHeVXx/JRQ/BrvLjIFSjvP65MoWsItWjs0jwDJ69T/p6RqpANDwf9HX1WjxHhF+JJ8eASbQLdDUvDuTuj2JhYUqFCN4zxSqST1Uu013mibSLz/zzsjkJYyljegfLCs764QIxmb9eZ8r9xDjyKd2oBBePyM4Uge0flu89Cc0Cu03+y3va+fh0hH6vrrzmhKl4VN4g++mAIHRcBC+rwzFplzoSy0xtnvgT5Br6dNaNRuSNh2ssEwxN7uRexRm9D/YjSaJ/JNubYV/zx2GlyGiexaozW3NlOg+LYoHyA+Mmz0IMLB5xT9HXFU+bjBbtVMog6tSrwNAGXiQF3bos66hc3Ul248i02/pYyHsOtsJqPAHDBv4LvUg16xQJjPzN2SfQ1Odc/UJzozHl3tLqCIs9nAbxa3WKFv4pC9rq18aZU/8IVNoty5c6v5bKT+y9BExPb6h0Rd52PJVjp7EozjPLuxPE6VWlTuluJENpEzT6AG2qxh1SLlZa/G3TqmoR3gRNuEyAqHi6QoMshKU9J+tJDAuCVh++TFFRg5gJ2ohePH6li/eQxwSVz3EaxrBSVbEdsuKXIKs9NrtnzXZmAYbdnrBkJqN4Y0wR278q24B8ozi32Hiwii3XNA0OyOY7PEvFNKrFwQt2i0Eu4X+zwgC1S1HpZaVqVTg2uUIG3QV+mIbwgzBbjJpdHKpRnL94/FHyM1yCjjjrNQtm3oP9HQgwurXepzDnFD98zTIrmEr19mG4xgbbURPC8HSxu0ZxDm3J2Qky9OshzPbEN1wDACarDfK/yJp1HhJMffFq2jXgGwC+2oYUBU60Oiq0L0GJbX2MCpnHNBuqEIIytzi6jOEENSn3PkGPId6SDNdX8v0pDwVsdGGNOuEoYuMirUEgV/aulfqwJoy9OsLFrTteF5WxURrd0QuGYMa9YISygPKOUW1q4dho4YAe5dZD2kPqWKm+7jdJZH3FbhUegqa2GICF/jpFNtSsziyb2l7NXLyqYK+UXVYdo9CqaRHTFE0abprQ0gA9TdDxGW8RRjlWJ/VHK+1OfIauacpPJrTBgH3cKD7yfXj2fEVpf0Nuq6mxYaUhOdOkqmaVBcj0rezBVis5u1nWBL9v+45oQmXUJpQHrdQGNOzLxCYk+HqCpjHcR2gDj0KZMcTn4GXnT3IrnRM7gjz8dR/u+cHN6qb1B7kFA0cApYUsSL1m2UYbtv03uR1QSzJYNGG55h8sNZm4UCarspPnXo9Xa8mX9BYVDAh2qp2cA7Kqz2LGD2W8FQcv+NGyDRmugqys51WwbMycR0FpqkJv8oWxQXPyv8ntSNkaCHpDzgatlhSEQlFAqjQYZbPCEHphlsYzL6oszBqCwSQoJGDPr47kzNJ1qJHY+uBIhUFSzXptYgjhdjacEFbq4/WwngBNeVh7spYWAP1flQAEq9SiGSEINSKqhwlVQhHiTtSpkGdNDoQWzk9INr8z6mnOF43H9L/Kj4ikggesQMQWz2iLgZ7bLMG0VWVPB1KHqH3T7zRj6UA68qO88kR1ECuN+AEH+QfWHphYrFcwlRkQpQqeBT8KvFhQx1uo7YIClRjdfhDvikeies1zUBWdvPXyQl92aqjMYvaWOrgFmgoLGyMPraHVFtrLc3RklNO9/nnhBa7wH9feg5eFsB7sMkyCew4qWmx5z3QaM5DsTAdOdTPhfm733uv8FGQPyR6t91ZZH3kJrtYjDOMQMz3m3jBhIRWdgB6BPrywX+AlUmctwismkXzbqQkGqBdmBFyXyEymuueOxDusSODb0UJraYiPwYp70icO2bDwjud6JZaVpdMVZHg0BqtKvmKHZOCfK9O2U4XsO2L7GhR5Og0KLHHSOraDG6qXWlWi0sBdUBMVzZVX1QMztC4Iu+MepmoWpJHnBxjmuw88ZeFOidg7en4Du2cc4a8OP/RHGeD7yE6zwn3A+S3kIykVfYO7wqiKyO1ClW0aHflQtCUOk9RvrqBVFmr6wqz+9XBcF7n3ANth4A+7hODGBzS8s22ybz7NuHyYasMwtKXipaF5TUKKvU7rNIEt1yAJnkb+kmRbDUu+v3Cmf89EOC7zMIal4VNSKrd5fwrhYE/ZqvSEsYTzyLoSpLSmkURQ3ZJimICEZpWxtL0i/8YsXXvDj0neqbhjyp85qpc6mr1mEDRnaM/D7DiCs9Q2mNHKeiAGMrrUifZM+ouHFSRa4zspK/Rmo99LnLFT/oL0ZXeBD6uo6aZrHcF2r4Ev9xT4vv4J/6RdgZ0rvJ5ikWBSeMeKs606CCYaeBqKUZVLcI7Em5T66wPNm7KQVoylqHID9DbJQ+OSZQ346ZxJY/B6HYlotP3x8aiDY90xTT0E7DSS3f15+F01deR1OfWC7G71eB+bjaOrkYWbTTtlU6PCdirM5+O7Gn7S8xYo1b7C/vuofIBlCK/UA8bOgtomV8iZKdCrwOM6xfoYmkv2CDh7P4JLxjIZtRFbZqT+2ucOydk9sBmSpDhg+eCmmj1Hxi3S/NpkwEne0u4CcPQA77LssXZXfiZ7E9+kgVTmysue+DMItv2/ZfJ6kpRarGbTGvxShwNaP0qoU3q/aplXOkHdo00OZg2m83B/oRvxZcMVfEqy8E+08aJ6+snEFD+qA8rP/d2uRew2o6vkYVoC5iSc8EMB2ZSuZSonxiR3F+zCXE03PBpHNlDRCduDzvoaFrLUwqNqNY2hbVLV2KuTPGGZLqxKGmuqrXIVwpRncXVtBa22CpgUmJW9bVQvfJJivSLU/WQ3dum98jCVUn0sztBYOlYmSxiHcShGvarWOx8PfRxVFpcvhgY68p4wzgEk4hcZPHQlDPvqz6UrpXmq9XIZ3YvcluNmXZj5psK2x952Z3iHxoJROwp60YUqEbOZkL22YU96+cb5pAS7xsJtpXpajakllcdhgAny7TrAFCWw8UT1Ba0Uucaz96RdxZeoBB0+UF4Xi4LRrUmv4WurhMP46TwMIkNclGcVYlQUA+eGCCxzhggipFi0uBPYbXcJsUjzFThY90i9rBezKKxNjodXkrDVPAWG4s1V4muNAUIMqEDt6hWDIGPrrFnMXPt6DOrers44i0tXzqpRGDdAwgSahvx/r8XP+6gZgzCLDrH9m3BvtmwILXG9IItonSZKLqJKjltMlMWwYWKgyp0Y66GPYHdYpBQ9ipm3oPvM859g6lLWGXp1+9F0FXJFg4q51E8lKrYd3WGKP5U3g9QAQZVb83rJr8EG9129ENam3G6D7epMfCAZsgMtXfVGrY4gbtCrNjDCdgYbQf6OBWcJwoxhSsMFK2SbtEfhUzFz+Fe5N91TYQtvLlKDaCod9rGbDUzQZ+XBgt89+sbN4ybDOW1zYL7YAXslz/7XBJyl8oS3YsIJvikvsCe+9IG/0GhSnlt+Fz9Ipyq2wYfVPCUpVkr9SW6lPEqJQXR8neoY4qGuuEbQmqGor6ATTeI4qG+yzPUnP0wF83a1SQRjWJK64hpBwW6ktZSalBMxxkY5RphEEdK5Hl1JDOtp7Q5rPk9y3b+RlFNtDZPs2T4tXnmfqbKZkjh8VDYRTkNNftBQUHsSYUhL12rwp0yckfa8XnI1k0Jdbksr9Tn2uesNdk+gK7+tyOKqQ0tgZyuyEkbmf0nU8Mnwh8jH+q6I2HxpTujJPbjJGEnYwwNZg7sw/KS2SctS6VpzsfUV6KLrIkj/YSn/T538ONrg46Q4StNRNMN20kuREmNikECNE6QtKYytKPb6KjbCvE+mKaRQM64ZCzMyM3FEuMeF2ItoFM7HCINBI9ZoPbTqjvB6npxGRW35S6uVXDLUjbb+55gqJyMYFhUqNsL8qJ6w+us1x1z0a7CBddvw/us07S7aclms9LCuOEYFjEtVXy+5TjjHTuRZ3iXmi4rIqJ3e9zTIQoysE9+DXnX5MTpz1bNndVCtmjBbdAOVFpyKrmQyMwcK132KArIm4bRFoYhI1oxBWe30+NI0RufYjD7U6uNZHUbSx+jelpso9AmHB9pWvoR5uAmjsBh1/4322Xc/MFU1ljf1nyWY9FWcwUpTROFoI/8VnNHUg7XhnrqiKMoaTNFlbm4YFRObWbAyg16f8UVV5HekFioMf+f19tX5e0RtMI52GRgukcUCo2zsLMbTYtrarWwEs7dpQ1K8JOderX+Pf43VGzMMkmbOwNGLNEmV5gYsRlCivn4K0xRbIK/5skY0D2AiDbdSU6NjSd3dFdcIjuL4HuropMmM4MMy0QOR5CXGYxWeQKIdsHH84lItjfxYPnKFnkbjo7c34/Csac77ChpR9NHWLGddJzU/bzqNaWEExTrFpmSCYAnuQ+aTnTwG/tMm+a6DBo5gb++KawQn0rzr1TWKfX542LPjOIjMx3ZzsMt31SwUMISqjSlItZqzVPIFu2hZTfBjCsZ2Otn+QJOu02ajpA/pZHZ/VQMEVX9YGMBA1DVbWQGbhsY1kZ+ALNjOFHWB9sl7800MhsHpsWopyUJ1wWF6QzpgxhS0+VB1HXsp/zxC+av3HIxFuI+pSmElbcC5y5XYYYwy/VmhdJ4k6pQrhY4WqNnWWQfBE2yMynneEUWCGB2xUkuYI98GdT3N0jhEWaIsSdfhKGiQ3/DlbZakKqiwTIld86vHQO7rcBcrywrKlP93kuxxi94FWtUJpUyGSnpxbsF9BOtRoPY1wpPKpKiVtWrn4FVgz/h7w09DDSwRFoQSI2u3yNS0CnTiihGMZC0dw0IxkBdehsDiktSsC9ZI9fQaZPYOLqkNjkskMevCMDGuE8MJlpC7RUx2lbJ57T2HO8KcFpvrXfBHGWbB9hbpwB51CSYTSv8MdAzSrEt4qnKfVN6d9uhaKHIoMUYBtMkhctIVrAmiTqZV62jMeamOBYfKlEJJ45hkeloWNzehMFNPlaxU0b3ZaaG01fRo1Y2y1xhVKmqoTlQUH2hJ3JoCV3bjM0dhrB71Dl1xVEWtnipNaVQZrlqJLn7vZTsl2ERa5svqcTGNE68Idupc/ekVs0dPhxET4WP4YNW3SRXOBso0tQmF0QbUUDSlCZRg48q20eTHFmxr1IgKI0q2tyBcybOt1qhacl1VotK4AnTWDG6NgtX60qjpff+p9fEUmjSdSdz848hmm2Zq9NDARLPRlloJVg1M4fr/u7D6DRZ7O/VppIDVFOu4dDYNTGIV5KzIbbz4mC4MljgbZQtiw1o5ZM9M5L+ujpDQp0odJr6g3RaOvXyKOhgnE7Rbubyj9MXoU1ro0KOxaNKnAJn5tKPeUkpfeXCldjuINJHWRJSdaAftGlTuyoqPkYftSO5TrRJtlHibvmjF9WPMj1UoWqjg7NWhcnviuKHA95QNn1iCYCg8pfisVJ+kee4hv3/gq4DQPXHMpyBKioNhmrTYUSgR5FG8qEJYHCoQrJuaUBWMAFaPjpW65FAsoqYVFavVSyWEj9IUTK7wu5VSa6pY6WnRtXIVDfONXMFEktbTktUnIGjRSW9v1eygEkn9CX9X/g5Wd/spdYf56dqD3q48P93jtEV2y8I63IeRl4mMFeIb2S+pPU7LeoLOXcmb1B6tJS0B3UCYvB0xUWHE0jQsJo3wAa2EP8fhH2WgYYjoqdXofZERRX8lK037a1Ub0m3GyWEtVDGhxv6ClRYfHEvdqm6sFUW3n7Oi1tzgFIfuVF1dxR8L/fOoDLcNmIbn2Vv2YTzFuFCqwE4mt+xHUZSrK/fZWJjKun8Wax2ldqC9tqh/NbYRPn+VICyyPnckDKgWcmtT2yFuoo0iY92593aUOZHiqfmqW27QKI5Y6a3Zw6yF27xMVDUOfkYSNKqGcHx73qxRrR2WecSjIvP1ZJUCCO+ORYEBpYI+8sDLBbDop9Hi4LIecusebXNOsgsfyBXDFZp6nfqUP84LMNdbx/78C/rVaS1p29gkSV7A/ExImRcKHa20z7gGn2FNW53UH8nX0mgb9RDitaqwXkcR0rUpbUSFFsedWCpZ3ZxE007nWu2NE0s1UnpKKPeo0+Y8fgiQEkTWVjrEywSMQJixARz5Pixn/OC3/Q35hsltaVup2eJORCiVKM7I0ngulYXGWs2Z3Rcnj0NPwyxbGe5VNoAuM7Cl1jhB+py3lkoIs4Lfu81MVqmalbIKOcX5/2zwV+RWzPo5m4FMWRBfWN+9pgmzcoHuwQPPkODECA8kjAWtCbNyme4ymCBM9zP/bHd1ZQNmVfQPt5n3wnS/ij/srq5pwqjMULt8NbG8aYmmVidk2+yX0EOI2Oqi/Rf5usY2tNqRCACLxfey8ye5D4RWtPp7L11deSn5eh15rST8xUOY29Bb3bT+IF/L0IJWt1O1q03mSL66oQW6LrVmWJoFCD+q3BRMNW7/Te84pR1DC/BVgaTX8J8ejMwVFOXOCJ2ds1Aa+XJDVa0SK5bbG8XVWvIluRuWLerbQjjf6tiLkFTlGMlOKPI4Ke+TtExvTIwgA7VcXIt+twpVqlLFwj/ieh1VgpLP4hEPZbwVoQn8aHlhTRsE7drEzK2sWLUyQS1vAVG5ehuaqjuAordieSeUxgjNMEOstYaz7eP+sdyryu0ptVkf7psvqKOia8NyTMxN6RupDg24SdwcIvC/6Z2htKNtocwiLOu2+sz/J19ZqqfVeGHgfFZuZB/+GWw5WN9CMcnwHD0HJ92Az+qo8ct8zMKteZp0VMhDIdGylLe8pSaRCHcNFsL/VX6IIVfjVz7PeIaIRC/lS/UK60DoErBrOUxLScxiPAlPbAQG4bPvaZi9Uq5eMaCJ5o3S7H8NHrAnaZ4HUgW9KHJWwvpJb7ujoBdlpxGiLydgv8B/YDeqDjVqrccwTdXY1b6YZvx4Odyj7ZZzsO43avg9F4VOegXny9WOxVBaJ1eV1MLr64aNS7PMIWIPGlmdFGz7hJOKvqxOClNXjuL8pUqH1I8qSldy5h60pbVyWo5JLnOH/2pxpy05bQSOy9WoBuJoduVJkoX2mKdX4PkIe3DHMnaUSb09FU7o1BDtKI6se1pisHEzV6zUcgXEy6NDdbGlXYdUsZrr7NmNsKXgP5IwRqSrmv94oMKH4TixVBDJJ9ZK4MPuwdzIwVorEsMiJNUXvI2Cq9xS+S7YJ896tkuF9mmY+6WOXlehx/LHRqiwYWJvo2VHmTZliZdrdt8HW21GZDRnC3xnsWuHhxrH6Bh3UIWe5Y223lJLTVM6hELts/rkSaHBrEHzsi7XI2rwl7F+6maDAM8tYOUI/ZwfPq/rv6lqFWNDo2i+R606VTFpCnHZa4/t7pQrVUnFjKJXX0lL0wrmdWnSxTWanEFen8JiVL/FDAV1HrVRX5dVqlFmaiNHDjTHP+6uslyN0aKI8qWa2+Ni6yLwIhZK0AYlK2Fzc4z4UZfq3RIUNX65C0m8vBYe2pLTwxg6gtqyny1JbUG4gZw2L60lbSgH0JbUMVy15O6T3U5NidMS/EIaIJQiPhwCE9lQWifXYLHw3tfhnypDuS8upgDyurJLKFUY1xVyLfA3Bj/p8RJKtToOaEiFVDbwFSyhR8OApNw4Xh1FUfJyGsS67IuuBiPoPM9CcKFUc6gMRS11dLY11YlBTldhC36uOE11xjGKESoKo1iWaGN8IHKaebudvssyOi61NFiK4MUUAgSolsPx1wQ5QQKREWs81fLUSbsopr/BNrGsWqpazNYpJohqroaVCFWWcPWz4eHdMS443cFuVwhzIa687Ekz++6CHP7Kw+fgE1IpmJ4RA/zgqbimAzwgoQtpMqFIjd6qf+fvhk7K+JDXj8kLxtRNd4ZynYJZKrmXsPDVawZI3Huqox7+o2b9QAGso6UmohEShkfA9yP172lDIrZqEYoZSlj3FNdPaEx0x4pvB17F1tcLu/AaNb+x2sRdjeCZX4EhHnKYuydg6D0NxNgSjlKf47xMMfYTbKu64F3JFJYQWHlYtCgIMsFqesu/HUjnyORaIsaC0wGAvfPcIXqQieEz4KcBfSlcv0RtNNzZ8sGC1sTYOgnyw59BmwG+eAWYwe/HUan8fs0tgsFvJ0hbe1zmhfySJ1787OWqhjmZhaLYWweZLgBqEuxKi5siy+Cx4zgOCC57BBadWjoDmdNgAz/5OBf2iVSgtVcNfjyDuZQFQ3hPT6AyxQc/M3TQ0QOMZ5ulUiLGCo/WlPcSgarGIw+6ymQ+BgVfGeEibKGXCX2Cuf4npulH9VYqkSmeglfpYxnswxIJWNvZbd/EN2kgvd1L7xVeDg7SxX0IvYPTIJVe8TKJd7fCIxj8iBsY70qw7f8tlcf1AK94CZZoy9WQCApQMOZ3gUe79YrhOoJyCbtlXJWkP5dREcqXK/j12sMlz8C60GC2Hh5yxs2vfwvZilaF/Ye/hj7jL4/FB6kMPo0S4/raOYti6POHsf+IbLQfwdrWtBgmpfS27mDV9OUTGuwPjn5U/CJGq6qmLRNci1VZusBWM6V/uNAIsMeC8+UsViyJnH+OI9x91VDxFewueJD+WMCOvpftPLhLwFIpwTby31/CeJu8sDU9eAAz5nPcq0c+EMuSFxirG8ZfoJE7L6Mor+pAVEJlEUZi9x6+/uzHx3D3GPGDr87rwH9M/NUDNPln8PUR5jC6P8hXiqvm//oA1jY8pLZ47j0E4ucPYf4hTooPYfwBHLIPubcPPviPZfz0L/lPH/4l+J6yVwd/rr89LnFnQXA+dGLPG4dW2iJI9/0TKxaeBQ8B7DWwRXx4yJL9h234wL4ouHD+YfOKF84D0RL0d2D++PZF5S3Jqing+l2UbLyoxuWCTebjEFguBFG4WeUBPP7il9yDd1P8wT73n+rRJk+isgiqrnQnS8eAqe0j1RNvCyz3zH/+UMYxNLetv/4/7L1taFvZlig4qHv0+t5Jh/cjhC7GbfQKXVFFy/L5/nCr9K4TWYnvlRVXrCg3NXpKn3P2ObaSY0lXOpLt4DYMGNMN7vB+GDMN7vAGQqAhhDdgAg2ZMD9CfoX6VRT9o+bSP4piGor6dSlmoF4za629jyQ7dipJ1b3dD1IpS0fn7I+1116f++y9FqcCTJlA25hoNySbGuL+rcnD6TSnl7vO6i2+LzosumMIGnu46kcrbQY0FDb5av4JZfod0EB+D29do8u51WZ0VCSNlV5rd28DVXk8T3n71aX418k0SuQzjcZVZ5pHZoAbiw7GY2p2nFb0qpP6giWGgXIwBPWp5C0KX2uW2694Fx6XAhmGU/gqN/JfJyvv7yrP7htmzv03lmr2hybofLucmW+eye73lv6Ay/LXDuVOd35Q3NLXjSP61sG2frSQDG8YFOENjjePHQp6ze3Ib7rr8k233rzxJpc32u3wFmvwb7DQerXZ6YQnxFk6ZoKgunHb0TgRnVAC96h/TxF+6yXH5oSSCH7zyHrBCYVWX3a0TijVozCo31Oo3zu6hPFyEa6xu72XrLFXFP1+AHHFbZQZ81ghDxdyXrL73mzhCx2GPto6pzwcrqygUeA6J/u4fH3kaJS8N11EoTW3Hl/YeJWz9ztbDXgtJ6+60m1HUfgKdLyxv3adrpaOOsFwzz8SRQ3t9QDDv3ZZe3V0dcyij/A12PSK7ww2TnLrR0Xo8/QnR5QnGe78rX8cfeoli5PKuD5aq+IN55EnntNB/2OOFnmPP2S+218evQA8+kwkijx+n06ST3sjint5WY3KBaesuXFvlZYm57rdl4dCtrzYWzKcjCMlWqdlHaSn4CusvuRHcfseo1NVm1H40uO1cULgaKONWmOoJyYJHCL3Mj92dbKXNVbgrb0s8phO87Je8q9+DAdb6PvXz5dz4pt6Uh/X2112qhN6pMRb42eBHM1XLDy8NUpeqaXE4u+pYxs9/+9v5ofW7AlJUVAh4JuCUwc+VuB3M3Ka1FOXEIa7M0+Gbvj4B9EbrTGe2snw6Q8b//EZjtodktyndTv2/K07xsNV2eEazY+4WofLnBUAIxa5r1hyiF8kvqJIfAbnFRmpvWGaR9wM9RptdrhjQKsFhIHTHJY3z2H7Q/MDvll+vTjs/vIKaKyT7I9XusevncBsKCTeIJ/AWwW1fbtorm8Suu8N9w2+7ta1N5mIozW6tI9uvMpgWYRt5NvbThQAx8r87jTqccn0o6iet0wJ+qbhJteaHf/7UflSqX+D5snx1biyH4wdg4q8laqwfk8Z4ViJ342ifolONsBdWsX11d5w39uJsJ1Q7vdkRL1kTfxos/PWK62vYZOdvGx0fOvWK8mBUP67JYcfl9pPwyfR/lAjnTLcIwV+6Gj5DzJGX89k/RHNqlduzBuaQGTYvCpgcPyyp4VxBF/r7RGPN4FHf18R/5gmigT7LHh6zcErX0VQOTS+XrXB9sdIBv52qYg5F75ZYs63zK/5dmm13i4Lyw9IZPHGwfzfKnb824XaftMAymMvLN40ft7vPVrUDw/j86axcWKzdCwMySnuxI8fW+YHhj55k7AcP+Zx4O8/G/vDT/z9eGfRxg+TxTaA63sOGNKpdjC+GH5Mm778nqQ38oxQC/5oi2/0gmwp2ghPM2ForTcu8DteefpdOEBvuAzx+jrzyHYFuB4PNI11X1O/vO4L8R8xHM7bBqo5OeLM7+p1qYhVgqW6Toe2455GomPP34JCX3JOTqPTsbW8l12c5qrIvXgyhMPHbwHg8b5evYggdhadAsnY4x/GzD8ib760GWrQ7DXdZtiMNqaX/Qh3DftxCnaxZnHS0L6/1u/J2/2x1nh/vNVHRGqzNxf6PGhSHFnk+xF5cqXfEx6P3wB5JM6Bvlpdjm9CGG2l+PHVJr3RnGsNmt12a/X0NwhrJ5T7YW8S3mQRkXaTHr852i7K38eeDrYo8MNm/CTdHq1cFBs8TuqcbxXFzyPrCT+K0KENoR1MfTb9fQnQ4uWA/ulnG0URaMRvMeeVISniokL1v7pU6fQthqIEpsr7fmfxDd7+vPY7nSXfb13YeI2hgsWAOzlfXSg2zS70gaNgPJfb/VPj0ByrgprjQrMbrbBT31+MDDo00pASXxmr6gdsuh3bRPsapYt4BoEf8H6N0m+4e3Zojr5O4dfdantsYZCfdlzyXxXh6DVqvk2nQFa9V8TQObKaFache921K6Dt2+Xm6alsjhTFc2yveqX3Q9bE3ubl4Vid77Hw32bd7bS18u9PqDi0XnikqdfIy/uWiWPfNAvqfx9ZSn/niT1fO+/m7yeP5msUfeNd02+YgegHJa9564Qhb5p04fcdbfoHLiz+nhYnf0A85R8vPOK/tZBy/5bWRX9gjK7v30zyJntOvr/EK6IavWbMkBNjWrz+EYETzwLzTcK+2JD+Y3lHP8bOJdqy/Eav5qjG62TCHNYYbbzHqqO109c3EYTTCXYSaGS/RVp56OaudviyB6Ky3U2hFXKt27wKeEDlRzXjKBBtOmSAg6Wj8vy8AT8RvdCPKKQESZz1ir82Fks53qzPT6FRifGIPL1Kn4pNEXn5LLfWDgLlyvGcLYvl2WrpytWFm3OV2uLV+YXZqzdu1uaLc1duLswvzL302ky8oVqK/M4ipjJvLdOBnaG5sNhsjefJGAsnfNrbYHSoxvNriFirsb2OQ/LEm3Jxdo6HE8Jur84tXL1yrVIUEBcB4srS/JXK0s3FX11dvMh7vjoOH3V5NPfpmPXKo2vHeU/4AXu+Qw1Dv47FMxa28dW2247aU/CL+a2ez6au+sv90OlyXC9dvHqlXL4we/Xm9fli9fLS3MUrleJR/C5dnl9cnK9cujl39eqVq0tLTuAPcxVxH3nJX3U6K+0unb+Y7fHITRw1S3Q6vXdqkpKlsL0miKnz/QmyUU2Ov3+ME4OgMQG9cVyNK/RxtQysHRG5pz64GDq9XtH3Qgw8BM8+TGH6qRRGh0j5fAMZrvL0wEf3/BTaKyknSqmyPSNNqYY5I8+tI/qLfuDA5L1xQ7IkQUOarMCnYqjwKcvmDFyZGl5Lxoyia5Kq6PTEmpEVk67UGcXUZxRFtWYUyaJbyoyqQ3ENIZMVGSqqWEu1ZGnYrEzPpBnZ1izqTFFmZF0br4Htip+Gahh0DVVV1ZxRVVWn7lUJbmg6VFV556oGYKg671qdkaGeopiqpVDXijGjKrK4UnTFwNGq0CR86RYBqVBH2L2lyhp1okMnpqpR+/BJJVRJxRahJ4Vuw5glGoeuQIc0DsCBzIcATxVDVxFKlVrRCWM2QakhqlRVk0RtVTYBpwY2oRLeEC2KZQhIVI53QK6i6lQH5l4MSkfgVJpC2bBnZE21NAWh0nRqyABEWaaooyBwCofHxJ9ESKpBJS2YDQMxjSPlRXSaX9lSiUIsTTal+D7vEVoGNJmqaFCVCAuWLCaSY1aBu4omA2pkjU8hjEz0zQnQoqHYiCHqCdCqyDR6W0agaE4UoFYAhS5NG2sosoyAwFRZohoNXCY8ylQQelFk1bToWoPZ4ISt2IpELUh2XFlBYlapBQVJgVpRgOoVPgikAt4wjIOoGh9A43Bl2VRYiSdNQRrlnQK8fEwWzJhqEE0C+c7oliopogAHWIN5I5hUwBRRKbIT7wDodgYnEPkUkUtkaGrYlybZVABIjUZvEIUogGhVpuaQQvgEIi0YXHYQnnROcTgzFm+RKlhEqTBpsknVgNyhESJ9AEuxObTAVjLVRgKxZYFymT8lkYH9yzThCpC9QnCqiiU6AxIngEEIaYYJEsTSgTIRLcCJtqbqmqnLiqZbBnya8L9kA/BABDr0RleAKCgMAsq0ddXQTMsE+rIskA2WDc9MGzCsWTLgzqLedM2wLN2WNEkC0aNokiHZum7rhiSZUMqCKsA0umnb8FuVTM00LegEikEtqAbEq4lZQzaUTVsggugCOtGQwQT12TGqVSpONKDyZ8TbgGQiIpUzvIrsSGSOwpdYW4XB87Z0nF2YMCgZcyw9AADEb01DllGIPUmqgBTQCc0qB1LIDi77YDplZEmaEQ1oldgCZhylvQbzqutIg0QNKH54NUAyCmm6qcHMciLULBSVQBdi5qFbDcEVkhwEG1CZriMba4KpgURREpvYgGZLgh4Mi4tYjYaE8puag4ISR4ZN5GKgFJA42ZrICwZxA/XAh6pDd4BMmxCvASUZAKAkWMwENQF4UoSYNjTCpG6rAucIPbGJKTq1BDINPRZZWFNFwQeEQYCjIiYJBpdQyoBZUBEDXK+aKt5QUDOQ1kOxr6C4l6hrDaWnTLIaUKATgnB+JdNAEYICjkABcp7hmgQuFFJ2MBrC43Digdhx1rAXE1vlVKTwTmVkaxt5mUsUG4WwhiBYKgkrYB78QUJWyDFgRBsHJCYWNQRHCHCSjgyApMMFiiXkgYn6hvBiWyBBSMoCk0k09zKJWpnEO+g//GGhXOVyQIfZAqgtoQY1rpx1IeSA1oliZKBGUEUAlo0jF4KL1Cp0BlxIil0mM0C2OaWAZpEJOuxatpG2gT6oH4mrSVRRZOJwpSvhPAJbAyps3qmFFEUiXZZgvnU0glDyUPd4KIi9hfmFrRkzQpHPyKQNZeAtneueGYMGj4zIldWMoRL+LUI6HzTMDgjOGQPQBWrbmIHfBtI42XYm4RhaJBQj5xtc/JNYIHxicZlwARxI6ERLhcaJbYGtooFY1GiuCC5uscFDUkQKql9AqA7SA/uwOdtDVYnsN2Q1vKMAhIBOYcIRlGiroUjr8ncT5KWgXfwmxquiynxOgHiJrDWORAlkKQ1K4QqIaBswqmoqMCd8c2lCzAFsrXK9rHGrgsoSryncouUzhMWwWR1JHUZkzehcryrcPLF5hRluhkJ9NNG5kadwVSyRBOBSMG6ZONkCvUNCRbVV0NOoJAFXHEIAWeK2jDqEBXQElIQOqAghmu6DihJYmeFmFE66ORqOxnUwRwGyLMktReGo4/jimLLGQBRDQujGBsOLC+OIJB0HwDZtsNh0VJ6awWEQjVJlC/VLjHqUIAL3pC3BLOcTIaBAaBHjugJcIGaHm+IcOdyyJZ4AicWNMirF7SeFtwIqQh6V41jU+KXF50LoHHQykA15Zc0YIQ4vDU0YVHTfsjhNYElFoo747II5PexBN41xXOEHlyc2YNge3oOfU9CeYB0V/Rcw6QFQqKcaYOII6tQ4MDrHhDo2U9zE5PYbbxLEla5zzwNQPAWajxoxxci5HS1mX+MTTe2Zlq2PzSzHORhJ3IQ21WFBrralEX9AP3wKJKFi5DHiUARu+B1DEDQ3vWXRb9w0aDzkHuQ3HQ0I6toeY2ONW9myMPI1AZzGEc/dOfAfZzQicJUmFgkePTxOwcIi5l6vovL2dENMiYLyDewIIncbLXeCkEtlY4Qr7pcodkz9WASVtIo+HSrs+eANpZoYqlzlmQLeRB5yWGbI6gC5XXO6TYxS+pZqCaUgmF6GZEpobyMtK0IvqDPk6Mygj6AbaIMofNIUcuOBCmywN8Ao103LUIUdgSVA9lJJtLDQfVXQLAGrnLMHyGzgIJTXaMyhbODOtSkqmVbcgUI2FNCppNsmZ0a0gHWSzKahmpJmcTYDV08TShsVlYy2GrAWqCoOkYQOp4IDMiykN+6Ro4WhoHFkz6DvYNJgNTRMwVvAVREoK3GppZAOlNECRzFlajbxIPl/qJLAkKYJQUMW7GKSWjqYfJooJJGBqxtq7JiCjgVO4KOyDYm7emjXCHse4bKEFCc/FThErNbIiB/sCJwUnfxtEycHDBdADV+54Oa7qhIW0Xi0uTdDix14Zc1wDpRUrrwJd4bBl5xw/rhPwt1iEOQGrTbAXYkcKyykcWMDzVRudJOVQfgeziU4aEAgKpiWYG6DjNR0vK+T1UVWPqKOfytcKMpQ0FZpeDpiFoSgCYaLOWMSC+Oaj6BNGAr4j9A9NGzPcK5F74r7pNzUBBzJM2LqkWZUPh4NsQYzZoI5y61Pm/eO1rSBSgX9RgMa0SzwYlDRkeeLVjK3I7nswXK4PAWSFQkGfSrb5C9V2j2v3QH2W4/8Flo9tOIdvwBtLadwKR0NIp+l4ItzJi6t9jqOd9tZ9lP4pjP1gZ9bzqWcgdMMkcdTGBga17E/7Pf44iOtfY4HluILlWLp/lgmEr5p4kq3udxsnfT6bokCRmCT1fnKjZtLF6/OzVX4Qu3NhY/L1Ss3l8rzxbmbF8uzS0s3K7MLc9Wr1yoXZ6tzxZtL1xZonbw8V7lUvVz1Qx+jCV6k0IVHDl03W9qi0+35XVw+vrZYvjJbxMXe67Pl8uLs4txV6OPapWtLc1ex/ZtX5y7N/epaq9NszYZhvMeBgMXzXx4eOULELIqARxSYZTzvKl9Wnq3NVmev3ixdK5fHFsRrzp0mAtWaqpSncPW/v8oXqY+sWNcA5Pj9wXj6IN487T/hmxyuzwOaRE8n4m9ss3iP4pyKvArUHE57ymFOB1BEtPJzfFfHqYhe2/WmhrQ0NSIeQS1TSC2/Wigv9d0IgxYMkXzz5qgZR2V64DFPl1zZgi9Qg7oD3CXJPtNcUL+B5biuC/dczfcMN2CmZ3h64IKP7+ie5FuWx0BqBRozDWYpjiHLqge63fQ0X1ddB8SaY5i6xtzAlwOL6bbsyLLmGK4FfZquCd6dbNuBY3uOwVxddbRAkkA0BAzcD8UxAQTZ9j3flgP4A5Pfd0zHk2xXB3fPBxBAgGiyYxmuabmSa9u+ZAaG7ZiSA4YWNB+AjawbWmDorulDN57pqdAg2FO2qTLm2Y7DPGhfklUSa5ajs8BxleaF5nK5vea4mh5YKozdAcfRAp9VshwP6viGz4DTmYUrSoHjeMzQPMsNwOQArWZorhU4DJQoePlB4IK8MhyQerLDVAtcZsf2LTDumOR4JoM5BmNKAyXou54ugzGiyTjpDmM8hpQ4/o9vtXp0vDGOG0W7PulVAsalwhc0eIp0GGGy4zRp29SVLvO7PptnvbgiT3czLDBYLvoUzA06O3KKclghAtY8Co3jg/7xUA3rngpT6fkwD4EKI2I2A/QzX3ctxWJOYMMUmqaCtGVZgENZcjAJytLYKXWQBaP4/iJy8HwLCLUVhRv8Fd0SyMjQdzqdcBSVir9V87sBipKW5w/f+eA5mh4KP6frz7IBPmMYZbDU4ufNekXf78z9uu+EtBl+eBK0h1vSete7DqVtBbz6EcngVIgv5GZS1RUfWBGhR4lNz3EPrr/u+SC2ccsuiiA8i8jg96hm6gOwIlK/bF74MPfT6kqzl/KcFr79dLwotea7qc5oDLmfzmKzvZnUT1MpPL8x5S5PdUhQtqYoZnLO98EOBrxqSNaWBPa+4+c6ANAHQOzUC1RVgDBzuuuCKmK+aoKhYVlQEm7e6qU+0O1hQTAVrBwyqhJ4qqS6hukAr9muSwXBuIoL2pou50AVS7rpwDT6TgATagQuo4LAZcOuNS0HFojmOIoPhOGasqYx4B0qB1wWl8MAZPiGbWrN6a3mXKa7tmIrnqQxsBMd2w3cHD5JfSDnJDO1wCvJBrQO9iWTPNnUAwfYywaLNgiodTAr49ZxPvF1XU63HdUHy8AKmOu4sgqyTs71BoAuXdLi0n4LtUX3Og9xu9ps5TTJMWzXQWHBFE/zAtUxeR+KGdfCLZA5kIrMthymqYove77pmYrPcSdQIg63bmJo+Bkg3WUfo1382fpqmP2ZehEhWWuyaOWj9+33Uys+TvFH7yvS+yko0Op99P5KFHVmpqfX1tZya2qu3V2eViRJwiZEkZl1aP72SQVBttrT9PT9n6lz0Bnzgx6/CiimRGr9o/endOlniv5+agMuZS1n0g8BEfREP2OwZE3OKXSH178GQgNAbLu3wIq5gO/QgTEutNffTzXZR+87otfA58dEUgz6kOFZ66P3l8jCmQ07K877aPD0Q2i+t+Kw9hovTJFP5Pen4yYuOZjl02lhOPtUL2JF0LEkBYZNnlD7WMtY93i7lBZjwYm6zfXUwAn7PoxHSol/yBiyDRLdUlKjm+C+gikKVD1+DzQamJOGNrqjp6RxwF7ufJojkf8AHl9JAdIWVPDoVoya5E3lZFtNKTlLm8pZppHSc6ZhTik5YEkrZ1rKVA4sb3gOrhPc1TQjpeU0S5/Scoaipwy4npVTMsIiYZt3+KS4w95HxLCM0xl+9H4LzBma2nCq2w/9j97HwP1txsQ84oFKXvBn4AJKUkwFH73f74Y/Uyy46/xMASomkptZ6foBFR12eaSBUql0esnpZfENZA5XnBV+ppinMwM8TKHVBdSHBaUUuvUwbFuhD3rMjWV8LOdk+PyZNBsjgDbDoRDGp6tEDjAiOSvBvyk5a4IYUcGTVLPgIJs5ydKAT2xsFHAKX8uADxVbHJ9LbAkElilnbYDn1yloSUO4rOyUYaXKKbB9srJppUxLzWpK6uOUqetZWUuZMn2B5URfmolPyyldlqm4rNlZXcMGsSnFoi9oUMrCTX4ZpmTVyMIfFOJlDPrUYDh4CTWgjGJrcGUDrehGFryaVxbGBqeGLeI9MY47iIUeqlwcME7vzNpKM/Lhx7h4OnHyRgLqxPkRyL3odJyb9JtPbWcdrzfGro9MvASYUvDvCGB+C/2CKXcYsWSm5a+lxkr/OXWwGs6gx0VV0KTGiHD4gAtEuIKSvE8hE8duCVo68jUihQXNNnO2amU1FeWKGuLuCfzzpqScCpwdf1qSDp+GrE4BFiy4tA39ItiHObBaYV70nKoqWXBYsyCWcpKq82vJSl3EC1vNgbecBWIFZa0D9cKTrLQkxQ/oRg9/SDo9E3+eJlFjUtY0sQeALAdWQ1aW7JxkW1MqSH4gQw+g1LUsfAJ1SsAV0HjOwnYRzCxCHMKYsvB3UVNtgDmrSyb1jPaDCSQP6MqCiYzfHtgjnMsU1Ooouiwrq6qIJ1RGgKbURV026Da49jnkwOFvGL5pA3Mcxeud1AI0jiPCtQjQ40Db0K4EI9I0YCgNv3t4Dbd1m27hHwwty8tP8fJxWfxewiYtU7SGrRPZo0qfapP/7IQ4yVwwSqg2zZSHpjnedeg8BZpxK6NaIbvpoe4R1RQwInwDH5OEPHZz+iVqUkwA0DQuA3DeFIgkA37j4hBACxrBwitV6fEfWfoB/6/IiuXFhbM4yfFzKL+kWDY9gWazovl/lVFOL78Otx1neiQvC5UgfZuvyfzHar1aCAyH+v3Mrmo6qGSZeBSs2rIM7cvAOJoGZrmpwpSB4tZB/sOXoQP2cyqQsvgFJi5ylyikHfuissAzVAzotqyYFjAYcLGi57ArCXS/hDoiJ4GPdqS2faQRLW7E8o4UyvIu4l8CnFC2NeBWgJK+gWEMtPOz8GllgTUNoj0F1R39UHAwxkVoNmeijFERHqA1dCNkEzCj5GTQdMcw9WNTnKmbFyztGMUVlaJeNN+GymSwKYzj00/z/lLzBBIRg52zwSBUQpDlYI14KvywwJxTU2pOp28Dfkvwy55Sc3LKnDJTZm/KxB/waYIgA3GNlt4UWoHwmbOorSnZm8ImQPbCPRnsP5m+TWoOFAY0aaQs/NcDiYDXUxa1hnYkyDlebwrKn4p2jf57Y7QPq51s0IHl9eeu0/NBli5eriifbFxQnetXJacoNReq15rzl1ZC5zprs/j35ZXIvaTfWVz6RZtdvrp2pWkNmMrUcsu7U161Nz7ZsDYWirNrZRXbmv+zxcsXVtil5eVPoH61utxfuDWnzRe9fuX6mly+dePOwobEv5W5fqU6q5VvXVu7cnF2bb44t1Ze0tSF6nJUvuWtX5lbU+HZcqWpqVeK88sLS5pWueXh93qlGK7wepq8UFxeXrg4u75wUepX7sxpoq4C39pCcxbaqPXK1Wv9yq2FO/NF/n1jiepR//PF2eWF6ux4XeoX2t5YqK70KkuasnBnYZl/V6hfgAnq38B+1xYuEsx4fWw8+IzDVC2O4eFXbcDxJx330po936xcunr7Rvw78lq13idVqemu2n1/tbbhbswve+rVDVeJwsWl+VtXirPqx7c/luebF+6wy78YOMo1mJuw/8n1zsC5rtnzrV8M2HX99nzT+rPFi/Ydtur92Y1jMzr/A2d07k751u0+YAlmcRmxpM8X5/sLS7Pw+xe3YAYl+qvOwT0Y/UVpHWZ7mTBxkT+DmcbyOOP9yu01Gb7Xqe6tj6HMLFzPiW+od2kNMHo7wn5ubIi2b30cIRUAhvFbgXvysM/msM/+whFML6iVW5+s3Liz3Czf0Swa2x3to+/F/2Dx1trAUz9pLS5/9JHmXl/ve3ekpnP5quQV24MyoI1t6OrChj7wVr3Bwi2cdEI8oPmTzie/YhddddmevzWLBLJRob+XULqGqFy4Nd+vzC0ogE4A//byQhOHiEQD6GgCgW9oG3i/soH3rwkUQTkc9gZe1xCFnBA3JLinqchQiCZEGf9bFn8rRZgOjd+bR+LWOSMADEvaBvaL6K/QdM3fIfign8oSwH9pQSH0IkxNSeLP5gntC1Q37m9hrD/8+5iTwYZ2B+ECZsMy1Dcx6BIyMU0jTf0VKOM355c/WQ17LuBpXvpk7mrRUyoXlU9W6V/zzi/ChTu371xZuhreqF5drTRXb1y/Jn2y5K1V7lxTryzfqdxZmfu4GTcwrDcfI34DB/fxnWv9KzAwRCIf+BxIGQAmXJAJwXgNg63dulDkCKHJlAWy1xdaC/y6Oj/+F/GycxswoA0HkHPjzixKs/Vy9WPsD5CFCINvoNNxmmSdTy5fbQO/I6ksO5dqnU+UFSn+zVbDkEm/GPjIzSRn5iX6u6X9cv7irAXyfNW5vt4D7u67ih6CrKDf5V/9QnYvXbPnV2vKJ9f1wSeXPm4uLreXoc4ykOPAvRy2XEVb9i7ZHbd1FaTD/BqNlI9SkK7oD+TLxeYs1rW8SyXJuRj3OX/rk+q1O1eqC/LL/eoDt9UJvVUL+O1je/62tH7l4tqd+bmFdZhqpVK9oVWqH2+UiwvQ51wPyPNOpbgAsv6aimS3sLSmzM+t4TfUu1DEMgvV2yDPrylXitcknKGj7czz2cRv1Af0vQDkuiAt3JmTKlVP5mUWjrdzp4xsN7cG3zeWP76zcByWY20ACTdxHGt8PKX2MlAW9DeH/Wr8ewHI/WOpcsdbr1TnZbpX9HrEUsWPVdARMlCfCvc3qCxSza1rMogErVL0kOUl+AY9c22jAuOHstgu9Ql9w2/AR/UG6J9rGwu3lqXKBpVZp2/QVdDnxhXoB/AR98GfLQ3bBd0IMI/6RNiAim/Q9/UmyEGkleLaACj0l7FuuQgyMX5jupmbbrWZf1OcvJp2HdcPp3gmG8pPwdMw3Or9B35+CW91w3YUNf34m69G3+q1O/3eFC7n49uTadbsRdMvLRJjE/QWAHoKndZtXIWP1+zdbrxqz5zubVq5Z/6g6WFuthbrtpsMF6ExN47bdQbeSre96rPloNn1gzauiPTbHb/r9JzA6TZXe/3Wct/tt6J+63arvdYaNAdOyJo8eEhv3W2vB208hPXL0pXwYuvXc31bKXXlhdW5a3Ywe8HTZhcWjdC9sMjfYF6I73y8Pnp08cLVlfXVscp97fr6L39ZvSb/ctC6syoul/XV0U1TuXR99dgJqtNO+7zeu9Wmh2f0AsxhW213mt70ctffQDyFmIcCsLvqdKY6zRbewuwlngOzw5rOzZYzaC7TcvDNlr8edUQe0WY3DlBQJNxTVC18M3Ah7PsE8SU8HnSV3np3e6tON1qmtB1AM8tt7LDTboZ+d4q1o94UzLF3m9a2etNRv+sCibU8/6a8rqi/7jtdH6GKus2OP6wdidfedGMKPQSfpn3Q7DlrzsC/2aXsSLlbneU4OQu+EVnzR9ecHvGDvNneNOGIo2tI9GOEeCTrSBBnmOlFmJynJ1bYjialX496FzYu4tlF3M6KoWicfrTS7rad/nozbDrdDf5KCp9QXGNXUh1J8U3PCkzDlQJfUiRXNoJA9WxTx5fAloe77F3ZDaCkaXiS5Ae6otuS7Mq+aTu2qsqeDj6xHUAroCEsRfdd2wOf29As2WS6q1iG7waSpOs2Y8yUgsB0FcYMXws0R3d0RfI0z2Ouati+EriSEfiB5kuqLCuu6iiWrTLXh7ZkyXJcW3M1xZG0gIGjG7jwy9EcxzUMRXUtP/CgMvM9m6n4/gucURYEDr7+tnHTh+GasmSazDQMH7c2yrYU2K6pwRCcQGaWKhm2q+oOvtFWTJ+ZjmbriiJDq4Y8LoG4wzN1q+e6TLFVy1Fx270tMWjdc5mkyboEvUu+71uGwTzjpHdiiJMgYIFhG4ru6aatAwIC35PNwFR93zEUwwa8BxZjMvMkHxrSmeTYkhv2u9UV4Fa33wzZbKcZh3TBl7zFZg956arv9NqtxS6wMDhz44EbMJu8eK9MwSwwGxJlemfiPNzFLqCwhVGgevE5wiONtnsRZZ7hh+HEC2biuvio6PVmqwX0eeX4wTnMQNXubpTa3TVoDV9Y0y4LJEegU3oJzANR8XyM8VtgHvIvPsyHYQbxQDaeHBxl/LkcrYYlkLxzAHi0QQMdDprncqbav/Q36JV5EW7QIcImi4E+fnCeJ7BCkKPZyN2I/LIPYmDFkzzdsFTmMXxRYKqW7ameHOgBUK6mqBazLQaU73oKUxUPOMC1Ao9JtmErqqdJiucFVhDYvinpDIiMeZoS2J7mGhZ8KZ6mq+CVa6bGkL8MXbE1ywaqBx6xTQOIOmA6NCMDJQQKQBJYSuAAUTDddFzT14EDHEezAsXw4LlmSa6jKLjXQ1Pw5JVteoZqB8A7HpA9MElgmAzIFioC0QPTe6piMN9XDcfXNMXwZc+2JEXXgXUk3wtUU7eDwHNcYCjHt6ErRVFU1Xc0Sj92ic5je45v+q7iyb4rm5bPXN1zQZR5oB0iv9hc5VtdekAG4zm353APDOgAsedmVI5P//xqXJDvdSLKCYH4r7QWKP9V1YFOQIqLLOcXUNGMJ7SmbQci9dQwpj6jzQseyCPPhTHB7BkeSADNsD3cLWO4lgs+GW7p0DzALaBfBWnjMsfRUYrpMM+upepmoGlM9QEZpq2Zksc0XbJlaMKjU0i6JumeDwj3FNfzFGhR0tTAt2GKVHyP7YEQdnzX1UEEgtXRWvbjTIoepvWYxaOwmM4F0304eEj7uu/WuAKYD0aZm4+ch17qd/Bgqc+uBAHib7HfWyk5IPRZx29d6VJgIAypFKeiHpavcAXc7mKwKB7qZZhlpMc3Os2tgxHV81ZQ+pBC6eLZXdqdQifnV5zeinerlwoAtFTX/3UfbCEvdFY7Xug7rX6HZ1boYkAz6Hmu5XU3OrhfjZ8iGAYj8Bl0V23f9lu46QtD2Xm4t0oQzZHR4rapZkjnw7siB26TH1pGWNYjr93ZQBFRbV8Mmx23jeIHCYr2r4HYAEEJQ/Q9MBV5mi3ajINa9ALKWBBbIssZhWwHLMZxaS5D8wIgvLzWDXnmb6DBTgdsUfGd83o9GmU79QE8x7F9CLdSx6xcuBXbuGSnAhLBgP2P/xHf4YI0/F/k/5TDyx5e9Hs+fP2HYy10QDKe3MrxkidAOGZ8cCu0Szag8sM76zmnFTsWfACoK8cr5XpovEzj1JOO6W5gkBfa5sND0vHYVqieeISyYzmLRTNjqYvLTTpQzqPl8Kdgmy46rYUmIgGVnYjCQA+Phbzjj14+Xi9C3rntfjS+ifBoDuR5IEpUtEK4YaA0CplPwSY5KBQ7l3eCouvX/XbkH4mSB4qvhPb0WBw7UVUEeSAkic2jFLOFPx0pycU4oDvfZ1kEm3Ys4ML4Yfq44VHozJJz25/3gPKPZFDCYmCFc7CPBdgD/Vxq+iETbfHQK3Hs0h4xObfJRQGqeKUfLbdFnAWMb9es4vseUQJYHgVGCc39OPcS4Py2v8EP8g+P++PeS5Gzg9cELU74vbjS7ODaNu0M87vcpYiDLLwciYEjg6IxoLWCuQvGY/nxtilWehHcig66hz7fsssxgrHznS4TG0r9tRHVNT0ERRz7R+rY6AxHPUyJzUu/cpuqz4i0eNxACoeEXILKL05TJBAAvh0D7To9Jy44soAosP5Y9g8qPkyZe5UyAA231XGvDi0lrNWhkfYokN8VUhecwPgnBS8SU09bkMnpOSF24TDE9FUHaCJc5M72CKTxoIWjgPpj+UW5OonDXMTZx+kR7ZD26LLHiW1aEB3FyxP5IBjfkUkMRhkix1kgViZ8bgRWR0luRJQSmu8jOSZ49WFUbJQXvAn+ZG61E23w7oCnibFBEvnh0aiLvMZoQ/g4AV1reZzSh5qzxWGZFjCdmqx8LJbieCTu8SzfIo6gCE+CySPBkiB7XoBwclhDwcki4GD8s9gGborzO/svZZyhjVuip8W+GzY9niSE174OiOs4Hczmd0p+b472Tme+xd9nXXJWOckh2DxsyFAGNWnCxoLInBz3UKB5o+PzQYtwLiUwDcB8RNIeRnMZDxLCCwtfaCyQCBX2Xs4TItTBeICYHoY7dcA14Y9600e7FjXEwYAeZvMlfXY0ZRWKQMTRKNxJyxFWF2azOjkRHN8V3BPBXngKdJ5HcxjjkaMljuJ4QohGHjpoPBf4UV5CtONCDaKGuHLMkxypGjAUsMDsWMYMwTX+CdlAT4m9FJMpHsvAQxOu0yXoRG6q8eaQ8XpDHROfRVhELzaOIVMZLkuJcsdDQZKRi1pIhND2juno40lYjgWHBI933sNhjTJi8HpIa/AQE6M4mJK41QcfFg1YRLK4G4dzOmINHBX0I2l5pDBPc9zqF8H+wYWBqtNd9qOxgFScfkUdoGkh248F4V/A9QIo3BY20Sh6TzSmEUaS42J7IGqOzqWMnyQB+bFIwZGI2E9LKUO0G4ep4sRyFOehCzM9pg1GwTGFcB7PNkNzJh6UHExoD64XiJI4QiY9EQPnJPlyMEwqE7sGL0cfErnThSwCE2kUdzI2Vo/mGAR8cpEyigjJg6hyK3cYqp3XPprX5mgQpGhsBsYDUnJMX2s1f92n5VRe4rS8NXweSXSh0gnJJYqLxNK+g9zEgwFz4YCrOQx57ASDBqmYR6CCAoIbx/mOV+F4idd/gESh8AkRLTlZ8KCGDhrks6zHLXO4IMIci2qJy/s8ECDJK34Zom+CP/Hi9JiWJMjJMqXW8ZYfmxt9UIkewDo9d/zO0KqKI1oP9UicVegikOoy0CdKldGccLS8HB8TnOpmB09hcVMt/sUnqcdjOYrN83A5rMY3yILkwWdV8aPfWe46IpjmNX6NJ01Z11mje9fFjyMRN5uEs1rTQeNzen78VyiYQOCifOTnqtOZXnDQ5RtGZ5seD9V2ai6jUW6iowHApk8KCAZIjjDrGHxxX6ArIp1NxyHPuA7HD3Hr1JxGcXgwKsyTjsVK/vujiY6wPjYkGiit4p4U9ZOqvDosp8g2sgA+0mrzDq2VzOISjg+fvVHKkqOpTxaO5jMROUOmL9JyLHjWKPOAoIf6Gs1LsSwsvoZktAT+C/oseIOHoJxlbCxgH+CGcyV3/MhkjcUccNNsC0bQFUKdewVjEedi63fs+OPJQUYX4ruviNcZOyEj1ykOyMmtTbEePcpBdDwo5lLkwwTisUNBWbiGjeZR7DkKN0mYpdX28nKIK5T+GvfRuqvxwvv0cAm+w+3daTouWAIzrsV6/abIpIeh/xyXZ9NB6En4xil+QVVz973rLC+PecftDgPrAgX7SQYUxZUXEjpCUgAXE4rEemAJ+QdX/eLGjsVXHAYi7NDaPrpq7dayz5kRhcMCOL8xqulVGFd2o2CfsfLHuSRaG0sLyZ9xCFbagLWu0LG8N54k1HGREwm3osLwpFkndDx/hbyB6cXRNZfrI1vwNi54tFv4gi5sD/xwYwoPlmHsVP4+Dl8pnxoO/6hfNxbulE++WN06/t76X3lFb1Pa3Nz8y798t7D3bmHv3cLeu4W9dwt77xb23i3svVvYe7ew925h793C3ruFvXcLe+8W9t4t7L1b2Hu3sPduYe/dwt7JC3seWVhTwJUYke1IqDbS/0yyfNOSVNXycMe2xNwAt2lruAHdkjxNlj0lsDSHST5u8bUdZjuBrfqSLQdMdhTm+LJpea5mK56pA3somqubHhRRXdxB75iKwRTHZ4br64Ys2bhx17d8pnqKLDuBrjqmZTMlsAPG1EB1GAtU07NxLzruJmaa7MmS5riegrvlAcjAZpppGIHlaZbiypalS76rMl0Ho9JyHFnXA5cZuJGVGXJgBrJqG0y2DNPzDFVmhqIEim0x31IV36fRMcNQFdt3ZQ16dPieWWb6AVN9W9IC2fEUW1U0iTkSjsFR8DCAYkKXgAMH+jAMPKft+oqsMdnUmKPaGOFeDyTHlAGDUiC/C7r0LujSu6BL74IuvQu69C7o0rugS++CLr0LuvQu6NK7oEvvgi69C7r0LujSu6BL74IuvQu69C7o0rugS++CLr0LuvTGQZeYa2ia7pqe6ZuBEri6b6uM6TaTmMsC1Q8URdNUV2W+ozm4To15AAJLY8xxme/2l6tt8V6b+XTKXewaurBxsd/t+q0Ij8Yz39c8zQXj3WSK7Cm+Z0KDuFGxuoKZKpg/fLeGkZoGftju4Esh1uxREiyMIUD5ZnimB9p10Wwt3+q36GUIvqqotBm+pY68FZ4thmKJLHabYJNFG/jKmnJtDLDRrrN2qeswfK16sdn1Qt+XdQz3wiTNBUdAlazANH2ZacyxbVsNNDmwVfjp+KqN8Vp0w5VN37Z01zLgnqPakmtLvuKrPljhhiL7msxcywx0nclWIHsWA1GoGcySDFlXmGqomqM6geQDPg3dZA5gxDUV6E+XfB3X/GXP1HTmebZlqoHi65ZsaIA6SYMaZhAYsuQEnqVrniIpjuEagesbgQ7zoZuWY+uG6rswUT5Y8DpTbN/RVTOQdctWdR+mTtN8mFub4asFRVE83zLwVYTj2RpYn15gO5bmMs8yZQ8mTIUfrh34lg3Am5LiSpLsMWbJjuNDG45ju6YPILu6pxgWdBYorm2blhzICsb3cTEGkO6YjhHIBkBqAhzgNAEIqsNsyVNtz9N9TCAu+dAsYA2H6Rm6qvmOZfoM35EYui0rgaq7smNLwUnJM3xoQgKvCYjT0lTHMCVb8wPH9wCLPpNcz4KKui7TO/0psryb7R53b08jML81TtJ+i8WpVHA5Hbc6+q0ebh3DiBti/8bVMgUg83HbbqfdbL0q98ioECYg8dqrbrPls9RYyhKelKT3UlaS4wlJUt+bkGRu2FdvRiS9SH0AtBZnwcD/KBOGreiaqniSCnMmK0xhQPW4nXy8zCnZMn4K7j7wHs9vAyztdHwMvOH3IkBys7ey0A8jfAd6tQ08F79L6+FOMSErAD2ruLnbWe3hLmvayNMLKKU08JGruI4p24Gi+4Gka0C3TqAjsbmuCRQbSI5LfGPovq9jUCmVBTKQnGxLOgs00zakwAGJpmpAEkCIGLXHsmTFUqRAtZkaBFDZM1Sm2YYMZTGqlKQDnQUmSkTFtN1AV20HurGB+ZANPR9IUAfW0VzJsEGuaUDStuUDWeqeo2IQGcU07UAyPT0A4sfMOjrYnMwBSF1o2XAcD5jXBlZSdCBZi+EbMdUE3LoG4Bhg07XAxpeIIEJlGQjcUS1JBuYILNMGsBFSmXmYk9oyAltnJnAiTJzHLEfWTBeEl4VZj2XXMSSQ6MCRgCvbdkDg6Iomu5rkGRZMNggExwV+N4E31QCEVADM6CjQuAsCQnUBcb6ugiBxdMWSmO1KTHYklxmapASOoeoGUxWQU8DWIB9kJ3BBXFqaZ+tETqoBwwxAUCoWjBpkiWlBwyA6Ag/EFM6FHZjQCeAOcAWCUwL2N0EwGI4JzC7DPRggvog0VddWQfmYpnYSIQYsMCXPl2RHdQ3EqK16gW/IIM7gGYg3SdF8BnLV9yQZFJoDxGWbhhkwCcqBAqHtvRu0jYvHxYv3twdBADIPpC7GCLN8S7IDFfc4YAgiDBbVu7Dxcd/vbvgiNE4cee2qj1tkWdBcp8AzYp8G8KbnX8FdEYNRNqQrwKxcd2GEHB/33G60vGU/inOhreIGQWAv3BawtNLuRsQ53sZsb4miw+E24NkI387TX5vfxbA1FGorDLHA5T5IBdyluYy7PElixJt5cL8/B4B2NWBpbKjPc1AC5CuzLXbDd7oAUIRPI9EVAeN3cbvFCHMUYAygvuovN3tRN97uHoFHiwsh2Aav63QpHg80URRd4Qaa2VUcag/3pePTsf00/AnWjcvXcOPeVQr1eN33bzNnI+j6IE5Wg2579cIGYKXbhXu9URCeZdqzHPkXug7G9BN7yAHXYtNsGMYCiwIR9Y5EHaJJ6DSRVujUBEYSWog6SAYbHfqFlzwkGV7Ry1KKLNQBEd5cp99YjEgiTgV4HdfVaKtLvDcDtzrQsRQ/DmLW9XE/C22RgM4JqOEBBw5W3PRcLGOHJ20ubMz32gTcaI6E6HXceQboHG4pRXIp8tBo0WzU7HXAhsK9022PtrMO2wb7TuyUpI1PLRjJWJwvwOiwJLbIybGLe9RxT2jvkt+Od5WJ0yEB9AaF3D5oEISUNuPywVOEsfgoEO1FFPsw50LaQ4TK5oIPfCV2COO+q96xYGCtZdrO1MctVwBcKzqm+4vc5GQLbRce03bAaLgnGmpfd5pi+1VvFH1rGECLeEbwNyKrODJsxX7seKZHOKKhzbOrfifcwNnmm0HxOE5/dRWkx1gbfK8vcgL8IW8JmkUB1FvEXZbrPtgtBAWREt/4iqQJZk93o+JHa+3ubdqfHTie3xvfDOTz5I0UygvIjHLNxVIHjfgjRIxjJ7qHGkiTx2OTNb2ojTEzR8PE/Z+j7Hd8izpuGgBJgFZKl4jj6KY5BDzewo87/iibXBiCXRNtXPY5C8X2Fm0coxkUsf/ofEu8B3N8KymAGyNY7HYjj6HdD9kS7lPitCZo+kSIAr6FbYzMxW2ekI9P4wZMyioZNNU2QI2PxeSDUog2+t7KjaNp+sbS8/V4ML2a3+rzXRYoAa91wxVK20dUgKeJEGwB7oojDm0gmY3S8A1PFqDAE2bsyoqPKOytNJdXeC66W70VjFvb7HawJRA+qOxWeqHSXXZXgKeGG6A6YX+52WoqjsszKzbZZTQoAf3gamhCrh4/BvlyDN7NoBfH7R0LlrrJg6QFvX7UDKfRQG+urvbRdPTBqAX2+gBtZOL3VOjc2ajChIsh8YDACComQDwaGJD0aNMJ52IrlPY98phvSHP4TgvjES5RkN5mC3Q9CZL51lCIRGhC95q9oQjhDkKnSYIdaBoNhGZvdPgFNxXy6QCGA/nQXJ4Dme+0mj2CBgAcSoyh9OUANymrIW22Be+Y8h1ykdnsCSE3T5IEKzd7PB0iGczNntA+Yqt4s7cYgmYMRy0c84U5fM2eCN07KgfPZxmjs3M9jpRFdKvnabvgUK62MA818RvFvGv2qm1Quc1ebCsBbzdhrq/7HRCVV0DnAX312tU2Ee8tZ+BwoTbt91aPE4yDJs8UTL2/LkI9r96C3typ2/7GwAn5WdM4BjRtDUOamB41mr15U1DszQ5tBr2JL1xu3kx9lBo9wXcoN/vdJt1G0rnOHywSjYsjS1DtzxcIrFu9dus4oEddybGfOSRvsQExQhHQu73grPMgoiCuOyEuceDejR4en73QR64mymCc8VG6iiOcuMVxnHsdDKO8fK3lY+JLmJFOb9W57Y9OO/r8mCGIAO/2PBMHKVb9CChkuRublavAJlN4yNfHI3peJBibthzzwaUYMizuHe3hbDKKLEwObg9uIOVU29daoDx8FgfvJFsPW28d1zJHkPZzzuYATGdlY9rxe2PTPR5nV0TZbS5PNbmh2g8CMC/5+ebhweOjU0AHL+m8ybhwAxo7QYgN6YkLL3DJqfwpqOlobnv9daKJQ3+9KbfbXkOREGx0nNvtaGXsxpHT1b/uTmH1KSQVNN9GB6pbOIo4AnSLbDw6lTBmCvIszFdBg2y0Q0axKpGJFyk1LDIyGIXxga3hOb02cOISqSYKAs330J8wLpz+4+N6aawY/PpICf4CtNcexwAADUICOUlkNe4hTnBjP2iOnl/kgUgB3MvtCCZkHjPYOuF4jM1jypsW+YRgGpE9mYMrRzC/gajsgEjkTMWb6Qh7Y0MYziiuiz6gFtPLHj373uHnD0bb33kLJTwdszy33olNkAWng7E/6SGgg7RJxfcZcvnwADOJStzIiGxyoe+6OOGdbhuPTsQiH4Q4gCQ2wXeGEgiNBJA+YoJAMo8WVLiSA5MxBGcHXSwRtlUIiy6IaxBzyCWAoZAOhy+jKxqnGe4NdVxvlIdYyCBQkcTORwxuoYTKY/HJ4zUx4eUK3bE0no+4SyZtbOgMz/a1bi9xExfNWdRdeAsHSFu/QQHzeOeIsSoeFulyzJTQcQZ7OQjRWnNwBQ7tXSLEfkQwVfx1EbkW96BEJxAViDryvNrhwKdlYbR9cWMtHheJ16O4nh8656Tbq+0KzDQUw1o9BdyFAFycZjTyBvgEjjFzD/ikBwjjPfYI5Vz9DgMbXER/HI/aVNt4Ypk2h/aGTzk0dERreG8sBsJ8b5YBA863jjU6PImGSnnshCoyCE6fiNncowPtI69SmCRg3RJN8DPevOh8T5xcJZcIfSE6bjCiOJFY+ojjIAwOivEtulgaWccXKehxTETYKz8xeK1FBrGwhIHZ0RDsd7h/JzwBfhBIxBKOuwRjFkx5OoIhjrfwM7hNYjkKpjzfQoyI2A0B4gY8N/SW8KT6CHBy+4vEfUgZKDEpzEEHDPgURTtOfUCxr1MUpmIm1cN1DHZxeNLgw9QHWCF+MDU6g/DhWFgOp9MBHce3hmC+AcpC8S4DxQ/OQIHOXxlzOACCxrJRuOB0LiOfbsCUAJEMmm2wtTd8XJV/6wwVFLDiTdJUCD6aZT0RwwI8YzpdgwYNRZl2ehSXghgWRjH0S+mIUXx4rrcECo7xlRM61Ossx6qeWBQ94TfJiLHq9G5TBozxzBhYYTw7BvjEQJp4d5gn47QcGcu96XgguWi5h9YKsji6L1xh4pJl37t9rQWiEkPDfNwFB6Xl82gwFwGDXacUNjsoV0rU6pV+hMd1Ydxg93Zp1W8Wp67qhLfx3Byu7PAyfH0vnC6F1MwyDyfCDzUDRjYW2xguhJ937ImTjkL59lZpQnvT1bV2ic6EgzHV7/C4JCRa5lkIGus22dkoVsQCHJ7SRzsb493j9GD2hD5JRm4841jBdIBuERrQsjzawWxYAS8dhQSGNxgeWIxnmR+7wnwjiNM3zjlySnKcE1KRRDCabjR8yyWWn3tRuyM0IhkBXC3OA3ZBq4oy3ThchDg66YIm4+YJF/BcloK70KODXyeEsx+SUAQmDwCKq6HRCqrVDUA2rTMDfKsdcNB6RVqLK4n3v70ojFY7xWaXNbtRe7jWG7VxnZqWm/kJs5GJE+GSzKq/GsXMgl3dAFO1uzHr0al/oBAwToVhBpoIDLM+ne9H44ac2D4OlUZKC2xiqfhCF1S+BwOPj2xTiT6tqB9Tz50Osf5JGj1OXDFcOaa8LXgClLRovxPRmjxgIj6KzkPPDy1ZsJbRsuny2yWEB6zJ2zwSCh2v7IKaHa3H0aofLfkdXZQaLXGK88Z4k1uMV1za3dsdu9lavtIa/uJdA+kixGCtiWQDVTG50P3RVx/HYD66kIVvRVNA6V2wFlP+OsoPXCbqDXCZAd9oCFtcHIRYA8sEOhi2PQd2G7W15nQxGwQftPAIpzHIEuBzGpcEUv1uk6t2st0Yvh2JUst4BIvH9RG9U6aAVAAyKMVtArBYU/w0V69HdaEbhhawnwIzn9YssRlCDr015hYEtjxauRBWRSAsjdgZJRuIL4ItUbleagQjboTo4XFJuE7xZlZPAgu98NRx715kaDjaHJnA/Y64yXx8YwGqANxuPD7OLTKU4sAvR6y0tS5I0PV293+eTSb+h3+salqx/LBazx481LYfZjeL5az28//9DwuF5633En+d+NvEfGLwXuKzyqP9rfcST6YSrcZnk4XCzvnJTPn+3yb/9H/8XxPBZK5UyD3/uhi1WlA4vL91t/Kocbfx/EaiHj75plVrNYzPqVbJoHqhnbgrWb9K/V+H/35x/U+kc8X0Tzvniqlfycn/+w//6N9/cOMPauVnxScMANsspvP5cv7ws8PD+yys7rEwvZdmUTVdPczerx9o1Xz1IKqHYb68+6y+Xd09eMj+IWHUsnvZKPswu1tk29nw2f3sAfuyvHmQrp5L1/eeaferxWKRVavlaDf9t4nss8Kj3GSmlsvlMplSbnJQgavJUi7DtkuZVibYqRUKg0zGaBUKjUHpTxOTmdLzB0FlMpe5a2wepuv1fBY+7le1sMzKrMiiYp6l97TD7OZuktUPqpm96m+/2EneZ19EIYyGbWobiW3ti4dfPzvMP4RRpcvVerG6u7m9x6LderpYZfXtfLY8wcrhblTdzEbR3mH68Mt0tbq9Vy+X8zCMh8l6OYw2K9X6JCsWN59tV6tsEwYcamUtHz5j98tn6p8hHspFVixX75fTmpZOp6M8Y/UnyYl8vVqfKBcPssUs2y5ny3WW3s0/y27dz7KDerZe3y7usd3wICxuBiyfnThXzZ+rh3vRMy3c3T7UDrf3skAxxWq+qB1ogMftbLWch/+/PmBFbTv9JF/NHuZefF3KRudzrVwrk/0wESGa0oCnsFHVimnA02ZxM50/AIC0F8V0/X4U5oDw8mwind7MFOvJEODZPCwXouxmGdH40DisZp5lMtXtJ188NP46kfznxO4BIO5htqhFYXZTy2ezEdDR4bPse4kvXnz9WeGwnifkluvFzW1WRdQCZssTe4g6RCtgVTssEl6r9cPP8tt7gFkYUL1Y3wbMTmSApooMqQqQe5jTig83AatfvJf48ieJh/VsdT7xHaI4zJbTh082te18tJtFjLL7UZ7wXU5HWpTNlsv36/VqPtTyE2mY1/uMZiCo1qHmAZDoiyc4CXXtvcRu/sNE9T5QK8xOvYizvRnsIXlVz9WDZ1q1DqgDvBcB6RlAfzX/XXE7/aIOqI2y1YPdw2pxM8zDtOXrh7vFg73yw0KmvJ2eADbK7gHys9l8dGYCmqhmtezud7nJScN4ALxTzcKz8rOt/MO74f00zVOY397c3NvNA0lngYaYVv9tNbe5WdzOswgnKPyibifyX0eHERF5dW/7O+NhsXi42dh7WtJ2B63Je0Zl5/mT4t5maXt7c3fz63BPOyhsVtObLHy+09j//PDJi4P72/vRXq3IKoVyNSyHP0kcfPnHicaj1ucfJSqtrz97dO9R6zffFD799Nu7wd8ldgqPBt8+/3brcXLL2M2U6+HDL5OTu0+ehRNsYuLZs2z+fhkIdjurATKy1WI5zGymo3K1Gn3xWTq/WcrWz5U371fZ+ToSwu5eNQN0cRB+CTirp8/UtS/sRPXZ3yfyn0XV7+oHmwNWfXYY7RQqtWfFMLqR2Kw/2Quz+e1C9OTJd7/dvX+YDz8zfhtG2092o3OHeY0VN7VoN6rn2ZPtc+FEur5dLqd3AfEM2G9IDwwIolqup/NhVcvnQdB+V3yyGR5kgA22i3UgCJi6LAN5xbY/q08AgLvbACwQS/0FlC5rMG3AqamJD/4x0J6lw/Rn1STwFMtHGgOWYhMPH6ZZnZWqWlSGOWUT/5tRBQjqwLeVWqG8/SVj6b/Kg4DRDnKNM581gM7y+WRd253QWKPK9uvnvqjm0yDCqjvRk+08lNszKmE9Wskf1g9ZPXyxp2l/dVDOFiP2QvsaaGOCVX/Fqveh7xeM/cVEtsgONVaZzKfL21tZtlUqlDS2twvscx9EDEtn2c/zBy+y98vrX6YZW/mv4XaWbebymvakkP6L3WS6mN+ss2q2nq9nAF9nWBlGm2mVdvP5g0wIxdLsTLrMwnI+26Jhp4ERDjZZRcsyQ2OFiU2W/klim3XO7JZ3/9+H/5kBCK0wXf5JIrOVaVTva+xcmeWMR/sToQZqZBefZ3JBAARYOqjusru7rPhdNbudzW/eXy9rHyb2dx5oUCHPDpMgD9nek2T1CaoNtlg/2NtkeVaq3U0fHLAzeXaGwfTB3146DeIP+DS8m89WgSye1KshqKf7Zegyn45YaT/Psi82D1hGY5uslans5LZy5b37RdYKt9PZveJ2PQLANJjRM+k0gzFP5Pc0lgcSM2C42QPA4vl7m5q2Ui1+ltl7kpuYmGCZRrqcr//XXTZ4eA4w/X8kNEDN+pOQ5aosYj+XJj4rToDerBe1EMT5RHWiPpGdOFMsbp89F1bLcJ2d2EtP5OGr+A+JifN5KJOlPwk+6+cmHp4rTpTz2p9MpCfOTGhn0vmJanbiu9aZ9MRBNjuRTEN784mJ9P0idJ7X8meg1Dkom4Yn0A/8+xOA8hwDZZJOwxW2XZ4oQlMgbeB6AvrZxqaf/W0igorY5P30RPG/wIRPbE9MHILumsgjNBPQ6mZ1T5s4aH3zOcqHM1ntHLRwhqCFHqFMkdoHnfDw/mH1fhV0xMFn0bNieXs7DNnXm6XyYfZZkkV1Vqw+fHgfdMHe7h4I7Wq4ufctoKvMopCVQaiWH2ps4iDaq28jhGcm/iKNYym/mMwV5hNZuFWUJjTobYIA/qvshAWX1Qkc6YR2eA7EkgbXGwmE7z+D1N6c/IcElN+taRPn8jSS9MOqdgagPUje3/xtPp/Nn6mjusVWYPQTmxJgCSacxlecWE3Yf5gxMpO5XKtwdrI0WapkcpkHQMHvJapbk5kMWC3nK5lSqwKFckFm8HwQbMGzKGcE7yWK7yXyub1KLTlI1oxBcuer5KPGZCZX2Hnwk8RXL5LG8+RUIglmXrHReC9Rz7yXKMPfJlyH95L37tawi2RtPxkUasYk/AqDrdJ7iYNMASzCQgYutwPj0/cSjDrafC/xDNsKv03WAIDy1lZpJ1kxoNBkppGEdkNot9hqlD5PNoKPEkmj0Co8B1DeSxxCofDFYKtytwgwR6VHWOlxBFW+zGQq0BS0DF+gg7d/817i4U7S2HqefJR8XLuXbAUIdM2Az/vJBsLIjFawk8ztRw/C9xI3EpV7L5K5s/eMRiHZaOwAZLVc8JNE68Xdu6VB62zhbKMR1BpwMwdGX1AzgtJ+rdUqtZ6WMpnW3tdbhdy9rYrRyux8k7yXfJ4MkoNPk18lK4+S0NRWcj/5+F4ShvJNo7a1n4Pf3yQ/30+WVhOZ3L8AKLtfJQsFwyiVGqUvWo9r+3ArOfiX5CP4fgLQFAb3AJ7S008fJz/deTAJyNlKZh4kC7VGK/l4pwVzNkjCDDRKRitZeZx8kIR6B9BxAL+3koCj6r3k4K8TYJ6z2jeDLz/bb93NFRqVrf3B08Hgu0kg2L9PBE+f7kcHrUblBc1RcT8JiNzNPYaGw0yhlQseFBpgpsOTyk5m0tipPBhsNbaw28lCDqY5epDB/n+SeFC793xr+9FvAf8votZ+azD4MkgWgAT2kmfhA25Xgtr+g0+NB18l/89E8nHyjxPJB0YjOfmfEkmAEObiwz9I3m0AJTzYeY44+2P6/1v8eJ5cTST/JgHoXEjg/7W/SyTvfpV8mlyAKvcQWftY7NPkYTPRSH7+oJGEAp8nH98dNJKHjYe5oLZVaUCZp4XMg7vJu1uAt7utZMO4lyx8djdoDD4rFbZgmnMNowZMkjnbKGVqyQefP00CQTyAIeyWcvv3kjs7tX0DpgvGXsoUMrlS8uHA2G9N4pALj4K7SGilXFCqIFYGBfhZRbIrwm8kW0BBeS+Xq8DPZ41KYxLaqWPTBjgZhRwwRPgvMFH5fSA4mOFKYRLY9Xwr8+DcJHBSATg3UyhkJoNCA/BdgqeNHLDz5G+gYtEonD0/2SpMPgeoaoUASmFzODslYxK0bQb9mMyAbpdrhUZpEmTE5PnMXyYGO8ZvWo8+/ebzQu5xo/Di8RNg00ylVgNnplG4O9i6G9QGdzONTKESNHYKucrkfqPSujuooQTZHew/zmRqjwtfZWo1wE3jcany+T0DKP1epnavkNlKNgrA+dFg69MAmXsSWwl2CqUgeN4A96n294noXu5ZlfBbG2SC863JAIzPe7nHmVprP5d8dDeZKTxqlHLJ50ZuS6tu7VRyd3P3gVVrQW5yJwOz1TAyQQ34/rf/kHh0bgD+mtHYGVSAPLPRF0HjwfNSrrGV2y8Fd58mAY0GDAywfg+Ar+dALn2RbFVyjYJRy2UKd58ifz14kLvXyG3CxByUPm81gnsgMkpbd3cOgTciQB7gdLc+eG6ACVAxSplKxbi3ZQQo6cLMoPFNCxzZzPajxsHf/NG5f/53T//m31V2Hj+GgQfG4y1j/+kApHIDEPh54WnNqGzdaxiTdytbW1uZwb2tYPDHiVKmMXheSWb2K0ZQyAGRNLa+ASk4ePp0qzJ4fjdn3Ks8DX7zKNnY2n/8uBbcy+R2ED7jaW5/a7/QqA3+NFF6cHZwdnA392nj6U7lbmbrq9p+LrP/9PNACJ3MY5Q4WyBxvh18+tW9xn5rP2kEtW93/jix8yCzkxmAM/voaalkNIxCBe3ce/DdGjzPfQUebwvc21YL8AkyIbOzM2nUfjMYBIGx89wolLbO3t0JWp8+uGd8hbb6VuajxN1M7sHOPtfIZLHX4N7j4NPWYCqR+/xB7lvg0Fzt7qDVAOn6oLJ/Nwndth5X/jQRJEut2s5OBUm9cv7egy2Qg6Wd2oOGAfy5kwENVtlp7DTuGi1kn6Cymih9k/zLxN3IqDWCB5MwI7XztRx47MBalfO587nM+fOls+cLuclacrJx9ux5UIvJs2cnc5OgHM8WzoPOO3seMD951oCiGWPy7Nmz4PaD33/+/HnQAtCJAVyThN4mz5+fDAz4LBmVycz5HCi+DFBC5vzZElwVjMLkWRBipIdBROYKteRZaOF8wTg/2YB+MtA8dnYW+A/6aZw9nzsL7AhVoE2gfuzXeO8Pnhl32Y3/6R0F/X4p6NlCwig9eHzvo0R9YuIvwNrKR+DPgsH2Qd5ObJaD2sFDsCu12ou6lkbrKz0RnilPJJ9k0NwrTnwGDmzVTtiJbPaAFclYI+s5C58RWsR/Ajbbn0wUo+KZYnYCLP/iZ0H53AR2gLZkHT4XsdFiGj/PTTwr54uatpn+/xLYDjeasdv5xCNu8Rlo8g0MbvMBaTCw+HKlkb0H5t6353fQ4IvA3jvc/ps/2tsi//639dL53L2X17Zaufqz5Ob3rm8VNzdZMZP77L/9dCKCv9h8fAjX3/0kkYavR/X/9tMGfG/DXxn+duGPwd+X8Ee2JTyf2IO/53gxlcBPbI4VG0/wq46VWFW0wDbpJrZ/D1v/jrf2FL4O8RIaOsAW7sPfPl4EhU34DOGvCH/PsAwCGtwXhdgXAq4D/IHPCxm6j3AG2MKNBP6kewQBAfAsSTCG32KJGoCTjKFEYxZvPozbxIYmsYdGOh4EPqNmiq1tAQc3dbFiXSDoQPx9DX+5An6yw7249otBi4xghjYwAxOY4MNCmczDuFfExj0BCrMT8QA36OrhewkxGzEIz+PpmkCcANqeJPcEzoZzgEg2Mux+8gkvwrEeCrDBnq6LRn+LFPEgZGRXY8NoWmNPBSa6bOzgbTSzcZRkaSP8pQHcfgAXmhg/Nt5ovMCyoJDhC+EYGuEAxyba4XuCpNAaf1EYmeM49iMWOc4+GOU0b9ATwTayzuF2DSfxt2IYW3BjH5vA8s1ETFWIrg//QJTBv39IxMSIgH6VFnPIBGLiOqEYO37Hhn5M8P+ClWhSauyJIBXsGoz/NKcXoDFD9Id4oBn99HE6plEc/od4McnKAvQMfD9Iizo17LkVz+8OXSGy+QerC9hKNJN4C1FFzVMTNXaAXzRrz8R4qNgWfhisSmDijIGnwU5yNBDoSaIBcDcGsb9BQ84QyPvVmFr3BMyPk0TuMYPuienH/h8gchvwi9iSOKMsqiMmMkWB952IyEtgGaEGt4U6mCxAO2WaJyTjcQdm55ut7ejFb1nswsxjfRIHMUmyvfuCSNkeVY87PhCUQOP6tM7n7MFXWBfdHfz+Y5p0cHrwC/yeegwhDZZ9+Ad442s+H/VMY/gYm0cxuZEYtcI/vx1dkhxdpcu/oU+i2IXE6BOh/btE3AdB9pSeghNFNPyEqpEnReX/GTtvDFngJ8OfvJXPkyRSvhYoFkx02Dgcm7XaFk5Dg3PbUybmFJmF+2GCxO/GRMW1BqCOWIF7Z0i2JzhoRKEI2BdJwjnx9gMSiND+LuCwiF7blwKBtX2Ep7AXE00VS2YQzsxuTP7cnwNc1Bl4dM8EzkimVsX854IwJtZNMZJBgaR7zPDlcZJkQ923x8oHgoxzUfz02ba4wu9Jgusg5oNSrBGKotFCjhrCyiR3SP7G/mIJ3MXJ1/AW2dBZLD0eeYthWGDjvmKDnEXGfUW6d6KzyF7TV2Sv5Soy8hTZCY7iXaO+FzSepasMPcXYUQTrpQX+24MgUzMawd1xf7Fwd4s8xvPgMqLPWBp3GnPoNZaCEsqkMPcFA9+x/uzc4NMCeo+5LXAf2bj3iMz4EDzIxs5j4UO2Jlm9cC/HwIdk5EKWuA/5pwnwIhk5kcF+YzK3GZXYQWk/eD7mSBYOi2DisHKBgR/Z2DeC/cePth7kjjiTLMzUKo3CVwG5k08mJs49o5ccYHkWnjzcngRDsJwGQZMGkZue0KQqX1cF6zBdBsvxxf38xMRuEX6n6vliWiu+mEzv7qbr6Wq6Gmksm9+L6ixfZrvZM9HDdLG6u3tGAuNSA/tUo1XKJ1/WMtLEk8N6Oh1OTPxcrKJKcPVf4L9FLZ0+l6b/sun05XP06wxcn8vSzX9KZ7N040wa/7Lpf0xr586cE+Wz6cW8lsUmzlC14e1zYFFfFs2ewxu/4j+gdawDVc6dOSOeQwVtUTuLbeK9LN1ZfJHOaufOiSpYxIIaZ/DvzNj391zRBY7k7BlsB/6d4/DxHrQYiDME96KWRcDo5xn8XsSOAVIxrsvJLIcHf/ycSiJmzuKAaJRn4vH/UzqvvSCws7zp9JnLGm+IRoj//T9QXzsnms7+PMvbPUPDzVrxIF4xvONfWTEBMBVnRR/UNj4c/khf5oXOEnQwvVo8vvR56JcoAIfIh054gsER9tLizuWsaDwLheLKiD2BuuzlPFQRzZ7B+ccmcA44aUxktZ8T2KeO8Pgt8cnxe04QFU7iGZgyMWpOSJeHVHj+8jk+PxzjQGFaPI9i8rHCz7McNWdg7MgKvBmCl3oAgvgnnKWYuvG+MsQY/oTGfj4azPcQ5NhwEG5BG+dgGvL5tBYzIrabzdIM0B0CjIAl4C/zWoADRK0WUxxdEC8KFspezsbYWIQZ0bK8Hg75jKD77Djor8NT52gSkEhxCMBZZ/5/9t4+OK7ruhNsNoVmN3DxANqXkCA3acpz3SG9lx3Ifkaa2UeknenCNlNNbkNu0WC5CVOcXi6ZajK0hbDAWZALZaAO6TQh2AvT5CwotRNIQyagTM/IGjEhZWaiuAiJkhkPR0XIooeZ0ngFWvJwJh5HlCzPnq/7GrSTSbJ/bNVWLT+A/njvfpx7zu/8zrnnvWfFpmX0WiRMAwKbpkNDuTbBhvS96IeooUAh8+5LheZgSD1zDC3QK81QrNG6xWbh/zwq/K3j1zhimgBKQLuGEAa4R+s3tZusmI5gzSATB01Cww184+wY1J1PYREgcuI5edYZOVVRc76YFDSC4/4FlbnjA01KgsNVovAkamVEEoqU1o3b+oMIuiJ93zgJGs86bHGaNUjzhTPybKB0DrbJ+iaaJCMtBtyozeifV5NftFJQDiULrt1QsG90BTCovCDmdp88DOCmj4hqUVisEmKgsLKsrLzqWlwPaQx/g7otI/qbcVHTWrv5aU9aTooY8ob6VGzjJhs4+ZBCk+Wgqwt8GCEcUozJKAkhLS82nUpQkdGLLftOQ0epoAgUYq7Dqq4mmsK3GXew1lrpn5/Jf1eh/5ZXgB2WPTf0SJAu9mIJ2K1bcYb1PBtVF2g/Q4wl+fis7h9xivrztiQaiuNeZPvO35GElBUCQajFEszLGpPG4Sj5fZ7AlKGODsn8Tbah2Z2bEJHJvwioG3J03JWCRkQE4uhysvB514NNMkf5VQTNrNaLO1FK9EfT5BRrrhUvqI0IM+88Ag0nzzJ+k1143mNFQstkLPNpqRf3Q+BrmYU4ywEgJM8F/8FiuqiXPLRzrZK8bAJmFeCrszAHPC2Py0szzWj9c4qDDsIoaYzmgD2QBBVZF9kcGRP8p98yLwuEid96Mk18Iz2gbWnHjLh5ZZQACdFF9AhXTDZPXo3WFoSXV/C7i9UOYNYjmeDC8SCyeEzGCYWMRrFq8QSwM5oQuh2bF412epwPjThP0Je/4cgVaVZG0dDpfFYT8gGOx7KB4LBvmMs4uDxRMpvHt5epgyyahEczRFGRKEAKmvAZ50+S0ChlPkp6L/o0wCKsJa2ZUTi8Qcv6iV6AZClWRMiJaEUEB2feZZpKw3PQSQKKfwAuLLahRiOfLXo+0HicJ6lb3veDgMyRFp89kyboVkJZkTjTajNDZaTUqJnXUL6DcHL+3ry5F+2ItEuzeEkqpHfYHn9l8qxseVwazfoNrswMFv0u1sYMysSSkyMVMNqxCNRLz6JUlE+LDiuUx9/YoA8ChbYzhP0eD14bUVGwduMYbx7GG0DgwnCEJ9+La8GrKT1p65SCfAcgI6pUXmzkGmpF1t6bJT6EcmVfo1lflWeNeCw0Y+gln2dLzWeCEFOUCmVJkEm6jC2j1llELD9Atg2fFjO6iUccJymxbcvzIquGSUBP1l4zhOQZomsuAhAYU07j2RA86hUGmLUkTWsFjOHkwHdzcwN1nNRmFvkBUc1kqGXJf4hy/iL7yZhMxmR7SMY4NhofaiyM8RqAUMDmIiJX4sZpgD5qwA0UHoqB55NpCkCHJ6DiaTcjBGEyUzuIeoDCcDapMHJ0imQYPcOgDeR0g1QB0SuLqphp2oxiRGBM1LQ++ewNGmF4IB8grRM5FfYJZoVTyIfUTXGHnlIe6ns+/7FsFmdGwKhMOCkHaOzF86TtKISsYr0zoa92rFK6g/HnMw6IjLN6ZYkRkjzNDfZEWcPHkV1rJd1hk5nmOjqwSuq/cYn/XhoRfgAA1QM6AX96so1GT1aWGJcsmwmMaSYTyIrcaxa1RSlkrBZ3Jd+Sf5FoxffxEMT6F0G7rAAfRCRkYuI3OaxCR3DDcNfW3JsRNXG6wSvexcNgVqWzdpCOB2W+N0srkrHafUvAyjZH2urjmktr0if9A51EPcujYdMSOAKkZEFJcVAsAVEqOKYBQGgFmbTE72GSgBaT1psXUpw3wZDSVwyJI8NR/CLssB7pVUYWmJf4H2blv6AEmR7oPNOTJ7nC9DPkVVkHm/Bm7BWGxXyWRi36x+aSv0E0E2eeEZR0gCwmjm/BslGG6MibCoyL5rle4P01RwFuEFQ7v8djAdoF3gA1vpGlcYSJAAZ7MX5iDQhTzQMc36d1JuFeM1kehRZEUqQzHnEQ/JqGga3opo/QbpU00Kt8HrRqHA7FhRT11k3JuEMVCoVd+v/TtcKfyJR7MEzH1cLuvDW4bKanRxM6NAKYD8mdMc1DM0B1YkXTQhDhU/Q5qOq04ITmJnQwXYRKWUQaXEk/nBSDlRB9HyaOx2Rp4UmMDtk9Xm5aDEVOFw+5IZIMrV8AlfJkXWydeeTtqCC8rh4fF0qS0DlUthuVpP0AW3G4Ovhtko0waxZBjsMjTOoYGgwpSJ7EpUn/KGkA7Wf+5vDv7wRJ/IFi6IGWMtAVeNAeINyWJWydCCV34pGJWBYMCQdV3SUCUUYwGH2DNZDmmrHObyjxGU6HSfyq6cuMS6YSk/xYPiN5ZKe56GczOmwOxaYZLT0axyLDbCISGL1yxIO+lRCWRseCDBXekKHfoARTc20s86vMnRmDf5AVaOAlIGD05GH+DEMimrKgxJqQKNEi4P+eK07IWfY/i2Xh9DcM0WgGMKsgtA8bRlZMq5FM3iCOWAy78poJe2w0T0uDzYZjIeCGj7PN4bGwNAIdOZ6sXuT4ScLqmhFfBydmnRfkIMBS7I7eNWMdZyDNMddeJNV3yOd1SWiF/zN3Jjj+ISxAK0oK9SgnWv6NlAAQ6PCVXbsqhUqQ1Lp+eN/4M6O7Zs1kfeyd/Hjp+K57yuPFjN33XMUmv9CYPH78hZG+7bi/QP8M/TxcHo2lh7985dTUrXsuVUfuj2Ybx6t/sfSRaFAuHe+7ds+aku+XzczMtddn/NdHp6sVO3zMvzZ2z77P3/V3max87Sv/U9G/jO66pqf0C/p3+g4XC4H1/fF9dkn01EA0c3b7jpJ/ePvYreLQ5tj90W+/us8sj17M7bpyPmdv2PXR2FAuOTozdWmq3vNQ9Gc/emXf6vujPxgzuZIuWbwOJLAFjbxC65zSAbnpMi6LtdA9Vi3pggpwX4mC82TSx2SYn9ScT8lZDCsDBVGSn4ODfEt7RxU4QOf8QhK0y0+WICIpwMLm4FXgB0lQx0IumStg2b7FXQINPQQ+XUzACo0fJSkCqmByMFmAl9CQNkkf+/UHWvbd89zIkuhs5vXq6/XkbN1M9ne98Y2lP2uProy2w9+fXY/+ZKW8bo+OGLXmSmPfjycvLo9mT8Wu9twX3Vd4btafHZ9uFEzuqvnpZOwLsxenckG9NFyZPOyX/OlnKsmp0fXR1H1RG+sp7rq0JLrr82rtb9yOn3hpq1rfdqDtdiLRei5x4sO3E9eXXli6ccXt1vnWt5eejNceHonebt36P29trdU+feOuc4ndKtE+l6jV/mrNXXOt15eeiCda1yZOxLsTBxLrW+cTibb1ibXVE4nTbd2JT3ws9r2xuzbF1yVOx//qZMvRxELiTHQ+vjv+8ELrho7rW69/en3b1vhc/OGOZevim1pPtF1PrE/cvnZQJdqOJC5EE/efXjWX2BD9t/9XdH2ie+P1+O7Wja1nYrWjy2p/9eSyI/Gjd21cvjXRvqz2icPxta0LXzmd2A2T2PjB7sT8hgS0drv1YLx24i8OJNaunIsfq9X+7U+XX0+0e+fin9gXPajm4t33rexYlzgZf79zHubzie3LTsTXlta1HVy2ED8XP7h07srWxMbPbYzfVmsTpz84F59/40jiyJoLbevsOTg1EX87euIDZz6+zXt7+en47cTp+nw88cDa+Mt3n4uf7lyI7/aOxEFM/+pCdN19W5euerYyXNz+hV//WvRKo3iqNHkjVp29dupT0VN+qW7Lp07NrPIr9cHjyenDg5+KTu64P/rqqz945ZUfvfrtDdGfvPrK9+HVK5NLoscrZ9PpytjIxVw9OdZX9bqym3/zre/evH/pyKnjQddbNwYvj02euhSUL13Ux3NXjo+/tSRaCOqjffXhXlu1ORv4/vHS1Oysf/zN1Oz0rku5sw9Fd43kdiyJLo92R7+/cFfgCBLlV+5Ir3BiMACFDxaWJu7SOd1VzoHlBr7n63378vmR8uD2Smn6jc3Va7vuWwqDP7zvucPvnBofu/Jc6spfRi+vjV4e/Hz026/8aKyS93eVr435werDlTFTLsC06mW8xq+gpobq1ZnhakGdT6lKtewHpWfGh8sFVRqvNwaXRPelTGMg+tZU3+t+bspWvMP1ypog92Op/+s99oulf+X63134pwazp6w6Xhz017y+y/hvfvdKT/LwMIjLmNFYqVLJFUb9agEg0BSmYtVhU8iN4/Wv5UquPD2aS/n+9DgAT92fLgDmDMfAys2MLeVsaTxXtqOVoFAOyr2VoAz4oUrluskFpprM+doWSkEwXinD/zdild5hX40WytPJ4emcqZarPpxcCKrTyXIOEKgAy1eoFgp1NV4y5ZlYYdjCyKqF8qhv8Hql6kzOlqulejmojNaTMJjKcD1Q+/KqEZSM3b6/MuzP5HaNN04lxxMAJK9OzpZypUJuJpd7Z7tVg88Ask8HU3hV1miufCpfqIybXZlcLucPpsfHK1XfDK7pMaMVwNdSAPOwo/4wXhMH+DheHfXH7oudzR7PZe09pqR8399sSv5UkJvKVUq5q5XxUWPXjJnhfSZXPu7n0v7Ydru98eY+WxqasUHFZm5tP74+uu+sUT2Tp14Y21yebPRk1kfXDK4pTatcdbQAEvfN8PhboyUV7Cyr8z6gXLVcKBXMdKV3vDpVLg3vjCUDM12emSkNF4JhExg4StnhgilZ9dNgeHZ8eLo8WhjO+bZaLdupUrVcgeWqlUylMGrN+GxVjfuwBKpeULmKb+1wKfdCDnqwvhqupEzfePn4tWmzJLo9SJb8UgB+0k52XrxYAe9Rz93zQm56qgJrMZ6rlvAauJwZhcWFhR6+OqyToEmFwvjwC9WpmWcKlZlUTvvVSrL6jKkMlQumok0lB74IZFUGNUomC6A6eJEvOKCgUIFJwjReAB2pDFtTQQ8HX/tvQB+lQjVZSoJ46r2FXCE5Oz2cq0yDWGzwzGVYuanRasEHvRl/IZiql2ZUeTRXqk6tKvg2N1ro25IqVOqBufXsrtHjleFc3VyuLI8erpeMfiGWsc+Njp7KfCk6k139ztXiYHa85D+3Rq1eDZ6w8sbhsV3+9IiZKQ2CeWLdQ2n4UGWwVLFjvzF26uJI9bkZ31aqJXNqpDAyVqnsuzpRyZ31tV/uARdYzB2J/n+9kD3546d2dkcHy4VKYfWpNdvxOs1M5tapHCjPxav3VLKF1ZfNedAV/7iXfvMHZ/8y+qPVg7mrgzfuSQbv7OsZy+caY9mx9OrC1KDdd3zwA7tyJb+Sb7xjXz8ONlfq7em8cnYyl6srf3VpTc9qv7jv3oKdLdmz41enx8djPl7MV6mrIBgpDo6kwLie235jbF/mFl5FXZ2uFKrP9A3bqZGp8Upu7PhUJahPqTpA0XipVM2dHx4GfqjGh3M5UzbDJlMqmfHAnyqVwaJih3VlZnwUYKeS8+9fmtGfir5ZzLxT718SHauaZO7GaHoQL+vNnfJfABtBpCpVUsOlcXt+WJmKPwXIVYZegssxMJKgrGdM2apyvZI0w6XyKgCugikP9ZbrSo2aPh0M6+Hc6FV/fLo+Zacv11f5AIyz9dlx0//CG5XRykxhlf/MFNjUcLVqS+XhyvBUrjQ8W5ktzJYT0UQ090ylMAxqXSkkK71B3ZZ8Vbe5IFmeKtSHpwL7Y2uvVmdeK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zV0fH6VbVOuY3yzu8PteDWxTYPnlVm172nReWad7JHJTX4kDIaBDqRAkVJscA4qt6kIDxXpMawzkQ7TyJZo3witxZWrZb3Wjal+dZcLzfYW+jMgDkKblNsUlvDgVTf4VO3OHrsc4Z/3wc1bBjZs27w+APp7e9efPuQ4+cPB9k6q5flOXgtvb0k1K8i5zLiyU91rJUyIWRbEPeCNmxeLB8yHPpa4avyDXnf0xPHrB3b8ZddbO3+/TYHEkLWbE5dTSPhq6AjZZutyrzbsmxJNP5X0p5oDMtFxdz2Kq6hCr8LiQdyggPzdvy1ZP7ZShx53UFO7ig8a/21Uy7TZLD4ERfL02z//Q3Rf/KBWoRDHRPrjBSpc5UELgrGDeVFckNhtwOPYnL5h2WoLVXP1Kts9vyGAzhMmUgHmZB+PAhf/N79Wfs+mnauNI1s22uDpXyXBy00bXhboEbf9X1TRKLeMe6GqR46r9mvaCztnoaT1myp92o/qDAqLTKQNOEeeVPZOPvwqKR7q0+CyTWaVWeWDy7EButcUU18uPrIcMzgscXy20aMOrJ/Gv4z3LHLGQMr0L2UNY09s/R3MIRfdhzvC35EhFvA2xyCptgGvYFp1m0fi1/2dwY6rEYFz4OvMYtmm3bGUXeaqdIKhPcuyTIfxoPrJonGRa34lkzC1iW7Xmhj9dfbpN/EjCAcBXANHVucfmQz6kPHvvlCEEWTsmOfwCNCKRGCmv9Q7gbiFCmFiVbrm0jsizLOFC55eN3pWf8RxSHuYd8yHHP37yNMvi6p9+PzzPmNokwYq6UpqPkoDg8zyScboqTNRcgS1HTGuWEzcsGsRZc+bMy9y69u4Tx5K/nK2cNtdlNwM4CQ9R4MtW2WCZE2bDEKU1QFAWf6OcZeDRigPsr2nSpwSC2rBDNbGTYFUgqlYCMh98u63P/vssyKqgRpohdZV6ku/+4XhaD0gV8z42jGXx38udYn7N+Rb9JkQ+8+5bWp02+gDQ5QdmztY3MfsnRjQWdS7JMIp9+K/0ePFfWbr9CoO4k+BIB68vlKe7R5iC8gsX8BRWpCnIwxbNp6MLtVxZVr4M80IWC+1AOULyu8s1haQRm1Its1DFI5lahU3VVsnt46cMlCWYxWXeCTZz4Guj+ngYGbQj2yrgRsIFBWX/7VJiQyG3ihvppRCTUgWgiDdjQoidHJZW8TtMVKLCODerTUmgah6DqUhj6WffEK+5EUisCBcIDuShDWTFINxPhIsisuT8m5V2dKgA9ExEoVKq21ItA75ZHVtelVEeVFNjQh/UewNHvlttCr3bMXXdzN9ZfK4rG5ePrqeA3LzWCAqn0eaXvKg8whR95JGNPcdQ3eD/A67de1DJOBmasdIIbdfEMjLuwYxaY7KUaBsJKM8A1Hn4Yf4QmLJ1kFuG6iLdjIUHWAk3J5FVgMLXdz2xZVswhTo5IxMEATRxHa0JXpJeXKAy4IiytsZsYVkmnzStJQ7NRyUd2KCu67y3lCK8+FM9QlNdREZFZeJ/1dnaCMxuqZMHoJiiQPS1CjbCyO2sBShiYYaLM/Nx7zJRf7J/chIsEjUffSRYFlCjiDS3r0jlLYaCIC8tVwioZgrjkpikNBcWZ6vE2N1wr56SocuFN8PypYyWIH/rYlQ3ukJmjIgAxr/KTKYsNbzLwOZBHaHkLLZ4leS4L1X2OuWHeOyy3tlt7LrV199VVRG+GFuygq4Az52vA+UiOW05bT1tMaLec6qbpoeFYjMRXTuOkp9CLyBQABgBIM4T9tP+4jchdwFL1GBSioVCPMj/CgLIRbCfM6GS7D8HuFzocL80vXS9YrfsMR1lnZ7OM8YCz7CR3ABOE8P4Sn/z17IXuD+Z9nMFhPlEipeLl6O8ivAhZu7Pnc95hu9yCJc1HMO6BX0Chc4dguTML/IBuJwYyiG4hLhMo0sQAXDMH8RgfACBFnws8A9F/044ErKuXH/gwtQQa6CEJcmLzx/Pbjgv4j40nQW8w4sSX9pHqEluHDhODwWw3Dvi3kvEmExJudWoXbkVp7BJalyNeZZAO6/b+F9/ML4hYqbj2Ao8YSCSq2y+0wD8w+NYly83AXL6ZCYrbPQCnt16hjrHzqc4Y/ALjAlrDwDuO96W6ybsxQ7fqcci5H7IXBS89R/YHCMVQsBRlT9PoUla9ISE4LBYp34rvemeerPZmQ/cStOkAySdFriQEjsffHtcLPiWTHsjiDvcssV32Xvw7L4gQ/0j+stKmvyCvmsWpFcMdaj2OylHQoOYqsXvIv68W0uUcuwyiJIE8krzLOJZ+NsaI0i8SxZQ3hgXRpydxSL3qgzdDOVo0mWFClMc+otzp+v42CY5hbfznPnp6yf7R1pn9tW2sar5iB7adcuEtfe6B0pr5JLcguQOHVkEJCCmDy0eKoFhv10gsKwX/47+5MIFt/C3Ko1cgPZPPuw98FgtalK1qM4HawxEtqdTAdqtO/2IV+5UfY2itlvwG6Y7Y4Y7avmll1soCfjZSiIu53oSAtPlZcnr/s+5A6B0d5r6d5h7iQXUfXHwRpx+S6jDh8+rON//PHHbCoo8CAcmFrV6uAqj0typPIMrL5w4YLtxd+buo0LWd4XmQI+tieEZe3+DzwfuNn+RLDqHsjEyDwJ6QZO7LES2k9NUMQ0xePL66l6gQDM8xU0VNMaWmChXXT9eW7tg6g6Wg0oaTfGyuKaSA3BDk/HavwSnyQj6Wmu66gHDQBGaydqsUKtua4nxTHhPxtllqxfwKX1QLGCgotWsRLazqK2L81n8ekTe8Ei7sRduDcvg7oEmaB6K9nufRuEuMym2cymkTJCQzUZyZtoraEWNMfgLWzFX0N27d245lCW2FaEB+4EtI4nvdvNDDLVPOl8w49dWLavIJGhkcOOVUGharvvyZEdzu2WA6RrxoBuGPqe/7y5VvtIRBhA8lWkUtLh+q52UH089YI9mv63kVUTpKe2zTowbRi3KLyl49ldrn3TXSqNG9oOzD/mEPFqZ5CSKl+la0geGPGmGphd3k1K/G2J0bg96rCZhzb5+kLtzGkrlngcuHsV0fEXVatJVVifWxfd7t3648mu2d0OT4CZwyvPUtOdGZWal8fdiFcQmLTMGJjVyQEOWjhcFFtv5a8/eGfZVA/bzBOCO8vnbMxXxa96DnPIW5+J78zUTJAaX87RljoYeNnviGkr6M8L4vzCh6Y0d5//v1JhlpsxgBWvyhWhRMj0foZUUkPUNzQRBWGRRw3RJ0MfBj60CdlR5J1tyt6s0y9E6VORbOMborjnVHX3MPrV2LG8cLQ3rfoosSWRHco6qBiV5n9DfjpyTCbrTe2LdoW7vCx6Y98UQU8m5Jqe+BPBLn85wvg3R2BWjHUn9nIRQvrZ8E/8/42zThrl4kSFTuGwmHvlwNxmWad7ONsd0luf+4kpySksTXnJmWhUpJMv9kBGVlZCefpk6D8cauXicV77RIK4nIMIHaElTUrD2Pqpak/bP/292rj6kxZQN0P9Zwds+IS7JeQygbSty8q45fXd6wsybkL71nk3jtsmeRes87ZlmLi8W/3f+6ITtHRYmbC8oy8uWzhLBYIAGSABpxa5U0A4O8KgvJqMW0fEre0sm26Di/3YW8aG2CtJ5csGZMrLPeGtLiVnzg1QkEjzc3yqbMEE42y3YJxk4hLAuF0y5U/00bsM1XLf+jjrwYu5lU2zcPZPMNC8iADQCnTcV1UTLJ8PkhSnxCPlHweV00IyLGTFLdz2jvLeEyHhZuUbDWnOkEv5BwmispSrYrVtoaMuKVt6s0s4IygUHJKMlI27CDhzKhS2aADILnVJKSwkjUsxISacl8pqayiMEhDx2rFaqlBbqmUDiuoUdZS2zsBZzQW0AA4vY1B3tgyspr81RLhV2pRsVNbBvXJjDBCSs3oeAAvxv1d54yIIaPprvLm+C8iQec44D8QEHOLCJawIgYAjgMDGcp64rsx0XJIVhhusmUEOlq0Yldcnt0nrRlitCmjLEgYEixxYowOXOdS4wUy5HYj43DeBn8OvNwaw+LxPc6Dpf0mDWEI0NhsEjCE2Ri0QwP23W4e45u72QVP34pgfHgdwFI2i7up8NbcosQ6K2TgNX+MQh4Qu80eZLdgiCq0sF6x0cgzAEXix5p+vSWEfEfEaH9txqLDStrbmknS+dr52KSPcZgW2Qv5GCQVEAt5i22lJB5utTRpZln0hJ4vuxcHLsfCCzaQK/0r/xRxc2Y+5WB05FrEQFpQF5GJ4+jY3S+sW+Dkp74blq7+/cu9fe+uFLR5c9Oxnu2ys14Iv928x/MJVCbgQgyGYW3HnHkqirSokiNXUOMgEqsPrTySQaVG+qvm1nRaMhygRLzwegRE0KJoQo9whN9Q4QuKTVUm2STX3KVALdcNEGsgvfvqRF+bJaZxEPk0h4KUSpSQHhZ9+7pK0n3rj1BiTJNTIDNq49W1TzfuTqLRn39qWlo5rOpDFDLC1EXjpomgSKLAZpN6OnBNrYNvKl5sNNa8JJKSfiBIB6pM/fX8a/8hKBNEfvDqCD4vtxDD/xZEygm44jTJAh4+hc+gfOr3QjiaZSTAl8JNBTCm0o90jYCnKPPSnQ4QBKEVWVINg0/DTU1Yg7nUAyoGAGhCSkEwWczCjWAFT4Bo+Qw7zX4FyoGZOfvpzcH7jvp6bL2DEpY/7vkwTI0QI9+ExkhIIRNLju5RsrSqQP+zreuePLlBim+UIBGkcxYfICcrPoKQeqoEX54EJLA2zsLsnB7Zl8AxuBFrAUFHcA3xCn9CCW/ASpsRjeEjcPUwc+M3GD3xkkJkRNDmQow7s6MajXgCiQMff4iZ4RPPKnZ3+WjiLsCn4UT3iQwXvm8jffNq0tS2MDWE8kqwWgQJupVPkJ5+8mkcCiB2ZBj3iuGBvhPlJFCoEvZQJ7/0BS7UMX4dgbiILMyBESe1EBrdQSUJRlUApA+ICETBHrnQSoIaEAwISy/Gbo2QIKnEPxFxwX+sQuKwjUhIn85OfOYgPydqTvzMiBMDkewjikBFYET2qRRmEQTxYifBBHv7HP774ghaqoRlYwYcfpZEc4of7VehFB3Y9go2SYbxADwSQJGEnnaQHjfB50AndMIgNEy7GzShphlJRZjqJFNBBHWqDbtyA/0W80QNcZLeHtpF+kYKYJSaJLPUbLx0kJlE91vnGQE6aAAlGi6vwWRpMgQl8PaivyyHilcQP/pgVb1RRdmynWTCGvCCDfSNgAkyKstSJmr/kAQNm8Qm8fbDNwWAaKoeA9iKYEVmgRjQp/WWceOn53vXzqAGMATNUsOwoo2fQEVyNfImSp+JUAhlFXvIQxpop5K3+X4yhNpRkfj9WA3s62s9kgAdoYBT+6sMZWovse+cdFFWSMuDj64EMR5EBFTJFeGiR0EGAn0yjeTQDI0ABMmgGHUN0WBExUU2trJKDOfD5/o72oCCKutA4FgNFqrXZjwbQL/4cZ3uWPGIeH6VmqC/AGMEA6CVUxHtDpIv0kMtz/h89ZA4y5Agziw5DJ/ZVUSr8XZcTaYF1PNRFEZ0rjVgI+0OeNNPzJNDSBkSDnPdVWQQpvh+ToMu2lr+F8bhEIoggGszF1lUOADXy875v1YRkaAGKFprqOa41pfkugQqIqJxgFmNwEdBgFgpERE58sZlloI708KMkGIV3trc0+E3X67dYIcb/TZcBeREQW8XUjfUW5j0vkazywgKrE7pm8fuyyQwRpm6KBP/rm6+GXGDQzfdrxh6itTULExDlO0gf/M8MHAHblmvUIuQbWNxLlOvbS3zLxv9TO1aEf9x4HxFQACZExScJD+aAIcwJsCCSRVGEJPKkj5bbwSxp57hKSZFECrrRBd7yCPYFcVDAfIgX4bgsDnywZrH1JVGU/I2hyscvAgbXwCy6wQJLZKeJCREBJMHyP9xzPYre+vuCjJwWTJB5MInYiRhiRPOgZZys2xbg9+oxzuWtND1OmCkDNY8yGCuoXiy3pL9ooQbebk05ahnRlfmaCOgfJQ00Kwby9H0EmpWfYImwjFDz41/ksZ44eqdo48EUVOBWePo//ZgPG8FL4BMFMoSVZcw4osBzjAb8wUqlqb6f/WAa3Sew14rAFkwG5hAHABu3jEJWDKkRH9uth+1wGknCb5BIWnRQhAqbjNQ3CCYRyAHi7fsJJ6VwHr98Y//AJw6Egccb61QS6jAPf/nMwDR6gtU8PlwB5rCBS25UggyL9uvRElpA52kLtAtYhn8Vw+rlY9BD2skiqWf2NBmwCfywngaNvya0QA6wGgnKfT/SQZCBkyCEc4KQgShhrPqsqab3PSeiIvREuCogMsLf6UkJ1bctApxgHpkQqAg18aM38kgRPzQHdMgLXn4e7pdTO264WGqIEB2SwtMQ1MwSAb4SrJ0lZ0hWsTjpSRjAVZQX1/I/nCDvFq5ZbJacq47Sf0qD12aQn292MkNgFJugxgT//uHh0x9PolraibzyigpVoZO0hXynwI74W9vblXDj2zXN4uebPiqynZRZRIsYEZt0T88Y+lYeVaIp6vvDgMF4LGcGIDHOUqgRhS7k0+PzVS7ETwboECuOBjJkAhRJIaBSkiSLahwj4QyiA5iKD6OMC3fhdqFd6CYcBCOCc7SMHXrokDdllLfKXOUiR/gKeIASpCW9rbBZ+j5obwD0eoEb7e9vkiAGYooKMNOEHgvQUTrDJJlElZWcBWZyiBVrCdpLfKIFJdxNGGAE/4+YQMoKAQ8+iXso2iNxYCYwRAT5QQTFFChLWSADr+lQt6QEt3QGQIlrXKQZ6TCjGr4Ezwqc0jzfBJ6/XsA2DvFL2DwmI2cIkSDC1yMMWzFe5EaaukXQhEApylWHQZIvEAovEXWUDmrpOO4iPHwjOajnSydJDZrRLpwFzA7PYmSCxNqAoAlgVBMlBXIHP84HCf4Ev0EIYB1FD5fHVNnKWKqJ4IydAu5YnKZbBnMhN7KxwyQ7LMqKtdWC/UC6nnUWAEFvSCKSgpUO6ZQUTEmNtX1sLi01dSNLjhddmmRGlpW1YeXOf9mUBDsk1RH/U5L1imhACLo7uEI3qvgiWoj9sPO4bklRPwwBPcDagZHtKVZII2/8NmSJIiWyxHS1wZqaW0NdbsOaF1JcSfpO7Fkow0ZGmqltIiR1TumvSrW3Mf+NH1FCej8Ionl4R3HXfpuyTqCFapN8Qw+sq7tdYCiA7BBKCd5lr9dS5ce7EWFE+O7fnAj3/tprnIsT+Rt3zdSOs6qRg79pmOgCiBTT+IEgMixQi4vCCbbJeDElxTp50BRTRGaRUX6wKlabEOUE1iprFU9oAuOUgxpne0PZMjDUCF0QDwsUjEqYEBUF43CHEYsICvQYocLG+eMIpaGsVUpqlCmJ54lxXMFPM+x4Bw+R+2cwAyGNCZxEour8BD5PKqC2+jDbKgQa5hW7IE/NVQWlu3iwUKVC9yiEXv4ENYukmCnBhXh1Gg1WeZgJghQ4qv5p3LYs4jBGTOMl/ggs46ImOJBgOjBOlPGO8L180QLuY4yBYJB5gscfxjL8MeSNLFqghTGBDZcQrW+gWKLqb6yOB/ctxa+TWJhJgqAwLsjhIgSl3DhXAB3qYyLMCGhrdCIj/OEqHWnDbWiJtPNN0gLlIFyEAvt8Fsarh1mJ5iLilA91oAGcTuBFGhX5cD2IAwtzWif4XMY4kPeKdJGeQWaQgy6EFPDENiaD+dAJVmsDK/QySUwn0At4yDRpYCToATOYrDaQLuhEkriG8pJJxM7/gwXsyUMf3y5hFP+1DhbXtJbxTSwctKmWd0/jtqasJbJSixj+z7v9LET+wYBbFbvb3ScOrpgbcFr7rE9NvXC3Z1DsjdbduOFL3O2RFY80xI94GPSNRZqFyQx5qSZPhZhW7oOc3A3pjNhW/admuyQt6yIAFDeqiK85OUWvJKkEeUl8O2IQ+gAj0d0RbEje/Y8P2MuLfPWVBJlkIazSEa+VMPYWJ3pfUWLjeCFYCPb2GXfMPq7EepzEh4X+qND3VJB2EhHFdJ3RNbI/d9EamtgUWocRmBQDB7nPRQcADcFKVrr8oXkKAErw7+m1Vj2Ps6fNffsmgc2Adv1TwWMPW77ruCEsPVdv+9DTlw5PpKMgQBsq1iPkY0xI3rCwsz3NBGgODPLu/CNjVYarw09lKAc5g09hDsyGitA8Etmbc0ascqJ+b8Nvv8D6tmiwyn/mhvo6++pb5zVm7z67894HdlrfmcvOZEnWI8fnzmWtTAWMcDMBstub7VMk6Je6OeND05SP7+PraArClj4AFr5m9k0yhmrsKmgfqfFKoE8SlUakvDoKA9gAWHsr1Gar/NuEGhW++i6Exw0MZxLJRp+LI6C/7lbmB+7K2Y0aQYKzc/Z9n4wzZKSu+5EZw6523Mrjva9loJRz24mnZZG6hS3Eb745utZr4DYUFw1uVaQupbCwQ4aCzqpnrjtPJ/ennLyTjhPzTv2R4MqIJKvQWGUmy+6hwOhxbiRSsI3tsyA+sX1jas+8g4PJx0ew0sOVcHZbQTf58FAgd8nAcKBEXPx8dSVd8oAGhkElbatruM1ksF90nYud1B+aOewbDK7UqAu2gk2vHG5QQZ+8JNKu8fK5b1Z5qILvZULpy7yH4msU5xXnJwgvnwPfcbUzIUo0lrdDmthK5dHLV6qDrBHThAHpD6JtzXW0Gx0oYQt/MsK7vVh6ociPohv0xvkH4t455xQ+TCajU1dNPbq+6Bq/Orjav3qoxbGPM9sgiJePYg3QQdpWmWSSTzFxeaNl8TBWFaVkRRo1zOc6GBIBTwC0NaqaUSk9IeV0vos7Jeoul2kmTWMq6iPqVqx5qlBH62oygL4VyCbv/jK5Nrn2efZKr/PX5o2UvU/3sGJT8blMYFar75hQahvjl0yXJ5RTyqIysGohwESf8ZK2/u0c6oRvZzHfDdCMhg4Nh7iJvvxqB12sq+CdJgFcOFijYrYMLFpLAOWjDsonF3B9xvLJBdyHWy7Agv2y8sVt1scWZwSgiJZwS9Y15Q/9oPyZ37fwab/yeX+cW9s+SdPlDih3rJFQLbBWw8qZT1ynh5t+AGXbYLD8MRzQt83+cbb2K8c0cMcBmCV2ibA8bZNcOJYAckcBzEowMV3+pu6SlrEqmy9beuwAgEytohZQ0Fhrry0f28TlM1Kbqy2Xe7Z2vhaI6lQVU/+G8hkIjiWfxmfritxKe1S2WIidoGZE/v+DQjCiiqUDiiYoaoEF4MIJVlyxhMLWJFfbnCEHqlzTrKO9PJUDIkC6TV6eCQIt0rpuFccANNa+ZJ6pXPPzdOcQuMTmIYBO9s4doAGlH3EMJ5cv8F95iSEc2HFPJgRlJpR/+kdMWPPOm9xRL2E+t3qxcv30XfjNPLk8UwoXzF1U+FIpCFYTcq72pGLxwrigUnPEQs35JewYSjgmUUqlYOuslKsNrv+OiSu1QAGKRVTDEp8rVxy2X+4ZvlXHG9tY3To4VctNFunq9hZujQzK1aKWdVrgX8tVW08AD1sLBHeWBt1ikXIcBiosBjo6CI7JyjwGy0MJ9uX1H3xbNlvCZ1jXMCARbuTS0AqAH1jLWoUzgEdgK7FFqTBUPi/jn2M8eC/GW0JtlvdC8u4k29vtl7G3Rejvv+P1NgAUwCRc8L4Vpr8/zg7K+++Kxb4qK4FvX4v+SVBCi+x4HC2Df5Vo1fgaUXf4ocweYieENY3EtH1m7eha+147rBd7Gn699cY1IaW4lN6R2sHbbwVGOW/jkOHw8PpwYPhZ3eXE7tflkxq31Y/5qn3HCoOjR0PHou65c4ln8rZRou41ld1DjAfi6PC10S49nkOS66ZOmRnl5aHzwxfmLhQv9Fme1NnjRpXJ8KTzQHwwfmT88lbtgEg3JJs5GoLqcGTX5O6fDO1nh7iY70hEUexx7nIdgH7BzPHUVvWqcUlEmDhRMlC7lMhmu863m9dhIDwUMLnsJy7GQU1U4v1u6OxBxTOT/AB/7kzNCEakLmX6Px8IIk4Qkxs0TjAuCKAixIfOYDxkDNcQfxtnPtnY+SKk9p3hLPCmDh7qLuIDow+FVkwNhB4YqVMdn187u1a34zPtdi0dAzLrkNl11ouWGF1d+PToUXEWz+DJWmWVB53dbd+ZlQ4/5bFnfNGzP22g/9Q4ic9812rX2kcvaZ7MKy0H/DUZxHXOe9zTZ5UnUUm9BhbcDpfdMLo/dSOKDz85A80wfFQxWOqLK+ncgGHPyzGl87qmyg3GTIZNugOBFtsJplXVriLfsCuOsoIpu86G59u94jmhnXZvfKtOClXrnZaQGvWPPTS2ynDe0pS3z+4K9zgaCpdGHDHhJD6pJ1UZ3Nfua7T1dzkIGZI0DZte9T5h2TXd5OjU9we7LUhunww4exwqx5Gs1gFEXTFV9jHF0zMaUQeqCz0ydTmycYSMQTu/YJswaTZPwnBrpNV61Xp17pIKnT+o1EdJaYj44VG4FSrEqOjo0dZpYFk70qezDRPv1LvgwDi140BxPakWTNcf30M0bRWAicFcl12aHcg/lujUh9Dv0IEzk8GNW4qXJ68ke4TWx9JnecgEUeMPBQ8nHsbqUU3unBe4z8TkJnVyiwaM+nI7x3epaOGfB04ZUCPOteMeADcWz6f3auxmN7YDiqNPG55QdKjUyZ2ZXfajnkOkK/dIpiVLKgV64vsmQQCUnABFfmgm7IwNH1o7z+iU2moZGXpwyIoeAdojqoFYh5psapkSWAQZZEb5hfPU3EGbk6zLqQtrbY2ZlWmaMu+avZLZ6ZOWNs494l87UvfL309Dq9vc5FVPNiX8xYMxsapp4sGf1MDfOp+AblXp4FzL8HdkcI9xsx/7M/3vEcv4Php1UJIHvFhsFemZG/Sd8pwaPutB0ID7mVEY36tvzLtPyQ7zzm8dOh9uVyLoOhsVI6+9V/MKbT4qeGmq3XhxCru8345awMf5JwUJ8mBvkLTrh3dbm+wdH2rgOMxVjRomaHawowO6VVk+Oxh6tRNzH4tpJ1WO3RpnyeE7PczorgTPr42edStKjRVxkVuTQeabttVfJwYb6vKP3CE7TI3K2hnAwDPqs8NNyVUv5pzW6n98lfaXJcoQFUE1NfPPi9aoWot8B5hB/uyiLXvVWz+fGfDuVG332V90gUWpk77K8dMslt4xV6OUT+0/8ZZFFXqkZvD7f0GFkscje1834ee//If3tKztzHyD6bms/i7HmXpOYjkPKDaWZVZsfcqb9EZZtjVtkUG7YBYmnjCe3PsXjZ2HfjL2YGpfel84EAg4MRcWbmU0ppvGQU2zV01km3IWS6PihOk5T7gi8ab73brNdLIr5faLg1hMEzyOzezLfEcN8qHYE4nd3D/PdYc+1x11BpyBI+6abZ9pL3JCMrY30Jd/WHVQdSBXW1CZkJkN7P+DTrfnGM/LgesY7+pQOHMtcc2264Pp3Zlr2WvDu0ViA3bp5klTbx5MtbPus7u/rZydOG/BK5J2+IpapRZPAjMy3r2czLWGlDpO6g7JgpfvkrveI1xbjiiiitCuO6TvnE95YIn8dW5guXVS/i8Rwv6zc5e8zzI2Wm4Fl7HGeoa/KJS18v9RiZIxy4K3BHtutf+i76Kpj4OppkX+9x/hxL31JNcK/LtTx5OD+W2j2/xHvO6vtQiW8U7940Di2QWtoNjDCqvcKbOlsCPk9Dr8u6/H9xmvMVc1x1C+Bnd5VV6bx+O34R5k8lhphX6vem9gV3yl/Wzo4ebXm2TKz2zVlAhsoTq4zkfwjHVVQhhSMoRmv2yNGGqQKGJGUjtMK6MyMyi0DJ8UufVrCQNf1mVFM09G9gVN5kfJAyXUQca8qX1T+5ZmNrOCy0hUv2xUpnYxooNIrRa39ueRl+s1mIyq+5MdkFt0aBuAl9rBgSCwPxgfHD5+UHGoadTl3pxQ5B2RbkzUm2gT5Nsr2KZ3x06NY3msSYTMXx7zif+QeqbTc37u4hL5rXxsMRH7U46LLuSjPOANNulBfoXitPbMAt10T7o3lzYPHy7nYJXcSQLHlZDTdHTo5MgRNueZ9mALdDXfqY5HH5oTjQMR4qDn9kx0+amoM+JkgwVa/IM+SofZ/PdVIaOnbilzz5nR/RV17lyRfTorjV0rNpUa75DJkdPOC7d0vOJyKbxUy4uXl9epC+aD5oO5M5UOgP842cF1AdABxXHl8bkjM0c4FSZ70HxId4jrEKhb5q6V6G+j0HQPjSHftusQlQ6vX9J5iO2fbPjv6T4Umjkdmur4eifCtNd+1HVouY6EzWWBHJhAXFfpUvjVOt9ip6LQHQ6UEBRRh293LiyP6w7aneGnXIcqT0mXGvp3SPY6hQnQoJekgG7n/7AKj4f8Xh7UH7yHIk+3znRi6Yava/NUfXhluvUeGj0WGXdsaHXZrEqJZLpWRs40jaDap4C/OTcQlXwSgR7BOydadiUOJnenRDpKK/YB8rgECaKWuiE0CP4xbV6MONckg0pYjmw9PGwKtweODT/krLZJjHxxkJytimDopv+HvfcBTuM694ZHZ88uu8uCAQECLBQhC1nIQjaKIMYWtlGNYxzjGMc4liMcoxjHOMIxjnGMY2wjG9s4xjGuaUO+0K/KG/JG+aJ8oRPllrwhb7hT9Sud6k7UqTrVnSpTdapMuVN1qjvVN1Wnyny7C5KRbMdub3v/fLc8Epznd/495zl/d/fseSCUYkLT7zoPKvEv9n/rJxHve6q9InwCVT5ThvVftnW52lxbXSAtsKCbb5Lt+wUkhtmAAMc6MBKSONS4pl34cQX/DJ+yCba5OXnk6qugoz0DBsDh2efXHgfT8mLC9gMFg3B9Zp/HaX7G1RV2FmAe2NzmS50XzU8mkSHEZvBDGNCVVjR9jzvPExcCh0aI3uyRwovEKZf1ohf8ax5OQXSHYFNDLUmKDHsWrmKL1/wiAM6IP6cv+jZYOSRcCAQXhTgNikH6T8cuJC7ELyQvYP0XWhJ//mEjwtXDbfk2wJzAwT4Q87CWE+Zk7Euhb6eooOLj2RID+hluwe/ubOmuU7x0asWcjDm1IioilKrVd/GwEnaNqvUuHi5iRlRR/SAqEtwiP5Py2wpgFw8mwM77amxpDCEU9IeMHzKvwybmz3q28HGU36cgg8VbfxUE8BBRIkJUkI0A9mJFi564lIJiKUY6KQ9VO0Bl6WvsHDXOWsrG2ijMIHVDkGR3pU5V7gBkQhySYlFpSopRjcoqZ1VjEybWy+yyjhFZQQamZIS8GLNPnpdvUajwvzyuX1gSFyV/1VASUAIcJC1hlhrhwikuXQ54izFIytxpuVcxcKytY09ZKWYqTci2UsY5JCqeovPGnFXeKlZEOaAaMAyjvkJCOsHNe7cowswLwuyjzg+/PQA+/Db7oZk//OEPTmQWJHiuKt7u7PaK5Z0P68kBR/CpwdXJtV51tNa20bfLB+ceD5ODy6xUiryhJhPYCJhChDIJT4Ry55AQ79MhguDoObOVFZIY14km4DQwok7KQmxo2iJEtXxn5e94VTzZfpVUW6mpnBKqkC+SaCDQD+Oo/UyYjJBD3sThtA/1G1EjKsTeJWAYTXKUmJxjwjrBvEsLlJAhH2CDpICVSnPYxBzojY5+EiU8oChYpjKF3Uu08/GH9WZWsj6uz1NxrCSdTjK0caqdldAFgzuS203G/EYe+bkTSa9yPfLWOyaEIRRGugZd2ZX+5remsSm9vcPVqtML7RWGToQh3wbm9XPTMhU5Xsm+atI+REyJzoxWFu8JC8lBIAW7gzxCPAOlQCgXzTsC1CBg/KaAZNkMnIFioEHHK9nzVtL0+OBE3Wiuxb3tG3Bop/HA3D7GFXcA9UY3SD4yvjqktD3JuMc3BOxTu4Qc3+Poymn4qfu88YDPzrz7AMU4wNsEBKKB8yzGsMLe9FVZ/AI/daGRShuMhIOYoatttnwYmpbNd0aIhQgwWLIXTZEAZ3ewY1AmLd6ehHQ05jhaPzfEZQzqYhSOg1kuc8qsifLRlGEbOXOQIbsNHSMFUlmzAPKBE4I+0aAoLQL2Soi5K/2VCikQ4xTgA5wim6rX4qC/tB+bXrRCYJUGpGRUOiDFcQwKZAIBFqmqkAFU1klT8XYf3fhnZeyhLbTcdEYRuVYhxtjXl7X4v2duYSGruDjZitWurQe1rC4+MSM17D3XLuagX+0izVzE9YDRsZkL4PeoBgWtZsb+McVuA1+ka1zx2RdSEXOTlhI8kMIpWjQXMoUs0vmceDe5pWsbtoEt0W9V6KZUqfRvo1VLivdrgZJpQO5KsxTAMaDY2kLr7dBefrWCgnfVHWVIghnQXMfc7xTIHlCBjJh9qAUraTCmMJA9b7/d1vY2+2n7OfM3/2lrazMjo6Ct9GGgUfCP9MfaMGyuAB9++Xn4scLTt3xdzsdu7ru4843o7sCeK9vOHOzx7fU8IRjC3ow1Xz9Zo1095JhEK4zZpy+ZD9uUjInSn2xp/WUnzGFdfbgFz6DTlXOAvtg4qaT+sE+NJTgDhAX1CPQ8D9aq5PCZc8fFk9wwAFlgpAgiz/Fxx4GZY0MKzGFnIgsnBYxkAFGjKWkvxF8TBRB4TWEC35kDJ67troCQn0Mt3C0D8BMeluJlCcg3I1gAngVnoey4h9NGyGpl+OF3kpURUZ0dmEjwyy+2z4EKJAYTMPJw5OHA5cDlSWX7TO2bb47UDkj9j8SBnUhyDG/ZcIkQZvCx8zOY96rqiA36jgqJNLez29n9XRRu2zbuOzly/M03t6Fg8Eq+tRsF3S3XXr1x8fW6wzWH1+wga/ZcVChBt4DqEIj45FXsKCXgbz0a7JkFQrpcOVVE3iMk9HhPP3catEx9zSlpuTWyz7rOui5KX0JZ0AkOrUU1V82d6cIJ5y8bisqyInpCT1gQsRfx46zKTOgsluJaIUM2RucpvFSAAuIySmrGdttwG57HYRZ3vOR6Kb4vts/CT3KT3Fm8wpl95nv/OItDI3B3i2LdnStmHqrAxoAfHQ2MBtyIC7Hwwxw2xBjdYgOoha5Opnr6kaIC43CON8ebQWfQbjMniGkRDTJDN1lmsLdhNsyFOtFo1yASrxWpETVCXP/Dvn7AVKmeo8QnwjMgv1cudLYKXHDCebc6Pv7OnXXc5seYDedRcPdqtmOzkKnpSYQ5MyWIMdUdQR2cj4RPhYDrUMIYWC/cpdkZpxdOk05R9xqRNPA04ZztcsRmPQ74ZW4F+PWBLhOH16W5nHDGNEw4Z1tC+QsN/3SYsjzPW3EzRCbgEBhftYPKiRIAxc18V8+EklGo8ILwQqa5D8uu+e6OBMct0FzurJUcCIUsVzQ3cz1yOI7kqiP0NGwBo9W+1aknnPuGA9OYB5tBVehojxL2IwkkiiiRPHBWzRI8OryDroI0saWdv2HH6YbfJbapnCpnaNNIg3DP5+S/fE52nrd82EfPmRrKRemLNqOwcUonx3Ty0vpUDDWUGKsWY3FKoaEU+nlLZ3HIe8V7bPSa91mPmvmOVhPPNXY+R38J95PvMQ9vWFvtNOHVMI5cn8fmISHn++ZeXm971uAxC8GAwUVpi/mDMTp/oJnPX6qjZDJZlJJqKVnJ3peTSECNxodFmqeVFpGn08cfWZuiC0Fw776SbaG7LEnPjZve+Q2l4QOHWEZigmN+4AaCtGIR2ynY9I6DokPjbOB+jIY1MjqEqBSAXsa9Wxz5HIhbo1XoFMpnfe70JmKjZs2ITrhPuG9qt39vn5Gh3CO3/V0dgzv0No9ZzxmlCDMlrqNIMraMOL8GTxtS7JE59xA9S2SIYYKe1wWMZSd64pACnGwkMR83ygV8svh4G0Ccj9noKsRrBtn3zFy8Hg29ruqsDFViMqpW1CCgpysZZPYwiXZYpW4pP0TPCBg93IuhucpWBemkitcaOL0qljCPValNk7Jp2ZQsKj+fVvzVkkKFUrogJEaXgzpSQ8lYqQH+aZdh27zk7GNU5olbJ7hddGyh6HUK7L337l56UFZ8J9pcJ2oQF0Wt/X67tImVBVI58DY8cmleoOLDSFZq9sEjPS/fLim/rKQdBr4XeMH9ygrLykq3lQHw9sGDpakS/smBHDx4UMlAzOdtJThYctGfd/8UWBlF7bLZ5c4D5u7hrul9hYbX5I3WbvVBu0t70I2lHiaAtVqnG7hUH3eh0Cl3XhjYod5qPh3v0j5iaqwIxW0VW90r5jSdz/1iipvkzG0363MblIr0Tn1ovFcL5hBd93WruP/FXNfEPocnfXBk9bQ59IgTt7XNbpmwo/Wa5cptqi0Om82mPRJvj2jfiR6JbI3X2Y+H11mQfs6fMsvVwIP9dqbHhwTRgZZOoFndeUp7OtgYktg4wa9NvzR+bn98NdphOTZcY7GFDqeO73EeCzdLHmaKNbc84Ox0pZ/sF/sOOw+4DmT8l/Z1Boz7jftLRXU1WLQm8gtivbXb3D3+Yi5gd/mfzsBiuQsmozpcG3LM2NUX6PLX21w2l8Ptf8ZhMz2eOat7SR/ShDqPzD0/9eiwxfy09UAY9u9zdGl6DvCsMZH8oR/zgF14qx99a6sZ2eaE9mC2MdvI5J1tjKyY6c7VrB1dwRyTHnPPJ3DtWjGJktqCrryfUZzHNbBDvvUvUg9TTwNKVkn77WvsaxzHGT0N10h6hD3pPaO7HR67RxhcUouz/kQw81Lx5PBZRXINU6PqdvOetO1ulTfa0fmo3NaC1eyh/0OxnwHQFA3rP9bTlxVe+t8nYrcVjUE1EVHwcG/xDXwh7cOQX8TcgIgvH+KaREACRASyGZtA+6+krtBM4mrs8mYsdz7/v5ndgzaBjiTE7F44JZwgwgofViFmE2tWkzfhKFAY+ToxPZjrYG1eMe9KLPsG6yfHVaCIJBWGA+fPO8AXlpVWjh6Nfy2JJVFJ867EqfxqnWLsMQY8k+Eo25RtPFSIRqF3pcTEUAiNPjLKC1HhewrS0kds7hGJRT5ughfiKSuvfdoEamtCUlJU5h4nxe+zoX4Tp0BzAhQ9fMi0yPBHZp9i54bODZ/kGwPtZmnCpn94TDch1YpGTwefzsujp1QoerpjQuoRzHuPthlrTMvdhxmSe5lgsaM+frXg1bll9A//1RFcfQVMhr0fj32l5MMEChWzqAOrjWP0V14wz9La+mMQwwnN2Av5YKF3ojf7xPDpSFv+kuV/abgWboK6d4o6Uk8yvgY50ikfME9qso5DnVeFn8xergZAGjJEzV+OG9jj9pnrzm9l6OvO76Dy+fmHz29ixlkQIqPMgKtg5nVBtYsb5tKTeT07aqqLO1BISIbLX8EGkLnyofiwZheY4nVW1tSA0cqwGELWYMqYeIrde7KGwlOSrASrb3BKB6XMKV3VGI5hzA4S2leMi0NlmyzoeMxlCsXHarqBR/HXT1MnIG+XlBIcFLF73rUA3wHWiHayBdUvbLHJUcUiHnKCopaWqInWkyLOTXH5ED6QpkS0ogbYq66ykijqv1OHY7SU1R5ZUpwUZyW7mr/BlGS2qrCw9aRYhPfcsLakD3AvhQDDsHRCKsYeTCdiWiUmhQF27YW3PzTD8l2lTxHVoEqaxuuTAeOZySuR7YKhyt9NUq8lnYFuSWP4asPIhf4qr6RfZvHozZPYJBpCQzCDTD2V755G4hytvdUFc+Ddf/zG7/+U2zWLjCw3P2t3D4v0p6z1zkc0QEYamI1HxaMMjshek1HtEGdWlGelx0RH+D2yHvEBaY+iW3xc/KrgiGC/YI9GGIeKNaQFyrqOa71rm1tb1hi61hnqDRkgBL+9KsPA4Qrwwy+++6/73n1TDq73Xuqt6PBvnvpa1CKWCWqlsu3iNxVdYplYLKX/Zbdksv07xLJqgUAmE4ve+ZASiAV8vki69dd8SsRnub1S+ipN8CuSElFbSBH18cTu9PMhqcQtXzF11KUYMTo0P3z7xsWrP71+4+aVD66dOn4MPXbk2KEDt450HWxa0/hqW1Pjzpbm2r2NtVsbGhsaGvbt2Ll359nNda61RmNDx/HaTdXbFfH1alNdTUdDXfPOTeuq12660tpSXTsKdslEzeQYSD7qWOZHmDV/ADEfDYIw4kTCcAbgQhSzQCPUw2EkRNMQmALjII+YESV99fGtN/tBmOdH+vlj1Agty6/GwOmtW3ds72XzHyDrFU37msXVgmoZvaDaWy1SiGStn/EVgjpR9VYZraoagUxas1fR0kddb103s1u7p1F0tKXWBcYa6tub2uvP126o29pyrGador16Z5dB2jptDqLGsO5gwsXbXt1GjnGr1cAJ8ps0iBuIanKAVIwhwVaP4XWyGn5U01AzACjx9fpZUBsG4xsHjukIOUdPqdDhnlmOk77Y0WFqpABQ1AZcIAzldN1GkZ9VADXy7q0YuPhWAFw8++Wl41+6wWBVP+rDC3AIj8N+VAUEjXKQQESfJ+D3NaD/eVEjBj9CEVH9e3LAvxkEp4NNpqfz6Cj66q03Zzl5LA7MqIlj4mRg7PlxOA0m6EvlCHIYV9Bd5c3rpBSc/iMugmd+jIsODQF872fbf7gBl7LNdecPMQHouoUJdr9HbvnVhgrwXUh1fAtre91dbW8KoHPQdVj1LDzSjb0Gz+R8Y24BH8tuFJBNXRSJpWX8dW+nudKjN3bvvLK7l7/p4haxFuxnmpvYYHEo96whRVMCM+ivdVmdT7pO+HvUhOMZ/0kMRfyIDVi6Wwjx9wigJ/3wW1+oAQp+YEK3ievF+y6+deKN2lcb3v0prBWJdvP5gitr9mgRcXdfd8zfaVM3el5SYT9Un0meeyv6fD/3W3mSaHMvIx4TPmbe5wLfv3X945unZgi1zNYaFAQO2rp+JQE6UUZBtE4fiD3TvytpM+ksVYI2Zv8evUKfQflrGLNZcBSx0tf8ASCot4FNcTB89I0JRAIEtW81H4uARjOgl1Cgn14e/HBQOCXZvmtHRXvmhQN21AJ+svnnvSpkc+Jg483mf5SArXsaa+saGhrrGxsObja0b9rSsKe+tq6urr6xrnZ7Q01NXXV9Y3Xz8TbYXNO8wXC4obV+TY3hlKy2vqZhTVdtg7S6SVZ7UFRfL25s2F5TL66rV9Qfrm6oravpUTRVN9Ddf09dnaJesVdRU11Dd3ypVCxSCGQ7agTSOlHNjj2CD7Z8/DHfBqrfbLCDI29+Ov708Ib46hTWSf3zP+mPvPGZn7f9dD+wAKtOc7YtRvierr6WUXs5MZS33osMgigUNg4+JGmcVEf2ftwTFl0dOaZx/CCoaXv/J9e3bNjecWrrhrYNa9euHe05/t2ePuTs2b2NNY11jY31DXRpm2tbX9/bUL1mXf3a8FqPaf/Jm3sI8FNvh3BzhgvIG4ACr3362z/cqm24tvVix5nWBIqDzD73yj4wRUnpC0hQy5x6Uk+3y6n16v3paqeQHoZ6jg7V2LW75K2J7ToZ5lIEOOSU4tivTjqeC+3w141iBJxGRpHg3sYxpHF3tFa0W3Sq+fPt3621P6U7Z68NYD4wSbkBHmxJ4hqNsDG8rtMQD/ejM0d0MFrvOUiA+BH7mahf41E923lpfBPdKyaX4dDMzXfPnieFoUiI7AtNXuZPX/4vUdt5p/VRp1Vfq8ZdjSO2YVsykAwwv/dtA5bmu8+L2ovhnnBPS8t0aDpk9dx/fvQ2a8/NIuoLjmdvz5HW+tRT/4VnScsV3YriPOmJJB7/m8+Uvg7eVd7VzOmls+XsCt9DXz1fDu8c3fuXzJizX0tYHmDSdO2N6O4+berXq4P/MRPn9BHjE3/J1Ontjnf97SbP+C6dQWcIHfi3TaDSKQc9g7p3B77GzKH2g7n6ibr5gTqyCVVWKJ0nnCdMX4vCjCVliBnGjls6B+QjL40FVSsEdozvo8R2Q+ah7EOJjV4T4zm4fMHDYfD3eHs0Ho3H9szCnDx3xnbuz5+V0wf/U80WEsU9Fgm6VuMh97KkP9YUb0r5gy+Y5OWLBeuj8UAwMBcJHEyqCyF6yTAcTryQeGFi78TesYaxhuHLsWcqVufJiZNJm0UT3vdvWkDM6s31lvrQc/KdnuXMt7puehO9oBjYoD/qhvHjzGzXgr5wcwh0cuXg27ltihgqC/NcuzKXJ0Di6oPMg7Y1YzvvNROiL051GZsLe344xhtCo4/2bU3iFru88V5To+6UfzUfxTPrLbu1u+XbpC18vHgsVtuYdRE7anEY5jQqWefeOPKdUJ2ne3LdROsorn4xretEdgeBrQPvxXrJCfaCzAhhgruYN4L+TwbMfxgpu9s+ytxtV5eu9ocJcY2AD0Sb6EnEyh3iUrCaX70Jh3NUqLLJUM+8ilJ7ls8HZqmqSoGvlbUcxKFTfm+/9LK2GiY1LZ2WgE5KC35Q4Fq5n9wll60wgh1oLyaipJOoo1OYREaBu8oqHQJ3zaAHauXM4davvfbRR68x7+T2A9rNfD766CPt6vhxK3DyHC7/yrzP+Nxo97j7VYtg0jzJCSJEq7GnH7H0GJ91bEnpg6dHRGvMjww0aVYNPqkz961TXnatj1q8J7aFTgZ6BsjxS/Jj04cyu7Tb55OcrO1363vyvlBIedEJB4/RQcMnF+UwvHb0CJNHP5I8zOTi2DL3EpPPiEhfaV6e2dW/zbHnmqeyS0cxGxgtXjvXuQxFeJt9B8K7xlZaVEy+utOBx+cFmruStNFUx5DwIWGvEQv9A/PgJH2vqvRwXdwUN8EdoWpmKcwtdUnHpcPSOVlNp7yc88pHqI8XQo5Rc7J+4JJOFD1p9WbAewfV9NzQJ9Mc1nTpLk2e23EFPetv0juUQeK0f4tY39LgU/YdZch2biHMeGXocLb2VuaA8LxIJBof6icIcpy45+26NNGKk40XZYxZcPYwNhFppKyVh/iC7b9rlJqr/FWsEXJ+LWWU3RXu5x99vVokIjcAknmfyg2Y9HrL0xNyfqIDhrpa6hgTj09H80Mmod82LUqIkBkIThz+6Ed0K8qjduQN+ncY/Gi4JdWKdqjaBtc6n5lcMekbOKR9afpW6uaQwbQ2rde32VYV1MbnUkcLjr698mb1szNf96/MNgysG9CPG743yIk/nGrNWiYjQ1clX3OZp7z2Q9OWvm2qNqtOi5ggk6T84u0k0paBQ30BebNLE7mxJKH+LbdztewOtf2wWsCHIGbI80IUQ9biO8riUV5YIbMUnyHlFvwMMdGgYHBN7Ilgm7+NuYPqvMferwjpQXAzR4+SNpT+IgTzbEJh8G2SrO1XW58pnPB3jexwIcaGSNuXQYO3PdgSoQKlx1azBA4EWHuXAONLt9bvknUINPyxSgGm4IND79bj0pZehywqj8hdCnFacQ8PueD8xaM/F0MB3n4cK6bjQuRQgHJ+Oy21VWmROlwhOPQzfD5SHxrEmNet6BGBPc6+H7AH23uRP77vgWgj6prgzR2bg3PHQy/Gt5hRDTqCDNv13twLoWoJLlRVnDBfzr1AHGQ4W9u4JHM2fov5HjxXjNk+bBoxaQM6vDM0bLIa6WRO6L067z/ad+bXCqvnU3Tt1V8c2BtZ5V6lblLClGgCm+jNvYB2WY6b0XA0s3+vSLV5z+E1fxxFmO9ZTNasCs9eHPzztzBmtCDE3EqMUCBKgWB5Jc7XKJjj0Rwo1UmBF2FOGqeCCoNJ5FIOhXjPpMWMEE1BVpYm4mLm09lSoLs1CubF8iSxpRVowfyNSzhMjVJbxLs1fHnl9f1wDik/ZZG9g7g1Jo8qBhVf6Y3yzWAh0SwFhuhE7ciWtjsyGkfScIKUQDalwsIplGBKViHnYffIIYnFOXSrkICPPvIgfxzkT8s1ddZa6znruRl6ERvdEa4dOzTp9QmnL04ejp6cPOhq2jVtFYJBeFTPoScbS+Jcf4jnusI78NtRBx9OoBToFI6L5g6MPfFHdw2l518NwA5V8JMJu83c2Th2SNZ2QLjShtAL63XJdVlU4N9hDE30pivTlTmP97k7sx2IjT8pJ/wtoZoRpMmET8KY415y8M6oPWeyzy8Vxub17bN1MYXi9SaulIs1GnI87Gm89saRmf2EqrP6Dhlt5wYOCBGiJ3FtnevKkI2WNtBlUutx70NFmSuQXOerhwocz7ZOxPhy6+x15scVGYrMYPmIDDZgA2H7x1Fimgij93h8rSQb34kADV8l3uYCMIqkFfMu4bIfM16zOJwF29wMQleSGxg3VFdsMG/Q1/edjahMhHe75lrwlXirp8FEjD3Rd1YZGN/jPmX9xIgVQrneZC+zCxgISEXGMEe5qNS9d/61bQYYvq32OxCnsBCPEO8/hWclc5Kzm4SAgTLMXsA7MC25IwhiAJz6PRt9azF6DBkns+KcXALxX4SQ+UgdxUgj6Hil4ZNJeUz2DvMZ3jC8YVLuUc+ahg5ENk+bg1WmPZO98mvbJyrznsBRzR6123d5siOyeTLCQg5DsCr+xMmTJzuxsHqsUbMnsju/qcI6eGbwDGN5eLLXej7aENX5LgvfCrehIGRIlzYQ3834YAu9JgAFyiQHwCpnvp0UBpn/krlBHh5dOfi88QWdS3hkCp9bObtmQjNZW/z1KQef5z2LgRjcDCH2T3wAVJwSBxnOR36O15B99LCfWc3mzmZI8CCYpsxyCOxy5ttNMScBdbLfqvmdI9MrvYd41TF70plEwhIV6Pd5D/V557nBI7Qev90KgQgYEQpK32f3pDGTOg7CnLv4Fc+GxYCZkIHchZIdSiLMl4RB8i8xQ0kFKPpjZY0P3sW6Y67EMOVFiRSSRgcwhlBB0S2RG95xI7GVbl6eODJM+oTfmau8d4n64Tj4ijL1Qw0Gwm2M7T7vPSqZsZToKllKpNVrW+6CO/WdoQ1ZpALwJ1D2J0n+HDSAPkP2PukstlTpr2StHVqKRg8HyBgth4vy3TP+gxi09Lw4bzrRu2BEceqk5cOvasZ3Wr8MC320NIOlkt8/DmMY08wP0HEYDXgeKA5jMzOFlow7WuatPMbJYJvHbG28txaWmtfs49o2ZmjE/UAxGLubHiUYQvMo/RUi420PHpcxzaldPm9/0rxgibL/zyo3Y8dTp2KMV7YzX/k/KzJj69MjL9m8dM0bv0zTaXx1Me5rFjRuDSN/DDJGNNUvmj+8X39YbDl0RsaY3Uyxxjdn6bY2Ti98h3h332fdIiHr+B4yRy85xiiDkccTdygGxFP0ggKVr03IF7GWZa1ZkKHmiLIYMU7XLJyUTVWWhfPIDX/6mP74EfoqQpt7JFYTrD5wYPjMT6LnYzVTMh5ftymtTWnVq40OzzL7dtarMxB6rB+FSSRCBhqTx/XLhXCM8iCBAyAAoRSSgaup8IIzeLE/krqQuMA8dMawtCFCFz+1jLGqsGBvoW/B0MLayCaL0v511YczdOeRCBaFmliwrIKniFkCkGtrQCNOSmth8fgMKKSY7dJOCn6DMaYi0FXSs630MGgCewWi6g0kwOhrKTvzOJkUATJdZZThJsaEyoMFTBczXNNBygRCJpN97S0A8AMA/0j05oIsdXfIMg68ZDHxI0elLTXpKkAn9w5gLKKUMqkGCSgYAvVucB8hbIxFlGFAT9w9Pcz03aMF7DTew37e8eqCB1C3vWPMEm8njEoyhlnMejDVPmj7ZPIJu035aOSA+0Xe6YNnjx+KeYTb5Pz4ur6ts7yEzdO7oXTMuPKsXdsUac44p051H+t2vKQ6l/Latg/Y0C4JPHPxvSF/4WXzqUmhplG91bkm6NL6tS8dfhU9msUzOK9HCWd8U/uJbSZHbO802WeZ0wsfzz/R2dW/z/rc0b5nK+qcuLpjIqY8fR8xmYDOpsgB+6mJmPx0+AnXkaLQ/YG7iJMMCLdpH72bKCHSu5sRxuyYWW/eOC+Q5PG+rRXbiPbyUquPFYs0upEufabO/Hip/NGjnV0zkVjbv/oMFTwXpbx7c0wQBzv4r30Q4kkqf3C0Li3BRPOOJNmx67UUYLxTQEgdvZGWzIlYrzkRXZOjbO317/OZvvgiDVJ2zcrAITum4n7hM/lMDJCyj5xioJnGaNuX1VkDjxZCc1ch9ESMSBB7i0fHVFNzpJqCfBHojaK8Sknl+3wA+XjxGJs2aVoCJqoAnK6arYKKOhiVTYoeIJCN2IuTtLaqJ0gNa0yArwR75mg3TIG92OJsUeR6GH9fIC6lBgxByWQVe8Ji9TByKy0pVI1XzYm+MsMkKgSzYsM4ePu4HpS2KJZcmlXTu/vsOlyHo4SbTJP9HG+wcCqqHCStim8ZsdEz1stKkRyLk6Gqwi3fXrRrKHLWd14VHjk9S6oqTc5Yg3eFn0Bf0p3r1EZXVYjp3i/s5MQBvWymBvQVbSgihFHo0ErWjWzNVA1YNch7CYNlrR4RHku9oMUKT3vacyui6wcbJpDwC5Hz0Zqxpysuqi8lH0uvN28d3DPRNWntI/PbiK9FCD1WFNVJJB8j1qFEFI+sSsgYkRkqis17qFPsrCqAAj0jDaJGLELYXmBKYEI6iTGyjimEOpiu1zUYe429UQ5blJ/EifjzlhNWT+Kg3x7cncPjhHoNUyqJaOpwebkCYhWPKdk4WTS45uExJVRhfpilvMJiOWdXq1XmVUmpBRbFn65iSt1H9pGj5AyHoXpaAcJWzabOLXqkk5/h84jUobBHRVbwRrBpxE0GyQx/hJeurJ99avyYv02ver1NB6OgwjinT3cJ90+7GD3FvSFuABfuith4hJmouKh/IYpq4W9+EyGa1Crd1opPsxGIM+tOuqEnzH/SPOKkhmRsO1cjfopu6WiuNAm6yE4yQ31m5PeJE/Qs9i95RclRUHQWvXT8RBFJ0hdtCGEiTKYNSnXIMwjk7RrE+jDjsj3p1v+ztSr1hCUUV8T/nz7zH3X3zLKTAj/KkNiv/gX7lZZfdMYUBj+i2xCRDPtNz1ds83S61hmdkOBHKR3/npLbSS9IUIA9i2dKlud7QYyakg3JDHFE3TzSyRDhjWwL7uvq6rJcvYJNX8QmLpLZBbtkd3b8MhNF/WiwZQofbmJMFKnokYK3LEHyJGyEV4PklEgLCMlXGum8r4HOK/c3zvnXsZP53v2Ncv7VMlpqjBN7IEucD2CFcxBIbwXxpeY3yb/A9uZfy+5mBdqkAkAoMUwVh9STZvA2fTF/cuF9KRZ5m8VYVLNyBB/Gc3QR/cFQkD1o33zCfALIEcz7IjaHmi45OR9CfzDMGNqsQBwnJKezaBYdKlExcpGG8RF8lKZhPE//M2Y2wRALjOBMsGHcdsl2Kc96DrP4BE1MIsMsksdzaI51V5yuOM24mYzG8DHWl0nDeN54fhQfLWUyjA/RNHp89Djjtpy3nGd+mTTn8zBfMl0apeO7OC4OE3+cppESFeWazzlfchXTzNI0j+VLxBSQ8WPcQyVi3CMlWZg058s3TwzGhJtPZz7fHJ3+PF6eR75MFiYsI8d8GIafDzWvk+Elec3T7dRKZaJ1nCvRfMUxbslpCatnIf3L6IgJm0VBBcI7Eno93PY7USA8978s9NCTuv/AlJXKT0huMAPTA0UYQFNV8RdDyNw3tVl1ts9sWpkS3P3WmYlYpyVOnToVJ5nf8Up6TA41uevSSnP3UTu4knsV6ikVNcuLkzNiNvZ1Dz0SSsC0uOyecZKWiO4qxfMY2S4jYoeT4gFvgD2Lj7W4hBUP2mP7GhAVLS5BijmLMcu93ekklJLOU0cx7xIVT71jD288xazF5DTp6IENxz2VPpqCdDHobs7eTyGr2W5aPJ0NpyXAKfZGi3nBNhJGYoOSjAQblkxIIMWmqpf6pVhImmQeP+ICxlBPlaRqXhLm+gFiZcMBBgarRmmi11gYRjHHxNEF4TNjGQ6xDLsQ/M8toaNYWWTxwEQRCQSlgx7piKVKIpmrL2Bkq4SkiakOWlayWBVauu7WZJla3CBj3q4VMKekM6sOP1hoBhIuEH1SfHVHVLSvdJ+mUM886ZhvDLC29oHagwS5GsWLuqbbkq+SPfWwqGVaVTUl9TLDd5l6RWRegkoZAXTSohaZrddMjYhZxYkgJiopbQoB/K06ujLwE/WQqFLJThS1zae1mYSlSiY9lVMSWD8MihUNqMUVDSnq3jWNL63pDTUYhoWLNU0LRtc1ubmjvLofvLbpyh5CecwVgB5FwTx94EVKX0vpgw/ugG8H/oD9FNGtW91N2VPBSxOPWoERlYB/MSIW8tWPLya7xp/uPzS9JWKjr7QFnVu/FHbkHjG2/T7q6+sRrv6BCwSw7f71kZ4hnvWy/DH9jvj+Vv0uCzLlnjwmUfOqEj47sIQnXy6Q4R6/ePxs4YwNHQLjj/Yr/S9M7Inv7rOqoB10clsrNLNoBc+33tfuJ7I7lBujZGqd+4W54JmJmxGBR2hpkq+MRueQCX/2AI/QVRVIOTq+Ko4SOwbXTivzj0pwP91KM9z01yvAyHNjwKWwcDQeJRbj9m35YppegFpPx47+NkAQ7ZJKOQzgsWYCGOtyfNv6LO6BasVHKVth5/c+OR9eMUJfWKc7XQ9PoS6QBTbBSOMQqn44KbEo6h2ctEB9wv1wvF7yiAnEoPuxwY0SRNWqfjIvNWHRlT/rfu3m1R2vm5EcT1d79qMb+3nnAqd1u9zqvo2fTOMHzcbE+YFvRm8mJWFYIPq6P0hwfxIj3XgE54Exuf85DZIG0yB2InTC53fWKHePoBXo5KOWGnSviuBdnNw9xBsG748gp8++ae8Zi5y8LrTnQKTxVgIMcRKIr5EghEC5RdKBgliXa1MchrlBZDaIftPVM9OocRIg3xZ9RiJyyyqUmq22LbH9xudVZqvRtIKn8m0znZ8ORaPC5rnd0wdeO3nizGbvc+Nb57bLXwp7JvEIzLUPLjOCqGCCEwKDwGkd2NXXJKeHjAzwNszIbEiSq9YQPL3oXedZzaN+4Y8C4uPHvr3md7yNAbJvk2O3qjMojAtyQZOWwAMNTmgCFiBRJh1a8aTYfT0Fha9U6LXKgd2RtSj5TgXaT/k2GpGBjf5Ns5uP/3xsi7LtNU3DV7fNoVeGXlnaPkdXCwkfvXbRPjnfTvs2JJ/4Y70K1DeuPR9ZNXtgwB193NFFbMlvHu6Yfni+DSs3uBv/+cbv345uWNSW1aKZg1kBSs19c2z1jCKKlLfsQZkZ3rttJ7cZtxFPEa1LG/hk+xSm2TJSGT3ACxtPHJkLzl1gasYMx87KL8T2R7zOuO68am9/VxL0WDHV3sLzFh9D+WeHja6O8spLPE8HSS+73VGyN7LXil0l74nvKpAhZ6J7cXdh6M4u8+M5kORO7mf6zVQ4Gh245tnwhVIrfHah/6hekm+UVE7vJBwBvK9baCj2ovQh16rF/Si339LL9KTUkzww35fkpinbIPZq9xt7bvzTZ3Iw+nRSO9e6qMVlrMW+Zt5SbHljT7J9zu6+XVeur7kfnpbEa5VP3e6Drs1Ws3y1TeSQFHtislf41EJfHDs43JHb7Nf1taUrg2d4L6NbRtZaTiQulXOjXIm9tWKVjR+iPMcl6hn0w9CeIuM5brfRbHxHfINGFNvt10laip2hy1kzt4a3ZuSh0MrsI7w1Wr3wmjXocqkQ/3Mj7bf7iasz17K4p4w+MXsmV3u38SFjC4iLI0T+tMbdf0j3nCtovUyPE15F4KDtaZfXGRpr+0my9XaHGg8kt9+9S/G+HhDnJG7c93ChafHoMicMXQr1Mh1Os4cndNbY6xipfV2uo5pLsy8zI4526/DX+26UOqN7S8Y42+4HTIfUmvWNBc1U6D7DkdLZ6Sg8Zds7it8xIqjcsZf8N7yXhWDi0tCmQEf0IgrC2wNkv9aGemWLR61M0y+ZYSuw3/x1ezynk4jsmwor/VJ1aCwcORDCXG5NOLCKEJi9hbaRDte6uDFxUxkjNkZ1sS7nnsJyIRLBEtrwqslHFkaR3Ko5kGiIt/VdeM9xQQpITJw1oGuhXz2B33MVHaPXBKcad55qNJMld7Qy3a40WUGmdlobrtGtPBpDk69b6QV6//2X70FZ4tQ7/d+c/Xj6YxPPRU3c68E38/r4CAGBmL6sxmoFYpxdXUo7ClwnpTgsC/E6Kx2V0UoKa2rBSMogbeHXsssQev1X3eutMspaT0fkogcJVEE2N+DMtiqwj0mcAK0XM4SSK/rwjsw3M/6ywy4kSm7fzK9lXlSj/95gEhpAtv/OUTkrqU+Du+Z2sZhbH/OQfa54a37hYzKbzFFLevnAC/ILfjLzTP45u/qnmZWjLZHq5M4AmBBbTo9SaSyD/2rm/KDQWjWOaRve+Nn7XZeGG4eqtOeDlcpG+zPOFm2792u55v7Lpu3juwpdmkddVP7sGN7fXBN/bPjyVNQEjJi2h8llsn0QH35ce956jsktXq9sNB0uy7HQ3X+5MyJ8VvjswHMDz828xOQeQDVUBndyY8TMec1531H04fFd1utBr+RYrrNMHD/HuyzMj+IT5zPW+GODqWjbl1jM8IAtwyEPviC5uWBFW/t/R0AElCxvSzguwZRoTFQyhY0iLkFBxBATZm5V0WB2XGBBlOTd21OaUJEq1s/Qxxmo5tXtOfDTvYd36R/zPOJ8BF3rjLjOWdfecw/GDoCPA2bzxRVASSSi0q+LBPg+2mufjguoV2noVTr1zZ9//rlvzTBl42fMic3hTU675SZ6PXkidWiYYmgpPvkqupbvU8/co/+liSiMoWvWrMkWHYFS1ws9n63rPJTVspFn7xnZDTPomTNnNEXHpKgYOeGrqBt8lokcUOvwe1wAO8g4S/RC2wzyq6bXhQ8P8AKUn7XAUmbUu2Sf/K52YGbcFZChETzQNrAQ4CsjFw3FjD85gCceNEqZDZm+J+irSOuF2KfpB4tasjBjPEJfcgjDnWy04P2jzdufyR8hAEO8C45PB9bbr67L/cO9djKKHcxpIGkqRMlVo+un1vFwB8wZgrngOWPbg8UxA4dCXe1t1z+cJOSVCoXCs350/QQSrbXHgqBWIe4CAqy5urmR2rx9c+fHf/b+EV8rBAYVgYETZ+h/oThAQBsxIcLYXsucGgVrAoSFoHvkmOgr3dDOMFipi+vYuyhJYpx9TV8D9Q8V6u7q4VohXHlXjzl1WlOai4qjRUFkkMBkS+TEyFuOQcdgok155Z21LZJPvO1D7SJeZWeD31jSziSiXDF1A6dwePtwwfJ7oCUrznjJnjZZvKC/HQq7HZ514OzBZbd5uHBi4UIoCMvymLdgfjvHUnCYgel/+DOriFhLrKXbS475HVjvbY0SOfJLhz7eNo5Aqhqr2X5ozxw5yIVr8JpfMkYaMNKMSYQ27ofMs/UclaOyVIbC84xphTFqhGKLC6L0GoCaA0rwXYgfB4A5KaQrjOo5XWfAfMFwAV9L6Sg+FM/C+PvZD87QSyeQPzf2AajQxx4WQrEATAIj0GOTqBxIADDQcbIfEh9GUAKeVwGpH/hQxtiXEdoRcgrDwCQqGkKtWBTbdTLAUXFm0Bz6O7RSL8khv76SwAAFqsFaihAHJB+9npZUVJEHwEiVQ2ZGaGEEFO0vA3VKCbBILdIJul1i06xN7OKmSnxGNisDqHxOVixeEspI0Th0IAmAi38IAHNCGSwgkwh4672fvf7b4k2aJffGmQPR2Bs8MvFUlVwG8Jo4cw/IjF298THgfwY+UFix+mp8HPYj0i47YkNAN906p4GeTuidDPLhJNIShPwCnII/dqLiV2X43kZwErwJ4RRQwj5ECOCZHPjvVd5xSZBgm2uGboI+YKWb6SA3y1337u8ydEscpsZospG7IPDR7W+OtFEnJsEeEsJ9n1kACm51ZMlJUVFj07Jp5glZRVVFlbyKV+WSAPpvrqgEVB4S36BSkpS8gAxKlLK3xuFrMpz/7aIkKYRum6f7JAujWZCwEmBSNC66wx0l6gCT4d+5v3MPwr0aJGlOC9hHqoxnll4msP4zsmHZV2C1LAAEf2a0v2N/x/6rYlYSJVlM/JcDS7rNf042w/VzWQStGpf+9ZPPMWdaM4iyakb6d+zv2H8hTE9NFzGM+m+HjJOJ4mDmk1jnlwsTZLKI+SX2r8KyFPPmXHFAHZfhC+ggVV1CJ2TkAsqPz4elCrdH5HRZWPw+6AClWMgNuw8qTs3nJp6R3SXs2F1TuI1aSVxeLHBS7Bf/DcEKbraIgYwkMa/ZGTJdAvskoa8EZ8lMCRT9J0Uy3H/W8EozTx8Iyb+q3LfB7N8W1FNaqmZp3/j3hwTCYivFyNuQpASpZITsK9EKrhnMUfM6zCIO+V3aWeBuje+rwRkSH1poaNKB2y0Nzre/pCRwZ/sbkETuBNOS6F8NxOalGpb0367crgB3XgVvF6T3g/eVFkF0W3hjoiz0bfjNybskkpW8PSUtq0gJOUYU60MurhCXeTgpVamijDKl7Ku0PEtuNnPnS9kbk96GLQvwxXiZLF25hf7y9puJFXpjaV9Y8e7kBHt30gbHVqZX3dVjSDOtFYvFzGsrVmW+eM+zGWPe0Kulv6EhgXwQUYaeK3gd166tzb5T9GciGKaB9UjoIcu1MqiA9PlVVfobiyDzi1PivlfKoCnEGOCJszcWQbz6cY8rVgbNItYz6WXBVxZB6eCwCL1VBglh/uwUZSuFquCOkVkJQ5OSojshMcjhSP3o4ezR9GOmo2UxR2H4fD8nWi7+JIyF3Bx3tAzioX29g1Th6+WywvEL04T55iJIE+Yh6WvlUuRoKQolKZISOiEjryKQQcY9+h2O3e5XpgcW5aK/PA5S18sLhmquFND0zUWQPDKLpstlkaD6q9+3lgusQSte1oNgOZRCEy+fHCzXbQ71XasOlSNzqD56KV+edAUWvt6Heq8vggKvWOGiikMx1w0zPlCenRKTxzREohxSY4UYwYmWR7RiAzczRL48+QHM+HUVYbuxCJLfmuU6ykN5ROpIEE/eXATNRsKEazE0utx7UL8YGn/Zxg2VQwRn6pujy/rLk48uJy46+bkbiyBzOLVssAh56IURQzyJwYk55eNXBjH9mR2mh1lPN73GAWOUnppgbvSJ2e/IImxWZoiYtWvjqL5BjvE8mYds9ZFVtqd1Z0rx05RQPiFjKFRy44aEOWcqXJw46AuOf5sN1kTwximTnCGPvOhWyg0DOA+bsLm1Nm5ne460YKi9aNx+RLY2ZtbvKlxaYCPmZCWhKmNnhIN1ZaxN0FlfFjdx1PY/FtiwOf2C4+0FNm6ewvrWl/kKuYMby+JaRDNbFtioeUKVF5Wx07I+WxnrqbWIy9jMQzPisqTmVAN7FljNZk99+qkFVr0514DuL/Oda7QcKGN5DxllC6x282BN/Dar29xZM3ub1W9O6qYPlwW265M9ZeyMwXK0LOX4unFfmS/a7nihLGWfKXeijO3bMO0vy2h0o+bFMl+NOXCqTLG8LUOnF9ik2b9VFyxjU1bX2QU2YU5tc54rYxOPOc6XBY5ut4bKUh60eXrLAkd3pIvj5zShJhkSGfrQcUX4SPTqEthIzFQNeYPXl8BewifTPXcyGl2CZ0WZZWnPwMvFRkv3JYFhBjhVrq2mnjJoEp883F/Tv6sMIuB43bDHdKMM4kHVipnDA6+UQRIoDKTF7lgZNIoO1AUOhxZFxNCzA3zrzTJIjlnOpbnJ8lAxLFc39tTgxTIogQlDNjxYnmMS0/Q60eleFnJx/SxNSA0/QruFm43/c1HI4IUhznioDBrHvBfDy2wvlUFzmCUchZ3lggyKwqfD0BpbJEj6SkwMBRAA8+niIMQNsTQjpWc3XtPYi5HUUnwSFprMvsS3l+IZTlJjfUHz5h3hOVNNcy7HraX4LMfYrHlq4vpSnId7xRXn0dfvxG2SyeP5V+6QE9dJC4HcN5fiLjwnnb6QfGMpHsGNVWPn1P/nnXiFLMSPt9yJz+2e6Ji+S3jtXs+W/reW4lFc+BRq0bx9Jx5UOHon79BPFO9cnuzl3SUdV7dtRT66FEcJ3UGb2bdqKa4j7Ic0bfr/sRQ3E6bq8AuRV5fiJtGAy1MzFluKW0SJZ/IrdcmluFdkcc+tLrXFMjwhmj7Eq1bF78Tjh707bM1L8azIe4RYlb0jHdXy/mfcTZk79KZarnQP18S/dSceOWSUe1+7E888q64KJ5bi6uX04KuYu6Nc6uXmI51S6/+xFNcvNz83ubzQtxR3Lrf2JInhG0vx2HK9d/wpX7G849wKiiHSEEMLihnHrH8JPI2al08+3Xd+CUxgo8uTT6OhJbAas1brnZpzS2ATUehSV46dWgIPYzylCw6tXAJPYk6l7om5k0tglKM+5JLKLyyBNcvtuwvU1Et3wKk9Wm7ozB3wIDm8x7gU1i4f2DeHOpcmol3u4QaeTASXwF6O/6Hsk5qzLBymr8kYskoMk6hdNtB+KfAU6xEhsyzZJYYBTkY8JdqfXL3U45auOnu6rzgkeCmYo9hHxgyFFzjMoEZsNic5rfQjkfoMuHGrO4fZDo40WTYmr22PvstGbpDJ6HXSbwKr+2qD9iIyQiWpORlDWnnRXZAZVIh935DqC6Eoyx2AQZghpnoIbsOe2Q53e1xm4ToAzK48TmbhBHIUumCke3JnWfISMLPKZp84WwYpQUIb2p4rKq6ehjCDCSTtiSdm3yqDBgG63798eDMLRVlLmAC42F96OZgGnpWaE1FOxZMElUJq80JpAKRx9+7B57PfWEgEGipAVhs9OZoqg3TAtkO+T3AVbpj4v1gYJT0s+cWGNGJbPthhci3FlWhKMWZUdS7FR2g8aAjuWYpPoZblyXWdTy3FHZiyeqJ5fEcJ3zVE3LhxI8JlfulLro/eSShiNwKxgnnKyYZIkmMshegLIU7fKqVYjQTA9GNL/ZSYsmVCIMIB8EJRYx4EgLyYQ4ocIdMShsZZV1RiyOJaeeLRQpP8RVMTD6+/9OsU/zvO7oXQDAkMUyDeE5f69y6BR/AhZXrv8NmlofFZpWZX4tQSuIAaX0xJ7DfvJUkM05+aqAx6XY8Ke5ZEjWEDqvHnUl9fAg9gM6dtwsDNJTDKGXtJvkzaXxzsJbziGi0kN4wjSZnNM8hDiwn1k5Nkgf6nLyutotDTW+yPm9WZLQtek0Uvi8jH619V2LYUt4rMfHW9cfOd+DTfGJtL34nrBYEVIctSPIm5q9XLBnUs3iiVSilDHqgeGj9g7y2DCvhMdaKrYjE03TPGMQXLoGk8pdR0WctDKeH4CsnpRF8ZhMLOUEoWTZZBalR+eYLsL/aUOa6SYoikL3DnavxNB7Fbm8Ngn6AOntwfI5PtyUcbK8Dekx6wbveJhrpWCHoUp7vhH5pbb7UVdtv38PYEi4NxBTXHZYiQGWxAuTy/JfvMUjyFOavNl8IHvcitULNstsXd0rmG4JPrcBO4+CYu31hbULFRClSxEh1yeuYZ4jjU+q2LulJAbOhHpuomLWjPUtyBRWt17X3dS3E3J/+Qp0PlYfE0Oc3SANOxnBIv19wV7cx0j14rda1RlgISuiMPNU8cET5f33KiP2DpL7W8cZbYNjxd431l+nlz47CWgBWcvTBtGDUGwZvnt26GG/bAg13Y4XD30lgTuFA+c87XtxQv4FF5/4X+1FLcQaDLrZu0B+/EvcuD2/JHS0WaYqlfQneIsDzLMWS7JvZtE7pd6Hn5YaK48nNzgyxNSQ2DiPrciCzuWYpbsaHgnKYnhXgQaR5gcBMuhFAL1uBroyBt1W6fO7ZoGT8ppVtNRuF/eQqcCp3xn+Od44lsllKQAEt0kCF0ullNHJ7SLMptmpYCE8oDR6e6f9T4RknEIUJHMlQhpqvGohynBs6pg7NVW0aWs948imBJJTMEMdfyisZf/JC6RL6O9+tSD0fhiGNRtQeZanfKklemigsyLbeTpZjUIOFYpGjIAoeR2aK+dVwnSwlaBRzjYT1qPsHiA/SYwVCfxJDH7CuER3+jJGRvzQLN/yTWv59Ebmof8W/0b5x8ZAjb27lx9BHB+xXgZxiGaYERCkEF1KDTj/g2+DZY1yuC68P/gMf/gY7meZl4hY5YyJnghMAy+EAJSD6UfMgmkvvfn72VwhJnhUj2yjSgLxP9kQSokVZcm3w5hZiuEAiBTEemIyD68mc7veDKWwbRaVy83VC9a0vXvp0Hj1Hbt5EiUVv/ZcdleMx8xXV559bPvtW2ht+0X/dymiYKkM4rKaTiWv5KFDTPgfSVmSuzV4w0Ca/V518epmkaYKmzsmwo+nL4ZSi86sUzIVvEFpl8+acdmUuTAKMmIu8JwogXyMEA8tbFNycuTQDLNcs14Lzy7VtdxogywqODH/tUfhlYL2kj1EjkRvO2nZZLWCEsmLtijVgjqkgyy2749BjdKBXDYMvJdXsloHbbx2AnAEMbF3aA6ur7ogDurgHwgAzHx9jNb1rm20ZQYOkHlv9ArGiL5m4fkvGlyPnNnne8Xl++hXTJnlM4/1N8A78YdBLZ9uFftCN0ngbWo+0F8gc/hwC7JXrnbO874DtXrvBHyBxxtf1nDSI+ABKw5peMMVg9EAhO98Kr+NF3A2QnSYpAffVrM2Q/dwcfQAEQUHwS9gIxJoUiaTW4JWC22J85+X0v6kFJcCWGDHJc0AdTqJDKCKcxCByYcaW5JYpNow4MejjVPA5ren0EHUbz6HFZFwb86EdzqBsNoqC1RcsBg8zJhILNm7GaGFYTRz4YRV3YhjHUgiksSPZhUdJQgWkx8M4HIjOWXDNmqD4m8qMBFEgTaATt1AfbroAQ6oM2cDOH9AH4AzfqpGlM6KKgD01zfp9C+9AUul3LOerA7JgVA7NY72u1Ks4uM7NzV4ThYu0j2kdimJlTvWUUzDBIAYPVWkx2MYCGUTJMx379tevQBeiYQdSBHm+MvO94v82HRJGGxvga9Dw29iE4PMSZwYTMyfrCsKQAjAgEpBHURcGv/kUnGaxKggrwpUrirfzjfgmyrY5ufePIQT2iYN6VlcC62p/9Bq8AYvAjL8iLY2JRHQCb2/UgJSlIp6QSKcBrYb0C1IgB9q94DSDrcEXdWswIGpVQDj//MQRjdEkEGHhvEk0iPPBLkKnKVgWZE4Qj4IMjvwGAckkKlV1MzrV0+1vIumMY/GIShAH+6x8FALtd1AlBNQRn6QVbS93ZKdQKwKlDYM+acYjVGeFaKYAhkAL1MElTC/ipDGBYHeDPIib0h6Ad+3IckQMrpoPkJBBI+RaZSYYrYRhhYn3wCWN/Crv0BzPY8Is0eI/dNl1DUrXVMgDeMpxPwTFYg5Nfiq6KG36PkzWf//M/wTkEm6CVArZMIp/AFHAhv3SiBbp3vPmd9xJIdQKAj+iOOwRyMAdjkr9r/d9f60kJRY8xPtD1Gh3+TQCu5Igxsr2lZdEAowWv9cLzzOCSJ/KElxRtyhE67rodEMOgGMfPnBHRWiQvCWBxgOmF34MwCFRASOWZU6QuVlf//ve7pRAIAHYV30HKLgESMm+yX+sE/xSghJQSHAVNpxRwz4HvvfbJp32kmGkJfvi6DXirBmmCTolT4qn0Vrok+/ftW9oOCGgEv6FrgmkCgcpA5aC49qy3UiM9MCUtSPj8gkQrFQh+8YsGCGvF4A9irA6vrjNg/0rBEXquBxE4hWSqzBKSBJhNMlU5VTkrnZVmxYylgerSOE+igFZv/f8L+bCBLvOPZpAZ4JYNVjHq3f/LVozR7CgAZpABjA1j6Lq9JZlqAGLZ33///vtf5bfA7FKiO6BD8u/DBZnDMsRexjbvfwBHkFkCiGcr88y7dtQQGaAl00tQVrJZ7gAXiEPMsYw0p6JGaY7kM24lNUK781WJO3zu5R5jLDEyRuyXuCfIOO32SIySrwr1/1d3ngjS2vdXWirv5GAtEEPR/V2LNeghlTQ3IA6K76zdxX7FOhyqirN1OMwN0Zyuao7ZLUJNc1M056+ysH6j3AjNGauIP5Mb4YZpTl9VwXJ5ZtekWFM1y+YwSHhoyWyVSlYyOTlMcxLxJMuNc2N0SGuVnI03w+2nuWCVjeUqqEGaS1R5WA6lMjSXrPKW+cWqXMXciTCdZqTSUXk/jmB2d4lzkhirwQpykPYrVA6yfrPEAM2NVqaKHDlAh0xJ/MXWyhi+FpuqeGx+QfryHYhHxH3ivxUH6ug6/ze7hokQXaJQpb3yr5fmf5TLT2qYmhNH78LZmS32dFu33aXUWA1gXoC/h8vMnaFjmqREsaVyPXQtz0nzd+Hk3GGmLwuWulXcUdo9K8mz7UTLnaA5Ob0Yu5NbHLI8jcVSLI612M9ITTEyVQ1X3elXTHFKkr1LbmruGM1VSEdYzsKdpTmzVHiX/HTcSZpTSaf+TM5M914gFsomWMlclISeeUwynux+nJfZAie2yeR34UzM/mMxIRtl09RTBZqbrRpiOSe9lqZHMVmF7L8fp/3/uHv/4KauO294fO4P6V5dCUvWT9tyEEHGMpZBxhLIIECACSKIIIIAAQIECBBBDgIEFkEOIshBBNGIRmmUjfJEeeq8USbuRnmqTNQ3yhN16k69U3VWnbqz3nnUWe/UnXWm7lQ7UWfVqTrv/SGDLTtturvvH++rr33P+X6+5/c593u+5/46xBTZEjOSjOTruNm/IPuvcoyW9klMNMdYDkGJleZmcDRJGzw8T83+SSywhhZygGFRxzfi/QRQ0+YMrKlZN6iC5nmKGg9UNI9qvilfl149z7BAvxQ7hp9KYZQB9X6K1jM1CygjiUuWZEUEqXRw4i8zNYPBJFLOt5HMItVS7Jw1YPgGYf8aG6FYq0hNs3AeD5E8bBIpaobGXkqjjgqTwpqCbc3SGrZvrGkpeZrjphVnXryUtJ7347CKnvnYkRoP1DSP1vFw7K/w0SXl5CCyUbXhiqb/c3wSd1K8SDTL8CO4g+L5oplvxgdwA8VPClNL80HcSPFTwszSfIjhZ8jp7mv4foqfFY4xfPiv8iaKLwnHGT6Cmym+LMwzfAy3UHxVODHHWym+QTT5zfj69vov8miGtibZfOYNnLrRVZtGi6JMbbZkT9FTomC6NkcJ+RxqkmpTi5m5B8jpyQeVSZfi3QQsoycglFvTu2gDrXjZs7VZB3BpHlRqmhGepNUtOlrji7SmBOkaC6ZpHs4tJSa1pRlUCFpfTkEW2UKtB2yibwaQiottYDQbzzynylyUViF1mYl+p+YbIY90VkLCaIULlHlMaolPMk0MACKM2kC1Nb0BRxkAN84BMQYg5gC0BvD6lwZIZfJmCae1iQE01Hr4kypGdXEEGOZOaVjL6AR24q+cROm6kyQ7N+iPRDD6LHjf27TUsH3UNSA113WTDAAnvyFAdgx58jM9g7pEXwPR7U4/+M80vV6qeNxnDkI5hxukyiVxo1QlXZS0e3FusGMJbOLJJW43BbfQNwLXCgQCMfX0vxUWPVFesRCLwaUVtS+cPMJM8Kwyp6rHqqvyqxdi/fC0Kq2uD+dZbVyzELPAMnVpbT3m67b2LMT88PiawrqFWAiuSvitCzEzrJCVa9gYnsXNZJfpyTlOTrYg45qlC/GKhN4DRQO3/izXPg1rDKo9+qGZF2f35F31STc0T8oXYmE40jzSxmAKosrBcbyVdgk60TAsA1qZE508lwjXt4+lVbF8IeaG062jy+vbbFQeUNT3laaNu6K+zTJt0RoG82AYlpJHQa1mv010qDgJf+Wt+nS8T1ifXIgZYdny6Sfr21m1XL+yvqzZ5ek6zAdzFXzlQswDexQuZX3cgmJ8EaZeoWhfiGngzApPHaaHZ1ek2uvzMD3Zv6p+vPifDNRhATj35PgirPok1lGPaVcaFmHOlZ46TAsrlMVFmEXJV9WXOaw012E2uKF9elE4a7uosz69ULupDrPDY+3Jzvr0Su2FRRh3Vamzvq0Uq2SLzlXPKuMiLLbKtbp+bKg6yoswc4esayFmgP0d/YuwZIenqz5usWOkq74NzCq+ur4NPCqNur5ubpW5DnPBBdXYIqykmlbXt5+8E2EezFgr45RwFEWbabeRPl+csAIkOkpHMHbt6atHEZ2wvlPVXZ+BvdPcXZ9BsNO9CBvpDHfXpzfVWajDHDB/dWURFl3tX1Ofb251ek19uKnV+UUY1lVeU5+vuktep3SjsKqrvw6LwNYu96Jw7q7wIizcNVqHxeByl0hTn55crV+EGdW2RZhN7dXU5+FVR+swUvuqk4uwpDpXh/ngCfVkHeaHS+pyHWaBNd1cZuKhHk0F1ERhpx4vdIi5DwyoM3gr2hhtjHTVQuRoslIBRJLIljeVJ2sCkCHnAXyCdl0iXQmUzxlax2Bbr/1e5f3HyQM6A0DmUGSPtAYxHzo6lHqnPnEurF3hPq0N1eMB1KhInJx9eQl80MgJLwovYil8VVaWCS8nZDQZpWThkx3RQMOLQWZ27SDNXWAgyAUvClultBOUzsPIGCHWOOR9oEUuGWAw9EC8l9fMO0wQe4W74atxAP4s2MnbzeZtfY84sK1xP/ETw7Bt4E/qthCrsf1GwP3pm1xoZk3+Ro49fWnGW7wa4miegUEM2sndP/MsBi56AbAA4LBVji6fFEWfnV39Q8Vqw7d6AVBZ2TeuOZmHVWWURU7OcXLaJUs0w3a1WH2JoRihYvRTh5swEFYpRUEp4yeDzbLHnuCuQtbmL4lerW8GF4vbUlaXn6nHfaz0cbUktLceD7Csrbau7KLwQdZYq6Kj/PRiXCuPrJ5gwruxtovNOPqOmSg1feYUIWKeHjilj/1jvMVyg1RXAf1g8INym70xKJgYMrinPNHVEdV7XrXVnx2yvBQPcoUTzJC24fA7Jgx2AS8gD1xujfNIdBj808jq7OHsYefBtMU6mL8fXmM103FinBRNVonOh6bUzlNT57WM5sxxZmgidJ+b2sza2AEazXIKNMUluhF00hQw+eGHyec7nINFSPZhXbwkOvuExeP5Th2cYk16fPLw64tg35UvwQzy8x7gA+80o3s379o5Yc8cx1HiVLPglqDt5E3BHy4L/GdczjNeGE0xbzL4qLePXSKKsoy3X6QroDIovjxg859UPcT+vhYuSVMjKbSenW4U4BPAzzzW76duAJCrAcoxiHSTqOHJsf7CPmVPlnn6u7NAxhMW6MhFdHq5xp4/Yd/Lv1KX7iQ60qbfeXgK/o/O3/5g+au/PPwe2tyOtra7AFgpDr5YF/rGzMrE81i0Hp2+6lFMvF6H3kxf860YjdWjs8rUoOJ/1KP6Gx6Z+rV6VH1zqiXyRh06lPcHn5iM16P9q2yQYvVc1e/nOC6JW+KSRCU1xiTRDTnvTPDCgjG0cHSCW5vh56VQDGhaY2/XobdELxl5xUg96rgzJkh/px71BjOYm6P6u3o8OTzCmXxYh94ee3lcKKuvx21RyCao1qdw23gvtsz1Zj1qeMV/Yu4dGOwMQLDP4R99Dts5jLcg1DkE48sKMn4IC03fr77CXVd6pha4QJOpSVdCXBLXMu7AzxRuj/dhCbYz70p30q+Q6lGvh7uq/+0FkPlKhFV7tYSBDGj5amlFMr4gVE6hKx7ZdRsD33+z8R8G0a2NBN64tQvft4K3B0dP8WBe8wHp2ZWvte3loUT2vM8l5m1D8Ub2bjabvQM0EmcJnHQJggc2s5t342wUnWTaJICnaKKHfEk61r3/1FV7j7u3CFsP0QEw/ELf5jj7xyeHzBB5yHDn2LxEZwMPc0DU6T3ucZu1kV5sj2/vTBcmLkoST9d0Xet9vPGSiJhtAhgQA/EvudJHXjevXjgt0blZZfjNPHArzHvz+yLPOrbZDmrPyjard6iGuIOWnWazatD93JTOrAm8lP64Vj43TQHq2VjzarnV9vICFRWVkJNWRWr/lu1mtXFglnnendoViqIGiS6LqJ1enhpCN7iQ1vdbN/X+w65ZZvUX4SRpIke6EuVKJ2/8OsdKg0nmnTAvh9mIDJPoJhFrt8Y3w+g9D3VnFIAw5XAluiLilcwsi7r/5V/ffzvFei1yrbkqthCZY15SncvBHzS8rxS3Jm69pffoXo1CcfwC/5TZwXciIMFLe9Ldi3MKiyOvBz6ux4uIW5J9GPn7WgkYHJHoCshoc/g2cvkgWfbBLIgyD/W7apWviHVhJNkS5oSeIzRICv4g+7K7c4J51tmKZWmSN5FhVGo1njtdghCQZ07cTO37xNNNuiQr2lXEWvfkmMWGnxOhSS7R8dGqNHrzUnSPlzlJopxRmiwSnR11yjT37dDk92hJgpOlySXRNbAQqSmEnvknJRSGY6937nV2/9qxRq05LGcSGakFdVNBfbKGh+zjjQf0bh+kWrZWrfduVG4MGhoM1s17P/BsqT17n+BkaHJIdFPoiKzEC95wwSi7Ha/eaCy+aD53L76HaTcsAGysOP0cm4/H+MsSnQxZGdxffip0keu1vOIb9L32lwJPwb/xySO2zLHqepMO6RrZXQtcpMnWRL1O/0TJ/BE4loLY+8E1+Acdyy/1fVfDzAvJ2qPwEZFugp1smrhUZJ7fT2BcnKJMk47PKknclyuMCRPDEJyiZJNumqxZYFhxzT4UBIO/brh00aPSd6WeYoLV3izxkckiTmngFS1bBMncGAiYGAXICdPEJ8uPYK3xO1qoAjVALv9+H2MXynEfTSNCXRIJSmd7/yN6oF6QQwyy8vrAwXp8EpmRxTtmnlqMx5srnZXd9bgMFbWk1ros9bgNDbT4uqeeqcf9aKkl1hVmbDTmRf2Pbd3cq9b/OQ/xsqtNs0enr8+DLAIux3nK9OI8aBq1SJSHpq7Og2SsiiS/0+WcB8lZo9LEU+WzCyCnTK5VW2s67yTegH3K+/GnPCeH8U4JdR5WBZ6V9TeGWWPncv7ZztSuBfHlzePrI4fnQQpWodm9adq+ALK1hNWRZxZAUy2pzUbHPEjJSrci3W7LPEjFyp8WsV2nFkD8s062/cwCqCLX26cDCyBrW143cXQepGal2vQdcfMCiP9EeW324DxIw/JeCmLpWwsg62XZE2XbAqjhalFQPDcP0rLCy7Ed1ufmQXpW9HqS1w+XrywAEV+wy/jsAsh9o6zQn5jfxy1ObuVZLfOeowj30BQhBzFqXhUyYy8sxisdblvsLo2XMAtOkZl6Ky4uHm0iNmRvzH5Q6+NJmixNugrikLi5l0aeq9lr1PtIPN3HSltFJNsxD0mgCYXy4uy350FxdEphdoLLYBv4WOm0OcGbe9cO/QklZ+vjcONnjUcahz7Dh9nHY4whMIX3JfGTJ09OcSg3Lyanyjw8qkiuy+pku6bOM1qb46KJlFbQcnN8j2igHi+j/pbY9jONsAr1MO8aZfApmhp1afaEJOHIBOrgESTzYoYzwuicHM4G07gAwM3kv5ZTY6oinQrMrp59yXg7cB17wXLOcq4wEGHsqzyugaZYozBF2WWMP9as0wKrLCioPJs+rtnOP/uXQv7Ji2aeTJnzz8TVmkO1QqBkvtQ2B83UQcuZY6vUenpGpbyeeMUTnf62KqAdSBxSHFQeL0UWVSr6cm75Fw3LLwMUNF/FB9C7DuCDiPB3aq2t4FDEFZPz2ExrcA2yv1ZEjJre+RzSmRHpMNQqTg3FbiCdyO76eEp0VF5dX3tnsoCLL2L4ip/9fsXPygTjLZDzIHg4BlxS0Q33xfHN4acVr1c+rk8lzEo5jS0/ikIWmIuqINWZWj1AGSdXwQiHcsdFujwy2RU42GDl8stQeletkRo4FNHShDj/nbH/ReNjOMKhqCAiB++4zO9b3oCGGZN0GldyKBKJdQ3Atqa0feJqrdZ8DkVkjctIXjbaVVvjFnARh6KSSNeAzUgDG2rn9wLcI6usrpjrcQRraI52O9DgocWSYvPkmn7m3J7ilGmakui8rGxXxmHkpJnLJMx7yA0EV6pzsGQiuaH2NusCvCIa3Rw9WsPhEgegOED5jE8u1dlYCtmXkXVZIOg53LDBte6fG9UQ3DcUX2/T4GnA27zLaq3FRUvU9X0+7ZIR7aycJK23sIPsMKO1uQRCEylzsjzSaF+JKU2RU6JpUqIbR11q31Et80mECc40Z5b8J41oL1ptGV/W6hwikv79cj6agwkEyDtd/NiL5wl09kWz4HULjHrBONOGVU6FpgYyJzS8Snk0fncxblSVBhRvL8Yrne5m69OLcWuX9UpspB53oRPq7FDN3FyAN4gr92ffX4xPia03VN9ZIh2JXDO9tx53o3Ept3cC9doWS+wy5QPf6GJc2Wxf5XtqMS4/NCE17qjHPai7RaYLHFqMI62aTZrji/FQq62neGAxrjxlYk+eqMe9aFFu2qA8thg3thWe4zIqc4xDdjeKojO0m5Ho5LD7yeT2aj8CDB4/UoVS7vhpN9Nqec4UTWSoLMjJwqHoyCN8mvzPUsa+q83crzcrr2Pfro8zjUy0zVjU1+rxNOpu4+/ODdTjGZT73LHopXqYyyq0yXcF3fW4kVVpm907enUx7rjkg1OXF9j5ZonOjM42R75lhvRvrEC6FNCRexfzUD9jmsxdcbJJdKMoXxa8osGUbqO3CsmZYRWtGa0eke5TQ7cdnmTWF2E8S+m9ccpxkNqI7RQmLwSd6mHN+zU5c9HTJtJVIXOzX2N5poaP00TGqYKx1tCDe6XvPU6QDU9QjlukK7BlMv9LGk/RqDpQipQi3LvZV3zLjOr6RAJosNUWOLzfwHRPh4uAjYRJitqk5CEknWP7pboUuwzp5X4/SL+oXB+Hsd7p8Oz3azrj0aufLlZcMjJkH8heb7iW972TAGboEgKm3nCsrjAvdIsIPk1aciwKkEbubjXQDyyWhBv9TyEX6vEAy9bKNw58eCyHnerdzB66+u7yTe/t+OflA3eGV/iAmTHTZI/De1kGucE2Cqtu10v8rPK5ND81F0NEk4G6wqmWW9dHjj4KT+VuoC4Xa6XuvkajPrjprh54Noa+hfoH3pBDPrV+zUdoA4A1mrL2z9M6kR4/hm5SofjArn7Gmo1jO75Msm5ayXmPPNh4NY48t6hrMEWZw8c/PX6ycDp3BGM+T5TjTNAUl+hSLItEJHAN1S76zZMkUZlMz33nTOXKT7+MXzW+8HBs9JFBRuim2RMtE/dlqXlQiR08W+ZijnlQmsVdTprJP2zchPYR7D54Jxv0kaZHH9gMA3gbQAdQsGeTkUmEXKLQpKKuRgY6vfu0h98MnXU7Uy55tD6AF/APF3oNynpczp6Qjff3M2bygss1qlUjXXJ0mlx6jqKV3e6jIqA4tinl6Hds6F9dn4pboLXoWY4Li/GxZ2Msq7se9wh8fNPT2YElqiEPbfwpqtoyZnwP7kavWaEeZGfgqTvw591K0DmEX6syasBfu6ymEZHLbtWqyH6ix37oy26jU5AGVlCrvhdP0KQU6QyoR+V+No3o7clzRfhL08WKR/0/atb2J1yOSkxRiKC9DWLdLNuGJk5HlstbzKZoshau9Q0uZ7ZJD1Ri6hgi5ngyfAX2Ak9rdG9um3G//Jhpe+r816dNLdYcngK7dKj6TO2t6RHsnxxsLkSRnEt7C6RtJtDzlQrtPvfmYmNyx9enR+c9wGf78U1EG4w3QCN8dhT/XvcethFiN1ytRWS2ixGSFlZ8uekpK5a5VlufAOAk7V3yL1jzJoWkVik0hbpCXYpuu9jYZGyKN7mZSVGGw06cNnNCjC9JfUJA0zxxP4bI1+aQIviB6nQxkvj7udAu6h5ogHbJoBOIUjZ+N7wqSyQs0VcqH9ZCeXAv+R8X6qpIRhZsyuIN+5DBmsxLU4zJxqcM9S/AqTgo1x/mYcxHdfprGzVNC8ml6mw7tlYBjZ1cLJl5y8vzYNn+icOLZZrOxEq/tR7XswKrs2sbmE80mOlHlwCI0W5JqMtAldX8wSiiOquHTZAX8q6Ir+YDEc8G3u6HSU17tRaNSW5WSK1q/6cSm/l4MR5ZXeHXLI15uIaFqWPP25mrDiqccOLkEjRJu0WhrojamnPrc33mI/zBpUNMoVhL8Cqf5R2K33fDcaZ71HgAD5L/WbICbJOyMKi87hXYtylO1KRBmkipiFWR+Hbxz9XwEE05oU7GUkqwNYU99bicVZLMCIov/vSC8UKIuQqkqUnHhDoFSy82NbU3p9bWJP+nwCaXHiSluLS3JNE5QLEtvBPZNfpU9ezXhwoAkeOOc3tue5BZt2jxME15oW6UlZemV6cZY1RfwwtC3U9F3apdTuZSjaEGTwp1WcTbYu3gM2U1kliE/CfbbYytVxqaMWGDODMni9BEyrSsmHTEV3ljMW59tmGjiFFBllofkoPEwFJ1zupqFyQW4IHVtnUFgWdwsaTSNap1uxbjRlFhuwm4eUq0dh7PkxpZMnFpY21oz/soVQJNi0NnGt3Q1JHMqRJshWpa0sZx01SglvU+0bgo7ff/fW0dWKEpK9IlkZQk6phiewAfG2XxvCxc5/P08v250doSjsuhaFqk46KjbdPAxlwdrZJLTeobA+RqE2jFugxiXlnUx3ssZ+WMQYqQSylSjlGOjFlqaZ/XPp/xZMOP5ZRUxqy3ZjDLAdOzuvSxqaPn+e7WpCvZZmCNYiLUykqaq7jxcPJQ74ZTuoQrCvNQLlT+u1oqoEKZyFzalVELrIrKtTnAiULyPQ7CDnqSzMM2szUbu0Rd/+VK4/c1zDePKjW8KtFZUIdM/y3f92q2d5GmUcpujh8ydxluvP5rnvucsTOtfjUC3Uxr+tftjqw7XtBlWWxdEJoAG6aYoTpeM2/T5MoNcX9XAeL/Vy1FNM8hCKJEu2MS3QRwqAKb1Eb7Ic9QfUwRGumy+oNMZ03XPgJjkensLalGA2xf9dgEpfbAoo1QQFqheeBrSb3sC3HPzKwLIhmRwal6vRZ0jCY7ZYHa5bkNqmP1+Cgr3mp+sswVMRpSRTAfw7FIdVOIVTpzR5hnPrLXIZVKySHCKrycaPIshEbvVvjJxDzIz8qGjFAwvMCcSlCGVqArj2Gnjaf6z1ydYla2cxers026fpajI7BTECPiRGMnGyROj58Fioc162CUJr1IN4GalcH1DcjUduvKmo2TpslIyWZXB06kWWZpnjGogjVZPyVzSwr85oEzrfkXyr7wupr80YfIJtBg54g+BwtRvukj5NjkS/UBduh7otunat96w+UcihBq9g+3lDgK/yTiY/KcwUw4RUZybka50uCgQP+d2hwH3MzsSbkjQt3PE61ZIktw70QvV9cZT9c0vZ+mFKXj8x3cbp5n2cTFR+qdogylqMuSyVtO5H3xmdC1g63SUX8/nPhf9WpexjKKI9eN53bv7F65t/YhNT82S5O3iVqNiqPqCXXDWgQdZ3mOLNZ7mDp50f1ObRxPUif+FOWkJDoMkSlDz6j2qzZpTz+SU0SeOf3Au1Z7zhdbjE9r8gPBd+txM5A3R24HmesPEXLBROZToBzqgRi2RRQ5bT2BKflP1eR5mlzU0A06Z4mkb8HqSCnVyWCX1L86xITnE1yaVNTzGRnxDH9H+/R15LrxhX+8/6NPLo19J7JaA/8gCCstC0KrqbVLYmWiO8khQEeWG7hSy5xZZZLnHJ9lbTGhIy2PCk2RU6QTQaHBWWn/Odnzs39XL+OzktKxbb87vv/WzgcfHQD8C4W+CVBdP6mPIZ4t1fXV9dO6GZ17i3tLri/XR7m29ctj6629DiStpz6So+ptQNR63xbfloA+oM/0ZnpFG0UbfX2+vrD+hxiQG8zpJT8GU/miPqP4Z/HP5meWHEuOfeMMR8ZeHf8xlWt2bDj/4/IXrpfpzLWfjLPu/3wrvPWTS5vw3abhUNAG/b4HSEPgTz/4zW9z4L0vYfSnxHs8dMUK9Nq2O72f/NM0+O4vYA/U9lU/qEK/UYEYdO+PzR1fLd+zd+1bzcTPzJAWskMOCINkkBsavRsf/g+4CqyQGrz/IwGfnQ7I78vv8++dSYB/+yAIpu+a7t43A0IFJe4WQpPDtpcdL/Om71aACeIC9csjw71HOvf9ZOVbpWDxrtQDOtqEA4P70PJww3CXeVhPknwYR2eBA8oEZ8EMaBjGhivBNAjf9d/tbR29O3HXCIlhacfn6E/7oZVmCMih5jjoEqMzQAbubcsBBPwxCd75mS8Il0AutC0MQtC+iSDIDo0GlKEgsIPeD3572TfcP6wdHguCG7oHn+MTw+5h9LVTOqmu67sf6KEIOIgK3/29Fhp6rYf48U9s0FviV4eJoSRZnuorNpAIcSF/cMPW3lNHeD82gDjQg8NTd3OvzABw8mLPLQ30VYcQtoI3zxzkvwxnh3zo7zdnwBkR1FUCWujtdjbuJTPe+cs708FIcBx8txIaDaVC8VDHjk1Tw+bg3a2zQdmwGdjvZoPdiuHEcMf+jljIGpomK6a8ZwjZhnmhoI6HNgwT2DB7KgimwDjZSELlMG58+R8/G9IO54MZ4L/rWu/epFnnwbhNj7bxnIamV5buv85F0RmYx+Z1Eex9POobQ+T6V0hQe/PBKBDibCFMLj94KNyIU3tRwmyBQCBsbLX/Zzb7jJArI1QF3esnTQVWFUVYJeiNmXUz615VQ+TpgLCcGqcmB2bWif29SigAsCZFEw/kkTcwFkrmzQMgg3z3rSmEDZMlS7BiLBhh9d2Io7xvGlDb5MMi2ChGFuGeFgL9MJmxDZsWYE2GJir6GzMI/Z2kBtZbkwiozN+E9PFWfd/MH8FWAiph8f9rHM9JZdfMb1qKc1Fcq6ypFm+SiBB0VL5sWlrDStwkl8aMzaLmvxFbKr0RzI7RmKqpKqjHNE1I038W+yvpJTEHg2mbsK/Hau0javpvqT0cmqs+XFxUf01Tw+M62ObqUGa2ptUu2GhWDVfmNpqtF4g6xlcvKZhRJdRLChKrbYwt0T2KBTFDE0XOJsbPb9rwQUmRZ14v6E5gQAShSULVRG2biqCYbM6nltXLilLdr7yd2cP5w9xD3mcVAy7hxD3LurHucEcMlm1Qbm4AY6JReNac8L3jvD/es+0MF9nUADnB7AbbkShISqfXBAgLGN1uYnuY9VU3pUB0k+yMRLnFeGIeZERlbQVb2j8P6kdLZ63L0vD4rXlgDA23YSdrX/dmIANqeOLXxh3kMJna7up/A30LvYr+cMfD9j3oxzAXgDfAB+3o/pPw28tn4J1usOIszP4QxncNoLdBfJhZ1mFpmvhNuhxakcv2Dn7863cG04OLhY427xb27a6f/YLNexMVfCGC3sPLu31Pd7CbT3X1o+KHKcbusWIZmmRNuhJqVHMx13k0hrT67tsJimaor+ub2saYDonWdnmWNVM9mRaEGsfnBF4C+AkvLTFv1Plb8ixNx4BqOdduFiUQK3h/631dgoMjp7WrMPCzSH9u7ztT8oZlOBBGlco3lkjcKOCL7M2PChE1appnmZcxTKRipKihiWzOilq0Z4J5qqKfPJtgGE5TDtKkS7O5nVMu+5D/nvn9peRG1NwsUpoUqd3RgaXkKTR/0PJ0bOPDaXd9tkZUI45zuIeSQzVJiiYyUj861WbcTKyA/x3thXvgP6NXN+CvfR57im/q3qZgsjHXOonbpNOC/Gq1d/QytrZeEkPjEtMqwcpIh6abSOyu9S7TUyKqdw2rEKK4kzBvU7U/6gAf3f46s0AkUp20wYnz4zei8XpplSVaOX0kdgI79VkDyxOpF5dZtpZfZQxv+3TJF0A/c7fBSzDdQJ5hMoB0BVeBDAuUjtW3yj9mWywv67/7qC0pqgrIxkq2jHqVF8zPO8Hvfs6/rPL9rIRM+UP88I6s9ndhiI13XQC9P+GRk/nEZv1GkoP/xGuWY7+bBqgJ/HsE+lD3z5QosCWwxbZBjU5g6V5zmrIGop+RCfChzY9SAAS5qN2c7NvJJIKSLJNO9BVzaDw0/fKSieX+96/h3XlqJ5VAOOAIHdMNojzrcPhl7z3zvRB7hK0AITSPvlcc1gy3YcN50h5T35Pfm7nryS61p3ZI6bp/m4sKGshJnSSUTX/CEGfT2wiDDrGA2QYbhXmkBYASKMrD2The+9YhGQYmQwKikU1aOigQE1RQIUqY/lYrZm4fbB9483UyPYL+jmLjKDLSTphWqZA0kqQsCGkRySEZZBIZIzkNrIHZUdgPo2wbPI0kYDPoJ1tU3IyaJTYJWTZSKTX6gYHaFBmFu3tgIWgl/SRjAhawEvySC6TLYS3wo//pqDGZH/MB8PrjIgukBA/8VMOdFiRguL8u1ZVgLRnNAUIy8HjfYvO8vYr/v+L3UTdtqSr6JTTvBTmKj8Hepfl3I9TuS1agEX2j4H+ND4A8xafgyH+O94Nxik/CQYZ3ghTF+2Db0rwJRCm+H1b+9/AWEKd4C6xheDOIUXxVwKNZK0hQrB02LAhuhbUMbwMjFO+AjZL54W2wfmneC+Bxpv3QwFyDjDMNAkJzQdA8EwQPzwVpjjFhelRfhzxqJ/tcPUGEqSgsr6s5UMwBMQZQzZX1JxouXVgzSD1R25ZLv2D3LXKB2dbw5BICK1xZMdm+ZIzU3Ju49YLcqsLqJQQh2KZyq5cUYKtla5YQ+OFyV3XtEgIPbO229Cwh8MKJNYl1SwpEUlHrEgIfXJVWlxJ44aQsKV8yhrfZ27ZkDE2L5oklm4Q/97ZtijNGU0Cis7IizcpV3aauwloLhPfsefPWz7/6hN138d00cw97lAOyHOpBA9olIwz22q8ohP0Gfa+BedIxwBFS3+/ndJCzh446IMRjICLR3dlsVQa3KbeZNjZsUvUGCD6/2uvdruo32DLd3l0LLoJqRWR5ZsQ2XtZTjNcSJ1A3p5nX2cybrXl9Ep0S2WWS2/cEyGUmYvJsqKxPdYWYl1OSHJCpFZd0yaAW1lSXvvE81xx5Onw4jpZOuDSN35NvOGLZhF7cpTH4t7xR3YIHt2HAtp27o0cO3uySP6UwnWr/o/Tz8HLn2sC6HxpAFCzf4duQ7Tu+1wMRxRO1dsnRRGahbUH2F+Hpc/W4uaWIKXdPMsZVhjNOXWUsUA7ZKHl4RDrhtRgKunKjVh5luQ7UYsNpDg4IHEwyPjKoqSUm5Ldh3aXuwMrA6uCWWeZWXJADC6c4NknHKDnldDQQNY6MkIPuy2+aWYaDkeH+24WXix/WCpCniQxgYwUGJnQ4gt7wPKcHfnWl+23eD2fwDh/iBz7ggyJMVdJkWSkKUaMk2pxRHYyA7/+ffTEQZPXd2t23pwFxM3cI4pw0TXayzqyZttmnUu56PI0Wn+hfvfWrfSL4vkEf3HQkxd3WmX7Kbhq41tX92cX9Z+1gv+h6rctjNCklOhWaltufyV2ux9Wosq1/k/zkYrzhnKwxfqweN7Mm5ZYdDa7F4c1PTHajX7D1AH2PDQdBGppFt15TAi1oQxt2rSX8T+85udPK5B/iJGjSSnQaVCVxcwsuxWu1rmAe9CHIAvNvqDjdX4I/HOtbif6eD4kDIAdef/d8O58tsEMTzHNKYc4ITUZy7KCpFm7j+AshuJBakIueygVrcV5JcDSeW5Vr49CvHspAATIOlJhbrnMvZfRTiSAtFmJq4N9Nzxuvpa925m+GbmR6FmRlkOgORpZjvkKsHtaSbVDoiqwb61X3Lq9uUB2u9T2jIYJU36clMmLD9AUf9AubO3H5o/f/+aESvGZKLhgkYaqP451qnm077uaqOdjBxMXC+b0i9YLBF6YGX7W1yIu96HBPoyOwoye7bu/eocMHBHAf92CtNeM0qSW6j6Y7Petrtw/mwQkWf7WSGwQjtrdVNv9pEZh5UD/eLKwGsX8oDN77jz8Xwezl8C3+rdqNET8nSpOcGl6qtuL6vf2ADzTg7TB4VQn0sBp4AQI6fwvDjWdWqoHmRm3QRMkhE+UoqFgKScOltAO5ZHfbriDAHTReaURwz8X2anetpMwAU1EDD+uU7VYc4NtmrRVmnpLXtrEIyXSOllyj9QB2S7NRF99IXYt2pSkDPfUZDQR+DII/plDDJ2Po9x6IebARYvNB43uoPpi5ywVjw8rhbsHBL2x3EyFhYlg2fGSg+1W4d6WRXA6oh0WkdBoUgXYYxfmhIpANt7XJyDWC5hNrYxhQD1hMUxZegLT2ZgW51YnNtRmDC0eRWQFFZjrMhqmtLrFoeU7nbBwDHkyBF5voaJvGyHg3J5roaA6sIwoVkYPTTfom8uDBOjzYwWLThhSidY7Bs905XaFRCVM3fctCOvYDFz4rEIGSkFnp4yUwwmoQUeQiA1WEG4pb80IVJ6cb4RfRMd7SuaawMLgdRpNwWDrdRB3HSCAMFHgSTsJk7uNbN2wYW8HFuJi1K6dL87ksG7lWHJPSKSkhLzErmELstSXkmHSDzxhc0S/N6aa4QUJB9lKSMt61vI61Fm6oee2mhIzOVYQRIXKte0tYwIPcTnIR1djsgomMwNr023abKC3rZQNYsFzJXgQ5+G8k8RHsluBxxADsBVyRdkGwWLPuz5+TPw/0xz+KoEmSQkot++0KSh4S7L43FGieNR2YDvRtMu6ffVaBbnCwv5jeEWn0ng4QDnZYPiU1OlPHc0OW4MRToStwkqybg/xHqMr089jvp4hEM/55A1OZCAGAhaA+dw9cNS8mo6+TeFsKItdl7y33stmntebYVfvVyq3odelycSdvClSgmid5vfRid/VO+Y436AymdOPcADHKtRMVpo03TYERspFvypGytHa9LUquyFE4hxUwcukJEwJyORnEp3E2DK8ky+Dl+DhwmJw9YRRtFKPkuslOuAgh9QVqdIeLa2gi2K6mcBMMC3FpGwArqBvybDAtDIkAj8A3o+TED4fFMTGZdk4sl5Ba2iFpo65Hd6J86usxQCs1SzsIHlvI3jku+29NztCIt/bRdeHBXKoGhFBMLlfJ4geAbl/3TbTrktgF5lcdzKs7uZam1uNgfuUBXflmuu5FRLzp4uPSteKTIrI8re2dKAHUZCGi8IW7B8xirfTwrDQhIQMGYAJ/XDd4cdV4PCG1qEfpawCLa6ekPt1NVa+Xrl1Mpvvq80e/Bw+YI+26DXzeyBbFzswuXgMk7Gyf2u1/PuuevYbHvJ/5r2ReyB8uEaEW3AUZhjyXHZfVPljxwuRQ9Wa016NzBDW3nCe5p2yyxIHYFUcfLFqn7DYhDSvDB5Rnbym7uNtFV4OXileCIHXDBk+wi/vZ+aeV65IbC6Ag5LpaZ2DuSTk+tVWxPmifArP9JqOfiJ+VdSRWR883nJJddw3afNPIhCsm0Ojg8ja1svSM4bnQWnVPyjHr0lybuRDquDmu0B1PEAW7AYqgjg47smNfP2dsebHbsXZky/g261MfW1jHuLw775iR5Mm5Oro6bHuRHSNr44oDthUyI7Yl+jxJ5zNn/c9bPZMvFV6avph+brZD1sm4kScdZxmSXeffWNg0PnuDb0HjXGtAFjePTVZ10w2ErJtXI5meaq3Yhtgxs4Oq24h0ankETJ2335od9hgnNo8etx2KSfUcLeFcx70S93mMCr3JHzkiUzxGzR4KibR7nhu8mT/wy36BoctuM4DkUcUm26YlQC2ZquuQcTue3MndPLWe7KaR5/xbqI7yux+1pvIY1WfcwcdtOtM98iTVqiJtAvylnpxYF1qbX+9fA4dXB+1Bu/Nk7njKMbVrrmNTav4ZikbPRvZG9mquha5k1qLOdYp2B7TVt8pyNNIzxQWA2NxxA0wve+QdRzFk+k4m6P5szPjVpDZA2Kj7EBqeHG6ASWXf7EEtqLWZeaaDizYbCHR5B7q8QDDeeLMuhGQ2F1utz47sDZ6OOpV7sl7lF/IvUsY/2PoS2AwzjwILOTWR61vmmnoc29ctbt3gIm2e1/YHuLKmdw609Z3xitWSP4tkgoWsBRcPn/+YDr/2NQcU5rT96YsEoEMc+7MCnRXoZOBT5qftmn0h5p+9FDus2uPFxs9NnuZLQy9GX0hC0RfUa9LrHkkFk6et56vXGCqc8mJVt+lMQc6E5Yt5jbzYmB6z0hSmKqDive+A+jF/82cuNMRUQlOTR+jlow1LLI/iv8K//BWevjvy+d8W2YTFV46giXuZz2PkXERNw1UpEw8kCTIaqE0Q3dRXIacIdpFgA66MbZDRjpErIsrEJVoyTgCFTCWjYD4zU33wIQIc0IcmxAh5V8nvmvtLWw0rjjf0FKL2S5h85Oi43HAwBfSETV0nnBQqpZ5TuduPgySfeHiwVw/IA8b6uUGXqM2dX1PWMrWPsVoGa2XkwU5QkxUK16ZPG5ZZXlZxOw3AYLfDYydG1uihSV1ZlZUdFggoRS8UotS+buAmEP5rBl4CNNzO3pOCLjSlsxuHstpaKRAuKh0lNDK0uVIrRRbD3/ldgbA1iWEb6IfUsjmfgfchKZFhEcDwDTJdEKhRNVo1eASJc97r2XPscZvpgogf8CEXbgRAyJ04F3guvNVylJwZRsZcRkeH62trH63ZTVUp/cEZASbPshtfw/9RzOudAftNrMd+1Zb4X2zHhSmZMIuqzA6hkV7Kcvn6/LtMnJ+PEyZxEahk1LGB9/MAVgRMIruSzbMC6/HB/hPkwWzLIv8cgLTUQYT/kKsbIRN1fsPiOLCyINGa8es/cW9KdfsJPaMmuqvY+T7hQYwQ8Rp4U00f35S+n5Q4mwPNj/2Ty/ouYsQsFe4wFc7EuvnDpGSMkn9Aya3NOjv02WefZbeEJOpNsj7RDv22wGHzkWTfbFf1SaPwfetRBg4aHIf5dkY0ucm6Xbnuo95ff9RrRbS6v/kBgln12DrTKrFYbCDYEQI3NNNGYXORm2hebqkx7HGKw2s1TXP9BEXGZh0fcqwc3T4qj+z9qDe+saCnjoEveNEvKLPPRwQIy/zkzEx8BBuB7kfhFPr2LIs8GPk0O4q+Tdb/q88n4GlFoj9l9OzlchxHR/VRxLSFf8IHWQ/OwBSZ2MqXZqDo/50z/qGoXTqDbhHOhxt4fKEHDTRTx0gjH+aiHlKj6+LQpMQWyMoiUAPsE1vgOZ/yiv7pJBjywyL2BGd0BWzH9EiCRzvyH+fJ2sj4ViwkoM3/SZgwYqFmLpsICuYWAGEMhPGtXxYRIisgFzHXDJAffeTNLru9devWL8uIHly7RvJlqe4PYaUGUFREVXdsx2blmf731ZAN1qK0I0e1wx9Uh6zI4JlX1Wza4d6JfUFteEh9AdEtoyeYcUjGnRWEUJfskS09gpHmWw4bwwBOWnfw3M5VAeoztqRZl8HHcDCO53FAPd7awGE2raKMbEAtyTMcOgL15gosp77qSJqn1InK7HTVN7cdFnU3CAS4qibqThDqbPI0AW+Tr4neo0ZAB+LRe2LNbarlEQaF1N0UCpkUzgopGaGkvtZrFJlEZpFNRN1wIv+SolERSIsyIjLmhKgoWrTflkPsFFOesDgqpkE6A66EL6kxRuqL+Utt35WV5CTsgqRKSjGpXMrWUltBMMmitZRwsHl+DdMy4f/va7iSHC8EWRdyrFDjRfhopAjoUQLTucP0SqEzyQwPHNBvNpGRmLEB0AONrVFILIbhrgxexNmgQg2sTiCQpjnkEMLRYTgJbpHLGfCxj1sbn3wOLCCT/Qmgnn8Ca7cxG7ihBTBJ5faXBmwj1fACNrkI+oj9NjV0/RyYTc5n8L/95tNP4OXL5wbxUmP42iA9imH24yZoNlLDuNVDdS67jcyYx+aRRVs5vyPFtU50iqht4mB8/FG/obUOIIu6Z0bMdBEqrjWxmO4QagoBdFeQEPtaY2sZ6VYJw0L2NqXIIyJbfIQcEaP0gNgFOsBKjOzAqkQuxb8P2+GvHvU2c4vxT2nZoyE5JSLIRSKYBp65gSl8NDBP3WmG4XkjE/By8ATM/hsHKAB1I1QqZsZoB09HcjyqSD5A6OkzgRywcTHACbCSHmp5MEa6MRAG7B3b5kYv+C+MXvAv/1obwAu6zyfTgX17yMqSB+pvH81YEa7Y1gI/+tlaHC2kKNdMOnQ4mA5kRegoMBWN+eWac81zfjrUnj1mMi2KJoCqO9HtWycC7w5agR36KYL8SNTj3xzfGHTFWUXggKcGtU0TcGLNxJOvFZAQQECRE9wT25RGExz3K7aD0XXO9SPQv0+AOKn288T4Np9b724sXUlC5au+Gw4o/oID5zvTJz6swKNI9XAQju4bZ1dOiZ7HVDGVp/NVJfeXA2+rNhT1D75XkTjhOFyCuD37RnZNo2lu9QSXa0Ka08vCt/iC0NBYY7Hd+MDsK6Dh4+4T+UuxcwbOCBxAZZqubtPBMuQNJ2/GQNyjwVUvpT3HM8+nvX+2DcjhvFArDUMZUMbLLxuByjCBBqWKTYUXKoi5URsp+bRnx4Sf2eVBpx8uL7NBDcOxrVagxyOsrqtKoH928sDODW92nOpqL9t+h1ybRaLXS/DoKiWvash3yFb718qRERDURrcj2nGbQ6EZTmxujaEiKLwzbo5wY2BcVsX83mthlX/TDN/hkF0tdPrN1lPJ7bO7sOtluDQYeMIFlWEl5Nq41WTkAmvP2IvTr3wyftzZmwP/8F4BPPiXd6t9qc0y0A+0wEKOwNdU0Ml/HLp79lM9eG/rg4vBphkQOvNu/LoVnkJkYutF0XVXYHorF9qzQ46ETf5n+M+49p197zchtto8s9n+ROzQ7FVjwHw5x075+jU5yPO0Bw5cfVAYyrBHEf1dviMDlUD+uEXlA3HkzZP7zv90/7/IVnrX/vBf3+cDa4uR9f73Ck9W0D2ZprHN3k3a7XxQhbSwChI9lenN8zDTBcW6XJ+arWKbrk2AIu45r4fkjflnY68H1V/a2+IwF/I1/ujjO28MfKD7vdqZPMe/1DO6Ltuj3WRaI4OseD+Lzyqwwmj1uYokszJ6XN5ol3KfCb7AxzLd47D8ePJMEaSeK0PyZxLC2JOitVPy0UshkQnJQe9n+/2OYiAxMNGq3Jc7xMZUXfru7K4Hgzu+Pzi4c9u/jUF/PPZex4GZA94njas8/cNWcMO2Y3SnCdyygcvvW0EZHfqFCXzylgvNwhOyW+gpnym0huvxrsruTvqmrk/cVDxcaVyLQarNVaiAziDaS1FpFty/negWcHucGvG2Gym9Gxrjje9UXDTDd8Lgs2K7HWCdfG3S9mkMzm5975Nte+6JeDIwcLErA7beudnafLvVDv70WZidh92IZufUwSjEv+AmJjXOdd6VladMV0Vkf6tk0xd8F41nfFcwWHutIrRvv6Ri/SoIjaHVp2duN/gQDp/t4EkjF87ELzwwCOIiZDcXuKE7g+0hWHHOuHFclXkuDvs8PfabPuoZk1joIXLy5//m6UU8brTC1rD/z0+UqOYFo15pijkv3WjNHVIcLBxV9iX7/I4IK8rytBQ1NptpmYI78XQK7Nx088I/nfnNw8Oao8bwDGQ67wAheAwqsht6OzY7OT/SPjPSrh3SKuTLQ+3jSj5n9n4AVV4sqwqkrg70pCAT1A95oQYwva3o9WAZdx51IJMeA+6A+KE8KloXBJU1mF27z7/HdHTgo2vbrq6890b/Du+K6o44FNWESN376+/9zArSmyybtWvlFydcbpO8MbLJuPa7wY0y7NZvNMvs6juvqw71+0Ks4HN5WQaKBEdvT7IKnOn2N18Prhae0mpi8hSuPho77Y3abD72ezvzPXJfhJWIatYnFQ3PJizGfXHbBHv6jueK+0XVt02474iLozmSwNKnlYI/Zo9GVJ61k3IRWr6o9SV6fnftwqyuiilhA1y47bkzws13T20NOIwHq86/QbeOsmJGLl41ifCPy6xAuHo8BV2IrQnzi/wsN8oehXzQTw68gT1V6Iy0Orf4nlKe8Tv8x06taEwQeghBBb9zgVnwi/1GSAXQB3g/NAD/6Nf+5zecHTgFDsAn+VAcXOuGVxwA7ctXmHr5L1XgEFIatNycAMZv6dUx2LS2uPZuUuPoTa8z9bYbeie+NeHqjap8nSPijHkUcR9Qvih6YQKdIGYeKi40ACc+s2L2kmXI646d4t7K3KamBRHLdc7EHrn9FyaH6c1RH9nNZ8pgYg1yBbkiaqybLOQ33JdL16LmGB6ER21+Th6VsV0chEOuDphJRIVULpfvKoQzt5wuHygDvZKZVPT7sxwH9+smFsVWVcejqQUj4pv4+vKWNDd/QIUbDgYuqnhGLpebxyqDfv8E/Mdb4aty2Arx0dHIo7PqANXmOSzNtS3j70nsx6Df8+V8OT0zTV6auc3MTbN8y03VYFxk64p1qolJhM8OCd5KCBzttJNaMb1GhIpgK/h9zGDf4QOlXcHVpu5ok/2mOkz5eqMvBe5Mi7oLaB5KczON2UPIwIJz2XN2AnbDjs0Fg3HrkGKN4qL8ReNG48bJtcZ1H5s2/rDcUwSVY+EDOZ2iuXRwlBXm/iDaNBaIgKCn8pInUKcDXIgiXK8F+q+7/NyHc1H496j0/JYUa+FU627JeOZPtiGQCpLTrRzE3fKLMYyecosX+AfnJt3+71iWMdOuect4+6KJFxE+UjwjR3xo0Jm0q05R8/DEvQn4a2biglUJ/24Glz3HzMZFLKRZPB9b106y1BAfmTyuPRQbrFyllFoK8fYm++tmaO6+Sde8Ofpf4ieoSTq1WuOjpukRW7px0USNa8iZurorKR57MRSw40nYAfwO9fFxzvjx6v74QUpnhh6MvcJH/qEBqKPc1dxOS3e5a2ydnVwMvGMHSpQ8Hyef/ljW83VTPH+X/un5k3z08NgBSgebgPzEvOm+4dW/oJLHn0x2eTbF/GMXdaLrtsshbocaKex3HIgMuKEgyAYeqwFVaAl7QWMa2VrersdsrMh6pNfxLGU3cF+SP1hKY2hVJZwvMtizx/3n/OemWeVrKk8MWDc4t/BZ1DHLDjd+RBkbVsXYxZq5oRwys7lca6Pnxigy/qKHXQby4+ozI7C7Z2RZCYTbYqQK7eeN9oo041pzu/0YZZQ4wWz7PLMkuT531HWxtJE2TbxquYAyTiLLRWczZ2dBfyD0ouuWzn/PDmTLEsJP9/RLwtBCk0V7YAlFhzyocMrofGVn7bESrmuWK7OXArcfl0nVwdg7RXT2xfAV70rRE+nGzL4sh1GKjpcV6xTrEiwzoYB3OTmTcMio30zNjZXLeg4zO8bVDRuTWwOvxb9dvTHtei82aHk5hcvRqCV15LaaF2jMgjCqYfv2aQ9nT8ueV5oP58Db/bvVz3x/248T4PvfPfu2/ZD8yO2Oe7c6H5z91dA/bzh7qefUUOJKSfcHOSuFfCAVi9D8JjdccNgvjvEil0vPG0GGY3GJLje8kr+v4mVQRpXNwHSOfCSMJg9TeVlOzI/kw5go/G4/mML0hOwpA8eNj/W++08qXQ5YG3PA7gu8lGXZN2Ba+8WRi/1+22k3hK0Jrf9XE/iJHHn9PxBwtwh9EGXt/cGFn4wdXVi8KmLGKiYqzTjHqqo0qYVMysNj4Lxn7Si7yL4/iVjWTbH83MBrsodzxoQd/51r7yjyi6lnGbffIoc+jJzg2hsuBK4zZYp6Z7hG1luJdXkM6SvzdMlB7iu1dta8YN+Q06k13jV/vcDlPebVFM3wRrnK1jwvfDvYqFMtK/PnW7dcjfmWE0HuUDsKj2MRdvQl/x0ymBX5Y16YWm9ekUWUrvFz8mt7bu+f8o9sL6DIvq8zhqpEnPXYHLqs7gmCmDxiHjmWDS9pQeftDpaIiB59ZEUnVLOHZdDMpSineoSypbXO0afl/d6zjEU90rXQCkrh/n2L7aAhje6vGUKxo1lO9Pjk/sqpyqnYbsZAn7xDaosTc0Z64gSfeBjB9LcXWEzyGyreb6sw1Qgz21NPUza88bZq/zwr3tBacUw7nTBlyYtUtH1l0B0cFY7iEa4Lo4yshJ/6kFAepUwtbndpALti54+AS1nW7RgW6nftsi37L9v+sttTtxnz3/7S9FHNwYX2qH9A3/kXLNIpltkib1QOTAoWrBtC8vTRuZVDqrFfVegMqxevHjBz4du19YO2x9/zyK5VrStLy9LKk4EOJ5ZhifAxnrElpAkTkWOPrV292P7swrXG1P7KgfrVhv7o+GlqvZG44labnhzHpM2BU2lH/GIYmrj4zoD6JuZbjBVeLUVqa5PeKqBWJ/GnsliIGGtSgt+5L1PLlLFBA4sP5HzsTM4851M8Uz1pOWO5akYTNzRQ6GK/e0yX15ZOl6UxxSzOFQWfvxG/2q0ZrECuU+Pq6aDlagX5ydj55AkzUmk0DXpgPcuPV88ooMnWx6dg8XIAyVw0uZA9JZN1tb0zdfhaSWVdqX8hdW2T69aGrvzdMGlb5/vsxjJWxnwXx8/NrqqKs2LrEe9FigxnGBNJBcpYShxfU2C9ZwZRTcaYMZZ6LBsL50qOTyOEWjC33uqHZFvnVlxa81uui3lXUD3Fc21S49k+s2pinXI9chG5iBkm0Ui7mR0mkTGNcchya5Jt5t71IhlIqtZM9hgPao5YX8ldDLSaQqZQsHukq9CmFjYYGvaGds/c1g+ZhnI3kmgJmYL7N9m3ydDZy8VLxqFSMtT7RzSgyxj/UNV93eMt3QlMDYkP+LnypoYmkYwvE8x5goQaIkV2yI410JAILQl0SvDJJ5/k1OMD9kvqJ2Ly8YGKt/CUdpv6icDe0I8pyqBj/7vCDRFhIkT4mZsRbFDlklkCH3M7YoaUhmipziBwyMcC3NNa/ugmLi9MJEg4WIuE8Mg4/ua5W3htbMCWgm1snrARhV3UUzBsHBbi9LUw6lLzVyqevWmzAG7sAuCCtBV0ii1iD0kxMU4Q7LLYK6EuE6LtAKOeS3GDdPPfFLyyjM0TN54UAsIC2Nfe68PZANhAGxtmS3dQZZKyhaQfl+JwrUDgKwNL2tot/rQdCPRw4y9yIuCV8ADqgLc2olSul+hce4guIZnj9PwMlVSGwWbd1RT4/rvvfp/8vfvuu5Sf5plf2egWBi+JriaISZ1ihadlFjY+KbttC8mfVT/TcCRzkN/3RQ4tbR3d89GRIAgeC+pjhMfI3VLUW2Wx5Z4zhaP6jalnKq72G4rDhS3VHSKfNuhljXS5VqZ82H1tj62lQZjQv9pnWmNr+XyylTxUmhUHK4eYFKyy0ZeQc+a2yi3Li5TP0rawKIFOzxmNnSlOwBxfK+oyNHrF+usWEPJRx+J1exsfciuYIyP3iGe5DZv43dRx2jC/ZCJf8QaGpYfM/PklDCoWVdNsIStlrCxvDC7LgypQbaRqbdlUXJ89VrlXvQfErYxTQVV3VcHj7s+ou9eeZSXM38QMOTccw8hB18DyMY/PdU9hreh74jBnhpgkRpv6cAvoyolFMq1sHmOSzRByqBX9jAqWJkSyENKHJwElwmS6FEiiKfT9M0rS1UsyKxEZNlTY379Jpgsrw807kctWaUQ6ck7ETqJaxOPXDlA0cX0u4KRrEgZT8CgsBvrID9k80JfR5Yx/UPR9faGDWDP70+8V0V5enByhAYRxPcua2Z88Qhtkuhj0/e9jXbED/QcjVyJXPM/lXIrdftTeUj7vkGErRlYY98DIBm3I+WJkw+MHOKzzHuAwYuLlbQY8xt0mQrq3bXAIcUezmzXn4/OFy9vadGGYFm647GbZmnVGwN/M35x4Qn696pM9TL1Wsim3qWylSyWb94D8ev6G6tvTH80QDqKhceksu+PYZrYJgoV+rqzpFs+LwBHqSZGaT8WFi9BmG0Qe9Y1wHL0VRcjjrEBnb4lJPyzJYlJ/N5d91nvUbBk7WTqLrKMot+YRFHgt0vvngM7IdRDRr72nSOpLIo0VsQ6eCS/gMK+CGzhs3M7REmjHDjaMksoODZDKtNnSlGzapRe6RW6RXswmbOKqhL3rMBNilNKyfyXEDLY/j/cTg2Vgwos4mY+DMzA8ChEZzMhhf7pE9u076ahwGRrDtUKYL/3QJ/OQaTvEv/iBGyVzM4rZI+BrMoTTlHL/xZjMLf3www9pZ9AEPqR+g4Mf5g12pVtq7R6BVFy/QdEnf1qzK3kTe3nymsWZaxtVl8/5HGpycal6TrE+rZaxG3o98FfO1WPHs+vd2yIBq6DYmNXG2qvK4Hqrc/KEics9pbxQRGR34pfH9qsPWFArOgKN8OaSEZ3zGyLGJZIa9TNRlOd75ShTCKevn1xDU+krNkxeMzkboPvj+wOnyvscW3Jtubb4iviKqvL/Ye9tgNO6rkXh0T77/P8IECCgwhWKkIUiFGELxTjCFo5xjGNU41iOcY1j3OBYrnGMa5zINbZxTGJS44Y0yg39Ql6UCZkoU/rC/aK+kC/kK5mSKXeiO1GnulN1rjpVp3SiTLkTOtWdqFPd+fYByfJfnKT357153ztbOpyz9j5rr7322nuvdfbe60yvTvTl1pd3FHfaqF8tbIjatUxaov6u+8l8UAy584O+wfBIz6dUuFePan/hNl2COKdc8762PK+8PG9Tm1+6cS4ZCtXZZAGM1+bhYHUqTs0ZORMHxEUUS/M96xklM8TrGnQNhobaTBrhbwg0VOeyROTLM2u1Cafle+a6KaPaIc5fAaf4IV1xKnFpwlScwALVCaxZhQioThlBGxrwlidWIZCJG1NqM1PiHKE4M3UT/qz4iWV0VBoXGiFQq7TVJZ4WVfWJqwRCoh8Vp6j+36o4Dkm11qkamRByDFWdpSXyqCWiZBTSRVAx1o2xORZATl6tZgmKcHM+DgyKOkEXUEFRMjaoevWo/gXiYgJcABIQBEsCVaClSEhk8P2rFIrTl4gAkUM7dt4oXtVdk4K47/Qd6o3a1C8DBNDcfBthI5alLY8vVw6QwNp8L5SLE6KAYWRKiXxJqmu5MBaFUyHWAkSlHlPMKwiU7b45pUJkH6VpG28sNoImhMEoOjW1wjYgbAG9VLpWTydb4bEZcQ73TSf8TKyIlmodJOF14jGrIGArnAa3FhJIIYqqO20BxaEOi4Evv/LlBWVZUmpzpXBdC2AgowRJIPOIsdW5WsDIa9khydm86T9AdoTq7HJVeBLq3jJ4XTxO2UDt/9TrK0dINaE+dUoE1xK8LkbbwKlrE5+qHtXks1af3ir3CHbg4+rqZ2gHdNM6ap7UMtvc0EyZqAUuLAlSRcJEO2FBPy/38ll85nThuJ0uEWMwiaQsTof5GXLo8uTjXsFNB+ACraAGyTjtICvsLIyQx2ysg7+cZgK8W1BzBWz2TOLC+EHfHjftwl9e5BbpMPCSSbpAVEiTP/7Yj2LfrvgS3NSFREjB8JSVHLtSiS1KciBd//4MNU/8IitJNIzjHqAGKZ5v8EG1PH33yB0F2kxYcD+nwBbZIpG7P7/HeMXeajzmxjOKMhh2eO43n8t0Ob+ZpEyEa2Oo79Urg8DbN3VP3T3+nkzfRG9OOh2NCf88OpR4SH9gmuUbJrfotqegm42xesxJzTFpfLI+orRAhVCQelgFIb7rx+kQNoKNPuI+PFE/zUfhx7pw/mQYPfDkApmg55g4KDN+yspOSb3803FMe5dVMNrNkuK3dN+pKIhRIUoUhCKzeMr5iEswEGk+WO/k9oEwOflt9bfdtAJfqZcZWi/UakbcKKRlFvA4sVxBBtzHT9Z7Os2tJmaiPkgtcnbe87BbWxqY16cbrMI0DNaXeZyNERWuQoZIKbNSmTk2S+SYmdOVo1PYLJsTzsTqZ5jpCwuXaU7P5pgybadn2azkAspFVuYcLBqnuAJnJor8tMLIOekIPUuq8Q/0jFnmq/dSOmlEyPEx3EgZqTKsw5ZlI/K9cVkZdStmPC4UsAyf4SMSJ7VAm2RaZlSoqw8xswyN254oXsxQGSpOB5mUrCKJsQp8lnHAmhwVGLcwEKRGCANTAbOkGOYw2/fomJsWQ5K2orLMMCmAEHNl1PrT+Dwpbj4SveKNsGOkjk/QUsrB5ykdb5C4BDH8OXq+eNH92KzPJ5RkK9XrYd2PBYYSdEpq5zNUiYkRYvwQF6WjdJzOMjbWxF0v0QUmyA09HPmWjsW5BGKTCy9jEW6QRALOpYUDc4yJ0qGaHOFFWa9wBVbPh/m6+pQQIbRcVphh55m84ncLx2aecHI/esZLOR4e8oqkJjgpnScn68cDs086UF2oOec1rWJcqmBmoY/0ken6dL1eqAUHPk9M1g9LF8hBQlpfay11/AK3wE0LQTZCmpiA1CrwtI2bqNcyWibHmpAgieI8yyZYcW9oigxLaEVKGCStUhdmpuwS8XpUoZar5eOk407LHaNCSugq0GUmKpnAcMqCp7lmse1luUm5v5GWaOvNCrmUo+kZZpjURrXRygHeU2spXjBHuqirrYWvN8k+0HE5odZmyswkZSDm9aGvG694LtSk1yZdOGH+pshKB5/B3bienNc71bN4iRpiotSk1Cp3ScPAhGWZObd3z4qkj+M61nTP4JYM5WNodogrCCX42iAX4n8xh2QByQPnwhJ0EUzwQv7Bgs1Xb8dDvBEbZex4hs9jK4/l2JWko9WUI/gokEI7qT2ycMBqKW6coxPs8Q2vaY9MP1AQwqSeHhWSHek1CdoFRRr4zWXmx7NQDAZCTBskS0AhVCRZvgyiUErb2QLtotoXiaXuwgGDTzrOhJi6eoXD/g2cq4AYq6WGOJoVm2GCKzNSFMbNni0ztMgYI7XSlUzWOwSHIELtQp7OsXbJZL0bR6XAFokEF2J0XIYZ4ef4Ia7U53WleTGIXY+TEz+iNMIud0BaKoQUgRLvpbzUcm+Jd+NcCtq4KAizAXqEi0js68x9Q3i2Pls/hI+zxaqczcEJRsTn5CqEjtdL5ukga8dedhKo/0Jmo/Yufq3TZjJlGA/pIRVckZtF/WmA5yWThIMPMa/Ny4e4ChVAndbkU7MnyyTO2ofHH9kawLTf0n5LwY7QRTaDB7kISu1jfEyImTnueEjsXswSrbTMlbm5k/gBIzwWlUQlBk1Q4ZMWKAeDho4M6ikH5T4mwSoYnC5SqZ2u+1BROBsuNoowV0KtcpjJ8HG89vGkeWpcuoOm43yQ9bFWXi8s8EnMxytkYrILF9REHJgJM4EaNxGgA7QfMzMfpqQ0bWYi36+EMlye0kM9XCDmmAyyRaX+wZNOZo5zUhFJ8hHHEI9niYl6OuQ/N9GQZROCQhrjsrC8NtbzCWhL9/r78mukTHbpDUKRbrrYpWJg8xYfN9yw/s9FxYSSo/rPRFXX3o0JF0+ZQNPFLUzrlij5518rYN+fz3PbzrhVvXbSgn04CS3YBPjhh2qtZcC3Y/S85Yny8/PP03HL5dr9/KP0Iz6f4VHbuaAhdefcD+xPXH9Px+fXiCG4rvw8faF8ppiO9RKxr744um7NLGHEImQUjAkJmKvtOLzyiY0Ttyp6MbdqCRAFWboGSsAlTqRoaVX4cw29DnKy1QK9pxRY+DH9GRcYfHPqp4Go5+4R27957tZxV7Eso3UtrePP0khlVlIDVWOYCiCZX4WUNkkH0hOVW438YANoahLaJOASaEorosqIckLZS0B5qNGpYggCdG+Nqb84zTgv6TjmByiPKaRCm0A1yx3odoSVvPaa5GqOKEsvIz72vAKKuGyNBJRCoGkS2pewTypb3MANWlbwQ9i91avu/fRdHISxd9+9PALefXcEXBaPd9ERxubuTDyxeFeZtmBDD7mcRqDfM+MuDU7faewwnTKf0klm77GsLt3vdTq3lAd0h4wHrSd1tO1c/JsZ99Ra3V30mqG1mYZ5jeeo52iEzJ+zP5Vx5h3DQoLjXaZv3IjFtyN6wXIxeMx3QkwVPFY4Gr0QPXctZunpxBOJJ5IPrNAT3plYbTfMn0wF0o8sHqn9Vo4V24pts6smmjL35K2xtSNrZ9zDT8Ax22dxc4xLaJb2kn6kEMTNpJ+MLL3RnaF7ujVUi8RR3TQ8xIFDh1qtQqrh4O42OdiisisnlQUlsiUun+qY0NwSrJA+rKFmGfRoEoi41rQt4/Hhb6PUIQVKV4TVJ/dvXn4qqemNYGNgDCBhf0H8RVd+rIiNt86ci55xak2rXWuzndb7ZGe42KqP1cBETx/PNiiod4ZbCvfMbvUegNqD/M667ePd4pSLix5Uz+2dOac/W9Aamr7gaZM58fDRoA+dpg5p3TKbG53i374FxpDXtPvD4oPeNfNfO9hV2Tp8cvBU5dyOzQf8cj0U+vNQPKc/iNn+babXw0nV1T0aL+a4kOZNeuktVYIxgSxX4Qiljq9T1MGSSqsmlGH1yjVdL6aILqWjCEJZIsW4WXktBWoNSpe691/eHbZqpfEz//xzy+WZdm1L6Nzs8LV32gvOthTS4c3y8DZHS/Rr7h71PY4Ww6rytyy9+ry/z20yslbl0ovJnw1Row1iSIuXeWBX9ub7jfdkulx7pI/Mug8VzpX/R7viwvSFLu0TIPVE6gngv+i6KEDCEJHx2OTbX7m/GumO9/rutEAxlCUozwKwKW94sbPypudnOrYKKYAlinnWWA2IThoEB9zmxYahhN8ihrHvJYjge+L+A6Pk1hvczEjnTNBURnxHxMmhwEEG1OzCMdG/rVw0aluIADvMEpIsm2eXIkV7XYfsdZTYxYVRxZyO4XyDokEJHA3hhibQzqiaGAms7oUlgEJhUxBORUYhwClFWQHnFT6lJFLdkCsAFeQbtY2iNWxvdIm2KkHUtipUrdeiCJlp5FXi542CKjmXVpVk/1U5OWnAMKCle6nQEriKUFd5wMmqHJDbOQcDPcwiA/eMI7Vd0l81qmEIIIZKWfgG4JS3ZmmfhhL37N6WpVKkFAKlHZVyy97l8skph2JeUVFUi6FpAdU3GqCZVw3LmVE5KvaLkG7UqU4ul5AT/XCDMah0iCvP5xXhBs0XcOxIr4yp8uTz+HVrdsmELA4qst5Z8PpJK7j6yuDkydrd0nnpQJf5ziAzR0wwu3nKyBwbW23viIcWv01b9fcNnU08aoRqmfbIzO4g5d+Zuv+UHbeyixemv+vColAXtF4aZEzshBDBnNBc7/5+6pIubP3+4jHPYROlZybxn3b8ZAHranf3xe+coZwgDWNUUeoEPJ8mvTjPR0G6wcfP43jfTL+XHWNcT3lPzvDe+gUuD01cCixylm6LIO2uEFHeylugh+5OULbziUe1Ag10j2UfiUsnaSs3j3TD/M6J3bRghrTEgqUkUVZpw2ul0mITXIa38T/TMSZZUghBI+OXTvePKjOatGuhnX/QH6oVOXpCR+QoNUEztBW3+ik3DMcsV3h0JOpFMiv49eyYYCyeJYbQ+Hwo/5ga9pbACleSrAlLYGmI91m6i/VaQSsEsWhjTpFTVOQrhfVRC+2pZvf303+Hn9d9ewaPA6TxsDMMj5toG7vIzdIm1kXifn5vjBdDBWhp0TIPs/GGJLN8LUnUK27xYIpd5iQS4smnxJpJ7cuyYt246sP0CF1jqofO0dfzFWejxApn9btwdoEalEZxH2ciPHxGkmf1NC0RgwXL00XOx9jpKDvJpJgiHeNpepgJ8SH+2qo3UiFMrPyitA4ssqKkGRkrGMYs3RM9+L3S7jnczvG8Dq8QM7hUmCIXMAWc5TPkZpekVn8JOilo9aM9vwUtqd4YXamG28zDTdNezsGlG5INNpVLVfulkT0zTfs4mhuF4r1e1VsHzda94T6X2m10dJmC82CeMpx3G23bYu8NX6IEoIGabK+42dKO/hVLI2deHDml6qub8TJ4mhADLqldK9S9b/iw+GofX6SPTCCL4++nlToi0pOy/WXuxgGYXxqAgwwIMjluVYnLi28VC/KKapVNvXJdEarxg6CWbJZcirDB5RRSNRp03pkzzh2yHKmcSD5h/YZ+LX08d+xPhnP6g2MgSb3h31eS2xpW4m33+I6JKXLHpo9elyiiydyXJytK36Hab8G8ffv2wAexpU2npZrCbcdGkMJdR8wuqdt5jjsY4hdVXEUlq56HOcQ20aHn4NeK29Yv7lFEVRAoIUf4Ip7ISCQeyfXGl3akfmWU7q/Z99Fw+t666CqEUhpZvEj5Iu5IEuHN9QY4sfL/BqwTZHH/aF98hEaUrpq6CCYuAiIdSSGUol9M59+CcpIc2+pvHfrB/CXxTW8TGlMCEX8k0xtGyAb/FoRTZPJsZE8onr2E8LWZIsYIEoEsMiPTXWHOurL+oQtqOktMih1FSu6xJ62Cu6F/L9G1NayYVc4okRnyYlFzE8gt6fzZsQXgZNL0qm6g6TxQezhPbJ0Ezy/AkNze0L8PPfHjWnKkG/9pyTZBdskIwMEoWNQHH6vjCtoJClk3gzhRBwjL4eKd3m/q476tnAcIqU3OnUlgHwh0R/rd98Ydnkc1krA7ZJ7slbY+87pWvwxPr7tCDbbfElncmGjJdesF8fwP4vML7ddjr+we757uPe6QftT8UQRDpyiAxPhXt1/njKW1vtUajcbPtU5xHbYbjZMVa6V1gq9COpZqIMuHOTHYNb16WqsZx/U8IsODyarnyqXCexGL83tvjb3BkzyZX3ag48TzUhGNCBSDus250Xx3rteGtBFT/XUOhmav1RqVq5QUVZ3VEqef2gkGwq1rxEuZsKQOKhoqDe1yCaxNQVU39SkURYVc3Ld45mB1y6BCpVYRLc3Lat1XecJJq1YpZZy4YxZ2iZn3ANHtqRZQDCT6XgACnAQijcQtSVRgSVoq5tYmdncyMae9tWweFvUxAqElpjCJjKKm5OVGCOcb1aiVmPEvT2EOL8t6bTgO3vJjOLhVuBqhwy5rG62GUvPkA+ndZrtis+7eApN4IG0Lb1A/NR5ZbNWvNkfws3X7hw/WtU2AQKsdn1jDQz0/1JroCK3O7UjtcT8901/aEn8yud4tRHnLjrDxZGan/7xr0zyU7vM/t/B918HA4cCF4Mb5tZYL7v7gRmd/piEIdLpcixsOAc9qS9QctVGV85Xz8+e1V7KP+lbVsTgb+EFo28LWur06ODtoiZrOzsWshojaiyfrp+6NbDatcaz24nnuRrK11qE9pgFLdDg+f19mo42abVA/Vb5rih+3mqL+H1xfnMEmKzUsK9whFsokMUVHRuruqhPf4q3R668tXvxc9lHTCYNtuZAJq7Q7b1oMLxV09Lsui7nbRtkoc3TBI93nesocdT1fK/biJfPZ1GPBjfgWS3Tsgv87ywworxOzDm2z9Vui+r/Trw2COVPQooPutVbqn3ItToMlir+QWzsETC1DT7hecBhmZP5O09nJx5dLX9mpz5WebCXivV7OxYW4z38vVJuShyl6ipZ0yASmuUM1xGbZcVbLAYM48wmUBHFWXJTBmRtGGloGmjWSdXtaAkq6EW+caiRKjYuNUKryqzguoZJ/qVQeWjmAMpphtKKTXzRM9+rRaJIF1xKhab+eAhzL0V3PIaRBBULHwTSWBEdnGvHr89t+Y2ajONL9nVVhfmf4c4T9asQi9teFRp+xpCo0uO/K94bXmOwJu9Tl3ZmyjFmGt05DnyMT3WlsmfWbu8pds92ZVcXzie+nNiKFbFDHJjUF39g+3f65TYV+m6nSY/2uXZa5bHk6t3kcWu4pmb1NeFP+3kwr72wPPJpzGz2OHyw85zNOe40PWJlCg+cua4cY8k0o6b23yn3uAbtx+E7PD8TgMuFNLiuixnZFcTRxLNO6cEeNppn+dstDK2TldybvS95nPXhr0kLR/ObR/kF7bkvOjW8tnymfUTdYtXFj+M64b+yE4wdTmXAPDZAQuW1DXWP0rS1169KKDtSn5Kh8Q+k7SU/iweKA7p7bmffXPDQL9E3O72hPWgP09+M9kZ5BNLL7biOwXQu0THgfPEwEuKmGNmUeED/hRlVXL2ke/L4Wn2QIO9Ymr0KDql47FrFGrHkseXyan7RZHaUHFuwjIIV776x45hU1WGyD/1zpmbDZvrucCz0lKDO9Zk7PSes/7x3FCJ1E480EzbV1iI6uNcotUEJQoq2NpFZzWfTLo2iINGg27wTVHc7re05RzYJEQOMA6ty7fSr5FyVonaB7lnBva6/h3SYnqAAQs2VumW0FBOlIw4GrGM8P1LA93SFI4rCa3ZZbZxcQBwbTdc3krbeuGyTE5ZTib96au8esLfmCh9L7Zu/3aFNr7ZJROPWonijBAqzER9uTHWnTLJgG6rtD3cm7Zu4cBn8ZHnIdG6N+OYl9MoW9ZcJeL0J/Z8wxMjix50/FFl5mv5h5aPC4tqui0pNTJyzHnOfMIx6jCU52zZnjmOXuOasD0248XFef2TdkVRiu7DM74wcKQhqbeNIq+RfXGqN8BISM8/c57qscrKyeAFmA4zqgACbwcz34yye/+TXtTq2t4ybATF9gvdPyTOz7ge/Fd+Rscx7t8U+ZWllsXrXF0xn/VnmvR+vqTm+q2/JF5Zq502v4i1WVDV9Xtmz/0MaV4jkGvNv5A9MXvlIZ3ccrawra6S1X9uk8Ir1FIX4gdHyFaP++ySNpLP2EDrNKRvlQvWuNetOcUWRBAITtIhMij8Q3imyIbxzZfBMjFnoXN41tnOkLdRcC3tCnc7qJd8eeRFqCEjCowVs5I6e/jdgnaKqVkzQJgIJMnqkwqzY3y6rrRl6rKVjy7cqm9RrIQYlFkVT0H9/cIiogEpQAX1KobpfCSQMR/aoV9KeqyHPghlwfrmWaBUka3IDwV8voFPgNMW9dzUkqyrsVv0HnuaUiVAtzXa6zpvDYsRkY+U7Ap37EddrxmO6U+0lDv4Jx7Fi0eu/h73rPeuf43VLw6fuhDaYtuHnMn3oiegWPVVangPfO7ePrPD2zR+J7s8PRjQFqWoi61RutVn3ITap9NDmKBUEZzJFW4AYOMGZ1t02u1nZYVqMKuVu60SGf2lXYO33HvknwS2ub66wjrt5Yd9fnU2O0qHc791ylKGOL3/tFRIXi864ANbk1tFsMk7vqdl9L4Lg2rbw9if6+8R0ikandE2sC5mwP3zPT+0uzRb1x+iHLe4WnRNFy0Cn6S4wlZTzSFOgb3o//dOH/9ffNwfPursWGa7rd2tcBNK0M1doTEH3jKudZKwer8qduYCDgujlVN9gsAG5gX1hZUQJNV6SRVsGaAH5BkgLdA1rbW5lnlK3wg9Y6Ni7mp1zOb9XbP6/llgUx5ggE27YjHGrQtQmWwUBegd+Ie10CTIEaal4UuTFKT+iJecwEXn75ww+XrqbBhy8H0MWHH364oB/fHyUqnuAdWj2tSmntJ+bOKdyz9tGzwtD54MNqb+6x0cvz25xCfnVQO95auN+7I014nSncvx3fat8oL513rs1iia32Pbg9fkx7gn8yfGHhQf9QMODeX5LNya7Ha9mT9szvSD4YoAJ7UQ6ei2Lmix73ubELK3nNb0v1LedWuD8JxSDmGfzGhEPM1X1vLRPnEfdWMYzcM+8XQ/6Q+5zznD9UpUl9r0hBZu0yZeWjJVmxsWD+yl94SGEpzNLl6aIYhhEMra9Uf1+p/QToTWr66Tr5NQugl0Vt07R4dzXu/9z+73m71E8UaBMjBlze+6SjZepk9u9uAgfa8ocmYjeCL/EGp2/+yk1g3Z3qh6e+fxN4vtP1rdlnbgJnuqIHp+I3gp92dAfxwJ03gdOmOa/puZvAprUer3HkJrDna5Zz5v/rRvBlR5Pzgvm/3QQ2aCfPJ1+6CbyoLXzX98ObwOlVscdmnr8RfCX49fkgfxP4ornZEConb0qdfGhSr37yJrBPFyDC7TeBFb64zvnUjeBnwo+ENqZvSn3ReYfhcfrFm8Djd8ydMY/eXMXHnP3ZrptwZ47bVydfuAlcPOFXzX7vJnDupKE1nrgR/Gz01IzTbbgJPPT4mCQfvQnMnzZJyk/fBE60xX0zl28EPzca0rcEX74JrD3HN0/fVMVPJs4vfM3zSOlS5j3R/bf583eAcOLSXQCbt7dQMhc7wosmigZADSOH1IYL2yUqh5KQ3QzK0ktPlOiO61HE6WFmw8VqqmzD3tpzxPJzdQ1otJsTV+Cesi6dI5pA3HVIPRA+bFs3slZhjzVX+kOHk87I7mmTv3XcWtoZeWoEjPTyfe67M3Cu3tGQNc6emj2VeHBy47h1/IHAY2IYfLyGJXLYvXFw482YkpbIU5bXkj2BJ/H/x0vn6Gn61hxZ1iXg5m5w8c8iMxjRLdSTewD4FJSU8hvuPTQ4Ay4tJX97VxY9+QlSWMFKogR4DRXZBZ4tgI8c2F+CIAjaHBp/b6DZ0xBTl/yLw4kHcoOjXeOrPJuy/dObA7ttpuKa6+OnN435Qi08Xvpm3fetV1bSTm92HxJD5vG679uu2EwjO/D3TEQgDIcuOi8izSpiKUffMvx30Uf5bK2sCtIrKctEgBgW7qy9P41YrN97a/qNGWKGCC850p4jM9Ky7EwKikAxuNuW0y5G36r8uAAKwLjkIj1NBBDSM3tEmBgyV9Ean34r8GM7Zseml5JOE6OSFX/qdt6OjUpKDWIQU9VdfXDo6bfiaXHV2LL79gAxIxGtfhEmhjlDLam/z7J2kF5xlGilOY4T3cDqOnRW++ZhhT0KYPx/fOVX27a7Pmwhmij5BPRDVRLG4Qs+bAQSOTgGR6EduiFkqAq0wr0eKLoNl5TXWtZBgOxm3TrDumE6SsMwOtVWrrtQhLSnFhiKRzowxHvoHkrdg/eAuh5tD3DBmq+/0LqSzUtDQb3Ovi4I59dW1i6iQDAEs8m/1rc2sVbd42d/1061MBqcipNNRTJHvuEn8iQxR06RE6SH9JOQyclmNAni58OkhkJY5QW1XzYqG5NxDJBwaVkWhbQsg845dK4SOERCuTgDDzn0gMxLVpfcE2CC9GniMsjJY6QEMVighJ0zpFBHbYDK0/8rEFGnUQuUQXAIFBLHgQRMwDAWRrX0PKoqMAIE2Nxsh45qAKBaT0hInNVgg5QgWGAI1ZHAUQF6mGYoKC5rjtFTPFddOcAMQuCHxDA/JO6bHdUwP6vAdwtkgYwSUVTY1/3EmFgeuGePh+Q1YhDvM9VQLfWMekYNvaQY3OSMuoyCCozLxmUJGUelUPFRlllZHnFAq5FQIg84LwkjJKXQqFQqcS+KBknWKrVQQiR4NNVZ0Xk+pAlolqPsgkIY1Yxcu8M3XEv3ekr0MFv1ii96nZ6lRZ/TtPzm22sdKd/kWbkKuM5b67XeSaOya+Z7FepbxaJnwZT4MHDW6HqRE13fvlnz139t8mpWnI6bYoGcEW4VWQUI+hqEC9wORJlqIGr4y4O4BdYKAjSQRxqN0NBwS8jnYRJccJivEeEjp9RfAKaMSwgyMs3tYF8N61fJDBqWgCAo+6pU/ZfAblFZ/45H/w/oK4GQJDGxq6LEVdRfKsJ7NULIrkifDQb45TrCNRP/nggHDF6N4DVTXyLCAn1XI0Snt38zov+4CMQpGL7KKTj774igkK661IpDsr8t9VdlHcJORK5iJ0pfyOr/CWCw0ik0XQWG6fabgdCylDJ9Tfexwqaw7PYpKfXVjJIyn+z2jIa6q4lTMr/s9oSBW3XPlO0qhrws+sXwZTYEb0XZrcoGw19A1uflFKLbbuKO2COAFVHh4Nx1nQXhX+ktiOKXiaKAHYaW6ht4yOkvEXG9cE9+cYTYeMDKIArB9H9Ou/2qJbkNXde3gqI6d23M0LUx+S8TAzjp1ToekXmukRKJ+moTSFwj7dV6jn5uPX9+1O0YfV3UZG0F4KL4ITU6RIMwHaYjKESRqg5GkLUu7k+GouuA6qJfuLLJeXnTMgBjtS3l1c3ixNKeYxQVYEMsstSpcTbPiq63CUiIa5sJQ9WtNzI+qv7HxcXEcW58KWSr/3mugP4nueXciOou5aoD7LarG5tNgllAP3aRCNE0EO2d9JKBMF4N2ar90843SBuqe7Il1FBDvIGDHBRXCon/kKoaBpCoWZJUjXZFdfe4W1HdPQ8TikzVw7cgutNmiKVCQ7fSp2SIiHJUSUgIyaJS3ShHdqRAjTYWG5lS40IjSihVaVWMSWVViQXgBJhUla4LcyiUq2FRtcw3sFLatLqg7hZvq94aIpqoBsU4qf9/lXdUCgHH3SSb/T1AjS0CoESFEUTCJdeIIgSimwEgDCLJk6mqQieirAncEfkcdhB6mFmGEwW2U6nKiI7uOec1AgiWJVBuBhdE0kJgqR1IWXEh5Qfw5sYAln9v0xw47j+kQVzDNJQNBorYIG8QBLh/pXXI5De2D475PIl59SiABTyODzVMNiCZYFRV7/6rbpIQj4KrykdVLFARJS4kBa1eUQBEBi/X/BV5mnifGpUHFcElURrobFtQio7xrxWEFVFAFfIZIxGoFLwqtrOKbpTtoDJ2S/GFYl/0eRJ8KxFe+oJCTX6V/8ESvOTNfqk68oiwCBFWhzQyeHJFmpWqJXke0/TWvNpv3lw7b95w9QYVDy5Hbl6PzhvgUqx4tZx+6aglXHqCp/irz1buHMM79FiYkMs9dAo3k03HUtisdLK+7aVdTqIO02EBeDQGY3hYOiXDKZysMBMYTU7Xj6Em1danxZ3M03baSn/69vsBOEnPkjT2URoDzy0wOvqI5KPf+xRdJ147UeTHKAM2hzdv/7Fd/u40rly3b0N7e/eTZpAjrLCjGQS4eek00BJzWJMbe1xmhJ2tz7dZ5S8JCnqYilMh5sM//nCWfN9FhfFXXsyQSZmbSrLPZqoEDsFZnAdmsohX8I/XBKAbH+OnwYwwTIcJncSN92bAtSTX4W8nKCvQSV24ESNm4UcnXEC23gMYDwbkIKKg+Rzh4QtEidCSRpank+wLUAMM/PGPPgCnt+xbd/kZgjr/D33/Ok5lqAgZJEdoRhCkyqO7dahWtdjH+3re/MQHFlCzzEAwTuJkgp5ihnmctkADCJB1YIoYhznYuy4PBrJklrQBE+CZOOkHQUlQ4iSd5AKhI0fIiKw3SR341Zb3gnSYnxNaPNhhD3F4y+EAAHFgZrcNUXVUW+uuNcONsIwhDMO4BQviwrt2+lcftWzvjBIJoo6mG6SgRLq4NP3hhy9OYiHMjc2CdbJRYW+MfysOtcJ6xk6ufwVxLcuaMWKIysEsiDBKN5UlncwYpa1P4YwV84EYqNCtXgrIabhDoIk82xanI1BH+iHhg/s6EuCCmUorvPxbP/NQP6Ubj//GhlGA0OyhqIdtwIVZcBPOYzwmOlUOwjryk0+efcYEDdABXOCn749jeWwY7tfjZz3EpRhRoKNkidsRwsYoN+2l/XiMrYNeOATDRJLy8UO8juMZPePgxrASfsSMD8Ih0kr+SbbFD3x0r58bpIelWqpMTVM55lcBLkxN4xZizWs78soUSPEmUk+WOTADpsh+0KTKY7JW6pVPcrItesZN7HIIRewZNezLgCkwLc0xx+R/mgQ8KJNTZNeRTg9PGJk8BrrmwZzUCY3SaeU/jlLPXVnfv4hbQRE4oBaJo5qbwzOkAftXnD4xyqSwAvacn7LJZ7Afbf55ER/Eaf4PRTlc1911Kgv8wAjj8Bc/neNM2L4338RxHa0GQdYC1CSO7dBjM5Sfk0o8FHhrFp/EszAGtCCLZ/EiZibmMTvT0oEGOZgHv9/f3RUW4rgPHyVGwDzT0TaMh/BP/2UUG8XqqEWywMwxn4IixQMYoPTUOwnaR/vpW0v+J346D3k6w5fxJPQSf5lXSn7T48XaoaoO9zHUmlYbESE+nqQd3CINTJwVM2Kng/VOIc0OEwr8lq3lsyg5qlAIMcxI+FBd5QEwYB/0fakmpMZLULrUVB8XW9M46xP0QMrkhTLBk1JgJJwMiEm95HIzy0Iz7WfjNCjA69vbOPhVz8tXRWGE/VWPFXsWUNtlzNP9Tv6dADVWH4AlNCb0lMnbiskcFWUuS4X/+uZrpJcEdOvtmrGf6ujIwRTEWQ8dhL/LwgwYuFWjlmJfIOIBqlrfAepLNv633cQ8/GTLbbqAErBjepam/IQHRggvIMJYDscxmpqkg5zGDcq0W5QqHUNTaTiEL8mWX9gXJkGJCGIBTJSyURCE8uXWN4bj9K+s9UF2HvCkEebwTU64QK+x8xEqhKWQ/MM9l+L41ctn1PSsMEVPgmnMTY1gNnwStE/QqoEQu95CiJAfjXMTlIOxMos4T6CO6tlqS/qTCRrhSmvKM7fourI3dQGbC7SVQ93AJHebDs3FphATbtGpDZOfThLrRvHru7Y6mIZa0gVP/m6YCBIZcgF8qMUSRLWPmcC0ZJ43go9dzDjT97NXZvF9grtRCrYRalDBPABs2VaAqBsyYEGk1sMuOIuNwS/okUz4ESkuabExX9AxSUEeUD++XeekkyySF57ev+NDD8bDo80qvYI5VEc+f2rHLH4MjTxBUgsqxI7zQ7gCS0r3W/AFvIQvck7oFpDAv0gQTZoi9NNuep628HtarMQUecjCgeZfUiagAYRcgdeBOmCGIAunQYQUO0Ie4pSt/p9a5Ovf8WJ6ykJF60NSG/yNhVYwfQMx4AWL2JSgpwzUG69NYvPkwxVgxp4JsJNwv4bZ+bQPcUOKmbE0OQ6BvEyFWB3YUKbnaDSweLlpGCL1TIA0sT+dom/sXHNEma40xLk/joOX5rAPtnr5BCgQU0xR+PVPD538h2ncxHmxF17Q43p8mnPSb5bgMOjo6tLBLT+Wt8mutLw/j5SUMmbCbNigcs+6Iv6jSVyHp5kfJgFP1CHJDEFqAnGoGYc+7KOji/U+bJgOcRHUHe3I0ikwT0sAk1aMIVJHCRrOYWZA6FkY50XnPG6JWzJEeSheCiucGpkeZux1NROod9T76AyrhQcYYVyxvgO2Kd8FXasA1y8M4Zs3tygwKzXDhPhZykKEuDiX5cf4VL2LLgMHnUDdWooLUB+awAI5RFlhjPztiKBEnYCfnCb9DOdXeAg7SFBhNozhhBZHnAVq8JIZH1IswG1rQmBBbFy0A+t24EZWQeYEr3KStYMrl0rElgS7QCwSanqOkgox1oLxqGIC2NPjzFWGpgSdNN8QBWOsIJGcp1SMGZq4UdJH+VkbfcTCKqdpI541Lc1NI/NM/IAe0QmEFkAwLYwSaDzsKAtS7BS7SgKgiuGSVZsqV7OlWqiq0zZxOrKFAMsmnGjZuOEYMotyMlODsB8o+8W120BYH1FIlaDVo5xRghmlrbEP5dIuV2WW7IKqRXANyqw6p+4kqso/rNp0AjRT/yloA1IOUEJvt1joZj0r5STEq2uOmq8p6k8jwCL687MhTbHGGk3zl2FLHFugF/ieTiiXXzV1xZUXAciIJek7tmepDFt4ZbaxhVKovMpfLDSuUP6rYUwHuf0gjE/C64q74cuUdQovNdg1m9ZBlWqlwFCAyITSiY6df/JSuvrzk5gkJvnJZ15MvH/pJRHixT4Tj7nGCTQ0iuEzIx9fClLtLHkgjCUFg2xeMoWaTIDQMQjkx9P8PFbGCmy4fqQxJc0LrnpXfZ3EDiYYDzOBtKFcNfBMhivJkoKW10tS0nlhAu60ETGhxBUpPTHBTmCMkXHV65gCvyBbpCZILTvOI3uHjND75wgrpRwRvFSq/vQUuUhroanhEGoVgpF/wS1MMpX6sHJ3HSzV6/E9WkmAnWLKWJqfEc6MNozj4Xo/P0XRgqf+K9O2bZmGIjVLLrAZWKXFQIlBQZjBBFWlO8YGWOkS7UXeSvHYIlXHJoksW8Rey+ElTjIiDJIKquM1nEjVf4bGeHDbUvxyjIjyYyAsGRXypBTDmSFSLIAZD/IxPgM6m71Yhk3Wm+lBchBfoN2sXVliPJSP0hK/L8PRhiTq0XzUKBPEPXiI5FLkPIdLg6QFjAInf9Is/F7Ne7B35rl5bg6bww76MFqokw3yWSKIT6FRG7hggB8jzIJFqMNmaSuvwA84wHSDlfZBLzZGGpkAPYa52Y+dYM8kDLJuBa+tdiZaOkSnGB3IcBa+YycIwbRMqqhgMyqf2qdGVjxSZK4HeKTP1lJbeJOA0vvANZFRTe+fkLiBRT3uGtrtw+2gFqRdze3NUhC+u8j6JZN3g0BfkR2SuKOFo/pD2QszrZKIJLPa2Jo+TNg3L6+/gVFax29i5IBCf+JH4XMyalBtUxfVgkb0OE4h2m6G2aVDsO3y8mMJ1I93vXRtfEjT+8f3RN8y771HgwEX8LRJeTVq++K5xBclZiQZU0SElliEDDAh5cZApGkPUkGLEjUhLgx5d4KpUEYuRMbYkMzEGDuWXioDGKq+sYvQIEaPVPcxJFEfLQNKcbVI1ZMmJCRLfkIFKBCoJ+tGfZKcQX2ARpOuvvqa4MAk6pjEDmiOQ/o7pBhhVYccdQW+6qut2qsskJPxDeJGB3WDAYVwQ2cHRQEZQVQfQDnVvgNJMX5FRsGtEmSA2bcKUu1yFNm5fvqaNzxl1YIKLKC+qPpmSa1WA8gwQkit16gIVCo99T8h02HpdaxM0kDkoxGjMaBcv8LEJoHYJxcQ6z4Surt7dFX2TVYDGpkvIu32KvchJXwV3sMq68U38SL3i1iENggtqAoAkMluqAV1AxC5MYPjasSPY9fyoX+V8Gr7KlR0HBMZsmff4enGa1mwqKpyII/9G3TBa1jKyVR/Oz9hlZ1V0hFHo8S8LKTpqDJVqYxoenHRtdI7z6eqP++sXD///PLvOynwvAj3Y3+pHiNYDI/hZmiGdTrfQI/XNWbVaX4xsct9OvR4cZt8Rh8go6cmtg1iow/EvzlB2tvnwRCr2154LCNEhmzdmW3BQzMHPF8z3oPvjX9j1BkZnmwJSwwq3Rl6yKZ6beKptCG/Wt9nh4ObkxdnjV73D6c8iw+GNllap9n0SVqghddeWyR3C3GoFzegtdRhEebFtqx0BhBZ/uB0Q1g+T80DLyxh7nodqeUmSBvcnoB1kJdUpGscwMYGJIP403Z4cVRpl3VN1s9KJ7Aw3iUYwWYem6emmSQ2hYeApUHOS6bBDP7661P10/U6eaDejAwHKz6EJZBJQuNp4qiaWiTKTBb3kVGhDEp4mmx2ok74+b068jMDDOLj0jxWJpsOw5Znud/8Jo7GmWFqAzUN5kAaWPgI4cOAF7OTaVKK+wl5DOAw3jBAGcAxYopu3ZKAixI7X8Y/vDyFfcy974ODvCqPeh01WCMVLPVOPirbFaLMdIku4jE4R1bIGaQwp8U3mniSVGNRUOWWEyrYYfwaltXRN7HLR45K6igPowqdDZ3NQzEof/SjH83COskgG753akOdJNrwH8TRaZCm0tQ1DMvKllk8Es/zQdeVdU17UPt7S5DeRR/OYpHjIj+teK1QP6lVQpQywNM31cMcW3os/1jaPnEnCHS820yDV4H+/i9VCSMgc8L72G0rwoWJoqZjlqrDC5L3JCzXV0nlbOXsLatlhKtsxEHHINLwXwJ7H5YLvzY+qN17VOBkzS8cUfkwijofAAYa/478qIHwbWoLYIvb5Ud3F3Ys3DeyJtutI2JwbIf9Dpd//qLba9S9Exd+nNhTW2sYoKREGfE4iG8x0W++NI8/2bIZ6Y7g7CjQ4390K3lc8hz1ghH8okLT5DSmZnbqnprEw/dHqADrIX69rj2KWvLLOnLPEQOdwyzw8qsp/ULH/IN7bHtW+fDORWzs7i+dQY62PRRbPfqtUHM1I0e9/XEucHrEmGgwbJ4HsZErUom3MUYtcMVu+6GE2nVawQ7ROqJIDksclPS0NxjucMPFzsWNqW3PwhEsA0e4MAzIElSKVqgqX7cTUXkKSvcNS/Ig+wNj9+i+ifPF89endPKuxzOH4tLRjaF91VG4GxiYoz0+NsSq0myWg3luiqNmkc7EbOqt8MAsN8iHlD5lStlRVooTG3Vqilfr1IxZbRfXQt42fkSDsxVmCWkOHO0BPjbMqsauz4fmF/gKT1G1p+egQe5TAhFj+/UYLQij9WqP/Pw7qK8dxVKGiUPDp400z7mwDFI21IKNDyI7209qSqRHIZUi3ZHuzTKDzKzE/g3bfiNdYEefkZ5TqVTDkkB38eszvBhi9Qt+0wN418LThu98ESK83n335NoZEIGpbSWnYW3g7rqhGfCSNKgzT8Pf6k8usVXciswzhKSdWqeSaOARYi9UytcrGasAxF3GuFzQbGcOTyksSqtyUkm8L5yCyrjapWniJjRflKKiSTDUOiNIYe+cr+UAOv54RsxhBlvvhM1iLnUKpk4RUPuIIvijoBmoIQLbpsErIp4k8XiWaNdwCU3vX4LYX997771nEzCIvffXvy5Ay2rpkaHDU7gR9WGW+lF6EZuE4mdLy0SGt0lP7ypCGafq2Fv5rv30xF69u5YQh6fN8lHaACMbbCY1nT/nPYp7Bv7p0sA/pcgonRMW3Wav7lheOX+xhqxILa6f7hPnajP8rKyG8ofDOM6Vdam25NeDumHc0FZlZR0NhlCyKF3HtAN4gaj6hgeUkoNyJcGILnqa08g6BSDPzXBVG72HI3qVSO9IVmcwyw0DgEnIw0oihoSK4Nq1jZ7G9g5Cbla5VJsmkTYAyipaXXtyFOm9WzQ66m9/NihdIhdnft+2RKACDDKIwhw3ycIyi8oBn6NkVYv5c4tBET2bdl9TivkGK7ZtKeM8FpOXUd6Ep9HfWCVRDbg2AumVt6EQIdy8Z4sG6TT6mln8k5eRPfxy9UA3yBz2YAsgwXsb+V257XVfc681M+nB0DfH70qu8+tjzc6NgZ0BuPiNCDNe7+BSzDObxhicHgKToIxJVdmGFCHD2UUszP+0gHpSM7nQUKeIsx48ASvAgns4O72hY4sUNwqehk/5Rl61X6c0Ig2uLNVhf0jiw8NjcAR3nYkwUabgTxzOBPCgBbfgUuJHNIygoU1LqEkr4QbLV0aghWIIgGqSFHBwGbKKbBD/8qSdH1lrtlUpG2UDQ3XHl6gzKQoby31VCr0wNJDcLvpX5pnfeLDMnd67X3vDiokBh9F9497c6mDnaxWibHZt8q4xmaUuRWBZbCERpsE4Darf1uAYQFXXBRBQpdRUp/+hqH4yBLItwywU19tzyDxYYE1Ik7ZyARSyVXGYqKro4usNRqJUdUqgADwQjCJ9OiMDrgZI+BqCDRolkFMcEADFMR1N6ygwtjTLzYh+CR3KYSUTU6aVFEVAiUoiIaKNdSqAq9wo1FRiIOrEC9WJayhmFFUbNXJClFJgpP4rc4tIq4wbYdYQzetaQXOVF+/ZsFXVL0XsEz0oGq/jzEXKDEQe21gAf8a1aRCb13RQAledXL+O15Tmoz8oZUE2ynKSL8VwDpHmxcrYdTxflO9ituzbRmyoluhfdHh/aqn0r+ONNxTvY4lWXFriaxBddU4DzdYuxLdDe4QmDQdvyTuuNwnmQWdLTJlTSlRfkoEimaO4nVjiYFzTyxx9/fWenpp3xZ5/Fv+Wj56eHhs2BXqWDhE0Bd5Hh6NtwlYHfvJvv4ncP/fQc4F9nvuf3XtxxyuxXcO7L2078/DRwJ6hByQF4tV455VTq4x3FQZLeJ0l99CTtsNObQwzEL/csuZ3bpgn9o1SdhQW+UV+HkcBFUdsLU7CSXhxLffZXj2RINO0HbfjetbMDxFrtKTgwMy0mbZjcj8WpCKibwErvkDQdJEMsCnsoI0MEUZsjk6zszI7mQIWZhjT4ynlBUj9UDaMwcuaE2/8/SI4eXlXHYRCHrezW9LwvZ4gIc7+xpABa8OIYXgWnIWqE0NkD61qVlGHXcQCTDZEZSXMCI0wRFgZ8LsoPkhuXwR1WBwmYHRtdO3wU8NPlbR9882vvjrZnFYG7x4BLjpJ9r7mpJxUkYJZavr8POF/WncE6ZrHpHSGdR/0HHwbh9u2zQROTZ549dVtOBi/VFxzEAcHuy6/8MzFF1sOrzrcPcCs2n1RowUHJdwmiUxgniaOcRJh6zH/oxWwAKSopHldXmemjkppdBpjK6CrfK9H0fXc5F7Hesf6GBbH7PgsiZiuZ/Xs/D6K9vyu7Xa8TLG1zThOsYpS1FIx5jCvRbFqetdSaXLU4He93x3ZG99rF5Jskl2g6jy5b/3s/QUKWoDvoCx+0H2H+w4fVkdMgyA+NTw17MOQiSZEyGqaaSTiw7hY+2K9jWE1Ro7AZVlYqkcDdr1QePDYvnFspFmmx/QYfeWzvWNArGgzqaVmI/OguEct9ayReOGs5z+55t+RfjMMvIcSluF7pDsNO0a4BFfyyA52y5TDD9GehX2D8YWhQfhv+TvAxwf2WUl+n+GphCduENN5ehLa3xqE0xHO/ih/x7NhJgELYObOAS4vSwCcsgneo7NakaXSJ6RPZDtHiVz32wMJ0icxPOVuVhwIh+2XDM/mj6rhDJZviqLBzQ6mmgJ3pR7w7J0YrhBDxDyuw6eOauEYsq9jmBYrAk/jAi1+JmwQVUGG3tInbBg43fZpYpvOo/OE+yfbDLXdrZ165lk4BTQWwSRXA2iCzUXN8lWi/vlqnJrSgRokqek9cP78IPiDfbWDNOMj9yaJJK7o3Jl4vHiXSTN9vwg8kyW1PdoeHpciC863uprLBI1DzQI+SDSPEOhUlCzfIoR/CREUbZj+TjE0d2H2Qu6BwunqIyZ6sBriMuc9uXvc9GhzxHCLCAedbA0Yrzq0vDwCM8RLZRKdbNLqbZp4aVDT+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</script><script 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</script><script 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VldhoCkBJMdfHHG4owGrAFDBWu0k2/J3JLZiDVi0Fn5Lo6bHKKRGmtY+W5++DCihpAe3Epf5ogYaquBWKWETe/hw4YhA3hnDWvyCkd29x4aCCyK37oEeZUPI8MIsljASSl+EUdrN9vqL3Ev//BDRPYgY7dtbh/H8AUieGCZsAev8SsZVzKQfxv5uROUr3ME5SEH+GMaCcr9HLnXEIWDCnZzb3A8k8xkMxmiehKM3uRjx85isxiSdVuTt/iWLXPZXAaNlR7gR48uYAsYNFZ6kK9YsZAtZNBY6SF9q3knBWnBn9CIyhdU/7G01h3mzWVzibAd2CXs0Nv8Y/GxQB5wxPwkKI9wOEjDeRMpoG853n8zQY7y3KTcJMTjIIrH08UYVUmQY/yDDxCUg1GXWyzvniXIOxyhZ4jNQURPwlaP8+HDkfoYqZHtJzzBz6vzCsE0CMLx/Bze5b17I5YGGZNt9ZOu+y8yKyMGJ2ELp/ipU0ij/J5GgirCwSaHxMaInrllx59Gv/A9DpJa5AlGyMst+u5ZgpzmcGWHezJS1trdOcMRwY9UskhB69n79/m89HnpCC5AUEIgkF7f+qCLHOdmnvkERcNfauhX/QhernWs6VnkAzeFIcINGml4mv5QPzIhGgDJZO2enOUIm0USWSSTtfJzvEVSiyRMGCBYwNPMR7y6U91BPACU1uBjt4eHLLJ4ckw4jJ/wdc465x5+D0cwgae1T3mfPr14Lw5Vgs15vm0bkslCbTdzwR1KQBJYdAU9LX3GU2WqRBbY/hoexee8XTs4+iNAwLbzhb7UIOQN7v5WepGDhxJuWCs1EnboEp89GzlH12skqL7kuPkhL+hmjQTlVxyTGa/x11zHcc+efc3B/YK0NHAc9ygu86q0KkX2Tlh5FN9wzKzBlRzpQD2KbzmSKiCDJ3zNPYrv+PHjcMz+RMMj/p4jJy+8o+FunbDDP/C2TlsHjstwoU5Q/shxw7rCr3CkufQ0+RNvmtU0C3kp/+P/eRU/81qylkSiQyROTGjuF56bC5dmuDx7bH7loOgoIUq4yRBjX5C+yOTqK9s/KfBZhq9zVFHwLffK9pvW3UfLiDIChlHdw0mu7nety2QgT4QvdFQ38bCr+4NjDrO8KC9g69mLP/nu3UiUCJVH/BefMKGKqCIwauYR/80bZzTOQPrDuhr2pPqHn0w/md5ENBFIm2jlVzjiwuCyjJGGmDxdkKu8QqEKheCcDCNr8K87Xt5atBbIp2jl1/ivv8IJGRorvc779YMLMhyXo9KoW68g/3GkqLtbAw7MidobHLN1yKeIGonam+5kBQaw4YGcqA0InLojxUiBpIXxCyKcPQVxBIYHkJkQFRKURMCb+DHxmEA6wgRlUGBAAjkHJ2gkKKnYGtoaQiJBeOMmKJnYlrEtA562cNNNUHIBBphFYpGAm26CUghQbSBPICokKKXo0iUsw3K8Bu+3RWL69a8ZgcC1gd8lOeeL6EK/BFEi/2K8JkiDaCulx/yZzYLDPyo9hpQeI0hI7E7enQxHVTi42q8wSeBiDe9ROKXG5LrZZDEoc1AmfEHh+2kNUkRZVVbBhRMunlaeKgrVK1QPqQDgmhmVr6eCpIlbk90JkgeSHP2ENmVCwCVHDlwVJN1Wq3lZkAys4llt1xMXRrnM0+YlSKZrrR/RWpcHrzQgSF5XeHzwmon9DVPn9YggWa5wy+A1o9e5hNHmJUi+WOV661xijezgu48urbeOjIIyv6vUj/3PdQaNBiBItt252zJ0pQJ2794f4VJpm5cgBb2fFhN0hWI74bQOuIwdZJEghSG0Tl3unH2RWMUFu10e1exMUu2Afh/RjOhSkKLiFodDQYrd2oiDRorbSr9PEqSEuNUnUZCSia2UShSUThSUSRSUTRSU822mvE9SIdGookdARjQTpJJHkDyiGUSVE+tUSRRUTRRUSxRUTxTU8O4JBDUTBbdZQZ16gtxuVxu9IEitxE9S2/dh6/gkdX2SeonN1HdPKvs7Nz9w9zfewD03Vg5eU6YlmEcBQRrGTsKP1p6cC4YxQJBGsbolNrisW+YlSGNX/sngNXMGIewIEKSJK/x+8Jp9A0EKCQh9v3D03/jxI0fyNeb0anspEFjxsOP6aWbBYyAwfHqgOrL0SdJUILHO5MnjxtmTER52Le6UpJlo21Y/PCyMfU5JmmvJqlWLF3tOXElyxPbta9cuW3aLsIV4PfR6aN26FSu87UrSUsD18MiR/fu9/nybmzuStBIY1T1x4vDhW03uFIMGzXJmOQs1XMcr0lqkF08vjtxLCzQgmyxJG/FA6gOpEMBHz1RsK1LSU9IRDAMvMyNrJzBtstxZ7sCxzMjuEo9nPZ4Foo0lGkbWXmTwDL7KWeXAHjK9jx3E3wX+LrDaWe08rWEqdhRwNHxGA0TNRtZJYILhWedZB/1ayIpLcrc4lnosdaOz0UGQhJtPVJLO4pA8JOGstkHDWHcRXbK7ZMO3DK0aWVexMWtj1mZns4MGjKyb2Lr1BccAkvKSdBc9aU+63dnuvKhhqvUQkaRI0g5nh7NNw5VJco/IWztv7Z3OTuclDVPxXvH58s+XI729OxbsynqK9kntk0C5jUaN7D6BASPUQaOuX5MkvdyOxD5nn4PKrjOcJPcL0FXAuw5edsb6ATfq5g3nDQeVo8fmQVGs2JvOmw7y6UZte4v3gu8FDzgHHHjjIfHNsS9D2WJvsYAkfUSxisUqHnQOOjAy7fYVtSvWrojREciNrJ/onrd73qPOUQfuf0b2kCiTUSYDSatQ18geFsgQ9oHzgXNOw8j6i1FFRhX50PnQQVIqI3tEBLoFuqHOWQ0je1RUS6+WDk8/1DWyAWJcvnH54MGHNo1soDhX7Vy18855B/5LRjZIFE4vnA6vPvwMjWywcIKOm6IFdY1siMjukN3hknPJgSeOkQ0VU4tPLY6nHXgLGtkwgYfkr52vHXgGRk/a4eLOWXfOAq8t+sym4gjh5HPyYR2NGtlIMaDOgDpwHYQLoZGNEvcXvr8wZmGxISMbLTCCAddBbMjIxgi428F1ENuBTEkyVpzLOpcFBfwATcVxYnXJ1SVBmoup40Bg0+8tZbbz6VUZwL/MWderwDt5iFsukkq/Vshy+sXXSHNNGFzU4WsC/5uVQMDRZbajP/YKRcJi/Xo42WFQxmsfCETCrrudLvRLkscEHFnSo+BfzzlhHO5aTw0ERqxfQp1B/PaC2TeHu0/ZyesDSYFGJfd0/D6r7rDAN//QgAp0uk2S8SJvRt4MeOyB/C16zQzldU2zMHE8OeBUqz5i/Yj1kkxwHw1KkVIE7I7e28baDEkmCmSAgk8TcrhEW8JQ6tshvbOPC8TjYcQUXleeUZQ5D0oySWCi+3nyPIF/VVSJgdYhf0ndO56fMT8D/k7IeGKv6lME0pAhmQd8pjz9tkFckqli2jS4LsFVytNpgmqa+PXX18hrBN7q8T7d7VuWSjJdzJoFTyXkIIntP+QzRE+npwPXI9jFe3dobKaAJ/c75B1yUMPu3CxRrmS5knA9gvtT/BNJMlv0DfYNwhHvuEbCR50jwNcAV6OTGgnKuQKTy8jkcUojQTlPgM0S/kaI9413dLHF+QL+KyAdgh+Tx+7oA/p7WSDgpghnISTzSNQ+IZCIDV5BcFCyH+9JUZ/Wp/+Sfwk8gqx8oRhfcHzB6+Q6CQQDQSt/SsxKn5X+H/mPwCYQGHo2zo+6oYXMeeyFR0cGiFv+mxTUrz+T0vQrOgQU+MTrO7AipDuzL6W+lApOEqZht7JY9O4tgxJcndZvQMuXuHSx8AeCNlq/R1FJlopMlamQzQDuPLahZaJ8qHyoXrBesJaGlS8XnyV/lgyOZHiteE7xDwdJskJ8XffrunA1QeqBeK8aX8FKgdmsocGhQZDVxztV+NWsEiXTSqaNDI4Mgog+/jgBq9UCnFhjgmOCcMewe7FGwJcYDh7wAOFvux/09dFJro/E7UoX+iXJWoGuBhwi4A9izZ8WDZIaJIFjHRTuVr5OnDsH3wd4XljpevH00/BXgGeElW4QjfM0zgMvhTkantP7GbFnD4jMkYnFczLNn6h36FkB9xkQmsPd03P0rlXQ2o3ieJfjXUBTDocGT5PPiY0bwToOtnK7B5sExsTge7BRI/6duvMckmwWe/fuDO4Mwg/B2jwv4Nn0sgZ0gcDJ/o43HYvMibzpEP3/8kep+rXzMF6ec1C3sYJsETjwezUQhxrvxuKrfEHA4Qo04Hs07GZfFJi2g8cBCNGtfKt4NvPZTHgcoDkrf0lUcio5cLcDrXj8AR0fTnXRH26byBPM4072w3fAcxxfn66128Wp1FOpcHEGv7dtdYcoUgRs6mDx9tj8MUDb7BQYzAczNuziWkl2Ccy1gRkbfgS2sd0uTz8mSEDBbeUvi/6kPwEXNZizPSfAiGaS7BFwuv4n+E8QzgKeb/gV0aABpvXBb+0Rvyo2ZG/IBvszbDyKvQIHBnP6cBRI2Mo+gRx6kkoKb4EE5WsC939wjoFu2tPk6wIEgZj4B+N0gtV+8Qf/gyOOGs16rN4QmBKAWwCa9CjedO+SeWlearwMbmnuLdEtqVsSHAbAPu2xOiA2pWxKAeUzLD2KgwLOmfCZQY6OhOYOCfBkwKMAJNQJysOiaVLTpLK0LIWTgufJDSfs2+Jc8rlk8DxjttqzvSMCI3IY8YJlQpNHxdnks8k1aU0Klmj73R8T9cvWL1uLGlj5OwIMC+CBxj3Dyo8LtA7G54YanqvyCbEsZVlKG9qG5mjEHyuxx++Kn/L+lBcuA1Dbtk66l8SOtKPLI2nlp8Sn+T/Nfze9m7bX8GwjIg4cgCcB7pq2+nuiV6976b20m4aVnhbLl4MnGo8oVnpGoC8N3udeGokXoPcF4hiW0WX0SY24a4B7r9glyQdi2DDQvYJe1rNXH4rFi1+gL1BM2dstnRVIjonJ9+c14oNI+KLOCWRxhGstzOJDSFB9JBrIBhJT8FDHH/ol+VjgeQr0KaBjtZv5RPz1F2bgMaNvpZ8KpMcCFwosPKdC7jZJzgt0K8B2igqeE+iCyEnJSTlMD1PwrHqsbsvQe/CZwDwLCFAPaMQHqmD4ueurAwZbGNvd+EJsTN+YfoKeoJjg9xyyi25PBKynyHXkUVwSr/BX+Cf0E4rZ/cTv50sBZ1Y4t3ymkaj9SoCApSAryEC3affia3F3wbsLFmIGVn5ZIC0HJrCLakTlP5aW5Bsxc2ZtVpshFXBcjBkCSb4VG1M3pjZkDRkclm1b37ndPMw5gyXTyr8XO3Y0ZU0ZZqqt9AeB9J1gtwR3pqdbXUh/jB/FOY0OrIM7Me3ZrZ/ECGeE0511Z8iO7bGq21ySnwXcyoewIQx0kwl7/YvrTzuVTWUgeUxQ/iqqOFUcMDOC0TFBmesO2YCeEZPGCcrfBFwdMKkLbscE5e9CMOESNYLgMUH5h4BT8HF2nL2tkaD8U+BZGfOfqJCg/EvAhwLER2B08xydv92OU2VemZfX8Cj+ESDJrM6rcyg9iiti/nxMS4KJzX43V8WFC214G5f3LGHb/4rOoc4heEqiQoLymkAcVxfexXWlTFBeF8ik2Zv35mAqS1D+J/4h/xBMFGIazLODN0T+/I/xx/goDc/XfaGfPktuipo1J/AJHDxICe0FJJIeYY4NzEme9hyJJOhgDMKdMT7Ch0s0kXAUzRAZ6PQIj01QXrgAEh/E63jEVFZPrZ4KKpsWGlHFvbrvwSTId+4Sdwlw18QV7oSMJFyCYWh7FLc+J398Ur/NVrHnZCG7fdPtm8fkYxIzG/zrLXvNY+t/tQKB/tuvDSyXmR38e3vwQGBPieibJFJuE9vEJDlJTtPQ3a+pzhMlMFArc6Z3d4j+n1Es3ZlUd7Z+TSuP1y0dRfJ8ZVRfQZSsWfPWLV4bCEgSgma67rvfGwhUqVJFkiTpGZt1r5PJ8tbxW0lSXKOrg9cMr27ShX6rn55TfdXS5C3DvJLkSRSk+2wyvJKalyXJTBTkTRRkJQryyVsGtSXJ79tMtnzkkZUrn3wydqQwjnpktSIFJDiXV69etIgXDniHdGt3dBQpKJH38umnly5N0La4U5FCcl/pfaURxPGkhjuIQwrLWZVmVXrCecKZoQGW86JfhrLT9hYLKFJEdqVdKeoidNrULyqRUgJjtRizdUegFCkmMS67JgpTsbjcpoEhU4y7uoG2UpEScoKaoDBoipFXE7+rSEmJbiFGTRHZa+xLyVeF7tg6GxwMx7rDiIqUlosqLar0vPO8g7FXLXTqIfQ6eOHbxoqUkR0LdiyIcVEMrcLiDkXKujNkOGQYW3XHqBQpJ08mn0zGwCgihs32ykuw2+GOj+aNrILExQphimjAyCrKNWXWlEGUMQZSjaySvFTsUjEMQWLY08gqyzK8DEc0MaKK3TFPRarIYcPASo9RT4iyFKkqEc+PLhICiqP1qskiThF3HBHRw9GjXF2eOIEEAxhcSxgWy3b011VDoq+JYTeEN/pqKFJT4nEAMYy4YMRPrKKK3CaRfXaHBsaW4k9xitwu4cGPIZu9Gnx6wPwOB3FFakmwtCFtK8LftCr6a4OutsSdFgM3CH6LtYd+ze+TFKkjwfl3g9wgCIHybK2uhGsWopswMx4IjCbgX8Njp8qpvooQ/R/MTNavm/8m6VfCiMcWUk8ioBisSxhi5TmB6NAGepNzW+ojUF/i8KCjhucaz5YbyGGhYSE3kSngOTQN5YC8A/IiIgkRTh6TRrJixU5VGPIwIgYppll9P0Ih9K9ckcYSI9PoPyG4yB4FRZpIDDcgSSFSOXo1d0hwTncMdgwiAaJX01Q+roFwDAyCeI/p898r0kx+8QXyxmEUJL6T+hM3d28OSOWGCBKv1coMrc6RGOPFIAQyvnnVdeop0kIu4os4Erkh0Zt3Z1q6HwA3MORMs8fL7Rcq0spN9IsHfwQ++NR3yqFD8eiPQAXPEW0tMU4FXjoMPfis2sjklOQUMBlf0IipzfP+i+mKtJW/8l85svTAo9y7t+3k1Km30dsoHtQ827tLIowWXgdQehTtJfKG4WkLGXu8Z0MHiYcE+HjDzLeLHeVIZ6SDRygk2PG02EniLt+JdqLw8fbZ3S2RqKCHBh7BfOrOEql08ViFC7JP3UVivAhPV2jBu7tdJQ4FcvTgac1n2E3i9ENmCvhE+9TdJdqDEzJcnb0nR+42RXpIDDa9Rl+juzUStfdIDJHhsQU1vF/GvRJem3gIgWuyb6M9JVyIslk2A+N/TP1jaUXuk7WK1ypemBV2qQw8B7eX7MQ6sRIaUHpN7pfI/wQG/XoaVoNemyIPyD6kD2nGmjE8XSRqH5QYomnMG3NkpItp0RtMr6/3s7fM91++/xBXBPA1jr3aRsKBwKz5kfBClR2MhCNhLKNUpI/EOMhOYeAzGnaXfgtnZwfXfBtcf+ZRUyrSV+4Ve8WuKHxW/5yLhD/OazaFZZSK9JNgnd0tDHxGzwyPhDunGyMso1TkIVmjYI2CLwsDn9HAFvptYzF3/06fesiUijwsT6acTIF/OOCz+r5TJHwoeiiwjFKR/nK1Wq1eEQY+oyrV9duQkLup3Co9TanII/J82vk09AwA/wEkkbCSZlNYRqnIo/Ji4YuFcQwBn1GdCbos4m5p4Sq3UGSAfLvN2232CQOfyfb/IuHThcx2sIxSkYESLNOvCQOfEcFH2p3mbuhAgZ6mVGSQRDzt68LAZ/XnUP22trhrdTF9vCkVGSyH5x2ed78w8FmtnKnfKppvasdDM02pyBCX9u0NYeCzOtdav/V3jSazR0ypyFC5uczmMm8KA58R6xYJbytqjgWWUSoyTC5IWpCERKWAz+i5sZFw4yxjhGWUigyXeJw/IAx8RjcK6bcvSpn9K9DJlIqMkCpZJR8UBj6r6b0i4aWO2RSWUSoyUvbL7pd9SBj4jH5bFgmvKmGMsIxSkVFyWsq0lMPCwG8U1G+HzM93R3oLUyoyWqIj9LYw8Fl99pk+fklmU1hGqcgYidxnR4SBzyj53Ui4VqYxwjJKRcbKa0WvFT0qDHxGWffotxdTzG9qw1BTKjJOIkThmDDwWSVR/daFmx99kRamVCQs4ef7jjDwX5S+i4Rl9KzAMkpFHpPgqTguDPzXl0z9djuJXl/amVKR8RJJ8E4IA59VG934QGZ+Vs3cQpEJcnv29ux3hYHP5JrQb+0yzYayWplSkYkSo6MnhYHP6ql2kXCzNPOZsIxSkccl5rpOCQOfkZwYCbcuYC7pEbdQZJJ8puAzBSPCwGeytbg+Y6M/DiyjVGSyrFuwbsH3hIHP6N48+u3dVHMYWrQ1pSJT5Jt538x7Whj4rBYe0FfjYmZTWEapyFT5WuXXKiMmCvAZhXBGlDLn0QH3jDiAM2KaPK1Oq/eFgc+q4W+R8Ojo7xDLKBWZLklhUvgDYeAz6nqvfiubx5yyTYeZUpEZck3xNcU/FAY+q+Jf6NsoMZvCMkpFZkrMSpwVBj6jIp31242g2dRzg0ypyCz5e73f650TBv7L89eRcFZxsykso1Rktny64NMFPxIGPqMXw7iPmgvF6Z8nmVKROXJt+tp0BGAA/vtH90i4edBsCssoFZkrB6QNSPtEGPh/UjX120/m13H6rvtMqcg8iRHsT4WBz+rloZHwkeh3hWWUisyXV0JXQueFgc/onZ6RcCdqjLCMUpEFsrfqrS4IA59R5eORcJGCxgjLKBV5QiJe/DNh4DNq9G0k/E0eY4RllIo8KX9Xv6vPhYHPaEvrSLh+9IqEZZSKLJQYcv5CGPiMBrXSl+OoEZZRKvKUvJp0NemiMPAZrXpUv01zzO/j8lhTKrJIIs3rJWHgs5o3Q7+tiV5nP5thSkUWS8wcfikMfFZL9PXhbPT4LSluSkWWyFX5VuX7Shj4jC4e1B8+ZIywjFKRpfIj9ZH6Whj4jCp9pc9ZboywjFKRZXIpWUouCwOfUZcPI+E3ChsjLKNUZLkcl2dcnm+Egf/mpg90VxG9ubUypSIr3DGFb4WBz2hjjj4LjA0WUSqyUr5f8v2S3wkDn82VLvqtd7S/vXSwKRVZ5T5ufS8MfFZ70Y87Y24e60f3NKUiqyUCI34QBv4r7f36bY7pZq7vPcKUiqyRdUrXKf2jMPDfsvPpt3OmH5dbor0pFVkrh9QfUv8nYeCzmrEyEp4Z/X1gGaUiT8uBeQfm/VkY+Iz6D9Rl9PKCZZSKrJPdmndr/osw8BnVb6Xfgmb/Dux52JSKrJdlNX4VBj6r1bgozc9rTvWH7jOlIhskQnmRtRjwWaVP1V3aAmYHsYxSkWfkwbIHy/4mDHxGf0yLhEdFr89YRqnIs3JrXke/fhcGPrMG/fRbv5JmD2uNNqUiG2VT1VT9IQx8VgfxE66fZTqAV2eYUpHnJJ6Q/xQGPquPx+u3DebOvZ5NMaUim+TmpM1JfwkDn9V37+g+afSpD8soFdksMYHztzDwGR2aoN/Gmx08EJ5iSkWel8jE8o8w8FkNztBvr0hzEt7VzpSKbJGzQ7NDV4SBz+rsTP0AF30WwzJKRV6Q9QvUL3BVGPiMPvg7Ei4c/VRYRqnIi/LpjKcz/hUG/tvpmEg4hxkjLKNUZKvsmNYx7Zow8BvdiS5gYfMND+5vSkVeksPShqVdFwb+K8b7umdR1mwKyygV2SZLavwnDHxGy/+JhCdnGyMso1Rku+yU3in9hjDwX6OH67d7CpmzQk0wpSI7JJLl3BQGPqvwq5FwzehFGssoFdkpK6lKKiAN/D2fLvrrjT5MYBmlIrvkr/l/ze9IA59RZhv9NsqcFKdLPGJKRXbL45sc/SLSwGfXaV4k/GW0a4FllIq8LBtkN8h23c40fEYdZuuOadQIyygV2SPn5MzJcX1NNPyDAZP1W4UkcwQ7TTOlIq9IJPBy47o1/A8uWZFwbvTeiGWUirwq3ahrGUWi0Vr9CJuvtDFaO9aUiuyVK0qtKCWkgc/o0+WR8O7oBRfLKBXZJxGVJ6N/PqNmJfTZHe3aYhmlIq/JkkVKFlHSwGe0rDme6/OZB+fL/UypyOsyr/4LSQOfVb0K+q2guZjt6W5KRfbLGUVnFE2SBv5Le0ok/HaK2T8so1TkDQme+mRp4DPqx/VbCzPE0bqlKRV5UyJRe4o08BlN0s/KxaM3uUmfmVKRt2S/nH45CAUFfEavLY2Es6M/RSyjVOSArBqqGkqTBj6jd6vrLnT0M2EZpSIHZZ3ydcrnkQb+x2b967tQ0hglvWpKRQ7JK4WuFEqXBj6jio0j4QbGBosoFTksQaiSIQ18NkX7R8LFoiN5WEapyNtyf439NTKlgc8ocCoS3hm9OGMZpSJH5L9J/ybllQY+o94vRsK7og+LWEapyFFZXSMrCp/RtIm4k5rO8OlPpphSkWPyWOaxzHzSwGd1AiMBz0afZv9rZ0pF3pFXmhL9yi8N/MOuFyLh6tELBZZRKnJcNkttlpotDXxGi/CQ+aI50w/0HmZKRU7IppObTi4gDXxWdYfoQ5hhNoVllIq8Kze12dSmoDTw92HWRMIvFIn2YdaYUpGTMkX/FZIGPqPUXZHwk9GrC5ZRKnJK/prn1zzgyAZ8Rnfph4Ffyhiju4qbUpGIxFQH8o4BPqMDFSPh49HeEpZRKvKehL90UWng373zkXCr6HMfllEqclpuSdqSVEwa+C9+iyPhntHLLJZRKnJGZqVmpSLdDuAzKlA6Ej4RvWJiGaUi78t82fmyS0gD/wk4Sj9TljJGWEapyAcSRAUlpYH/sfnBSLh7PmOEZZSKfCibJTdLLiUNfEav4zJWOjo8PrqlKRU5KyclTUoqLQ18Vp2b6Le8ZlTz9ME+plTknMREZBlp4LPqWD4SXhk90bGMUpGP5DPkGVJWGviMSjTVZ19+Y4RllIp8LK+XvV4WaVQAn1HhB/XbAjNsfbHMSFMq8olsmNkws7w08Fm9pc+eYdGj/lZFUyryqfxUfaoqSAOf0dBs/fa8ebJa2KmDKRU57x7uilH4R3v0J9kX7f4Vb2pKRS7Iu5PuTqokDXxGeZ+PhE9Ffx5YRqnIZxLTh5Wlgf+poBbGbaLjk3t6mVKRz+WskrNKVpEGPquSWfqtlOnJHdhylykV+UKis11VGvis9ugeQcvoAdyz3JSKXJQNhzUcVk0a+MfYmH67q4z5rva0MKUil+RDdR6qU10a+Kxa3RsJl4+OQGMZpSJfSjhd1pAGPqNfxutqpU2XYrZbKPKVRKhcTWng79JORYfMTGWsnzPdlIp8Letr3BaFzyr/o7rvF728YBmlIpflmmJrit0uDXxGb06PhJtEr7NYRqnIN/KVQq8UAhsB4L8pto2E60V/U1hGqci3EjPntaWBz+jhBpHwuujFGcsoFflOgoGjjjTwGZVvEglfij7mYBmlIt9Ll6BbGviMPi+if0TRA4FllIr8IDeyjayeNPAZvb03Er6caoywjFKRH+W2fNvy1ZcG/okM9JxrmvN8x1PTTKnIT7Jeer10eMsCPqvxr+uH+uj+YRmlIj/LhaUWlmooDXxGb/wSCT8e7VNgGaUiv8i5ZC5pJA38v8MOkfD+6LeLZZSK/CqRv7axNPAPT47QJ190+ADLKBXJlSuzVmY1kQb+eSqMqrc0XYPcR9uaUpHfZFKxpGJ3SAOflbM/Ei4ZPSewjFKR3+XmQpsLNZUGPqMnMHu03Px2J1/KMaUif0jkZ2wmDfwnOtFv5cyo4eRwjikV+VMi8y6IfgCf1YJ7dC8xOmqIZZSK/CUHZg3MypEGPqP58/W1JdoNnj/flIr8LW9Tt6kW0sBn9G+BSPj16I0UyygV+UceLnu4bEtp4DMqNxL3AXPLWfjSBFMqckXOypyV2Uoa+Mei8kXCbaNnBZZRKnJVNshqkHWnNPAZ1WgYCd9rbLCIUpF/5YriK4q3lgb+h4hq+m1atHP6172mVOSa3Je6L7WNNPCPP0/F5KAZfp5qSkWuywlZE7LaSgP/g1F2JFwrOhOEZZSK/Ce7arSLwv8IprsDJ6Nf7uryplTkhqzfsH7Du6SBz6hnlUh4evQpAssoFbkpM4IZwfbSwP/Yq+9L+aLdxbXLTalIQD0jn5EdovB/uXUiYZlsjLCMUhFHwV24ozTwn+bp+u3X6Gl+ta0pFSFqr9wrO0Xhs9qOKZ0H08159NsgUyoSVMcuH7t8tzTwWbUYp98i0THXepNMqQhVP1f5uUpnaeAfT8IgWb+k6HhSO1MqwhRC5pAdGvBZ3ab02yAzv3V6ZytTKsJVj5weOV2lgc+qDybC55nRyQPHO5pSEaHeYm+xbtLA308K6bcCZc3tt8KdplREqvYN2jfoLg18Vpfb6zcenYGbM8CUiiiFCLQe0sB/L3giEr4eHVLCMkpFQiqnQ06He6SBz+iRh/Tbb8bnY/2p0aZUJEmBwPNeaeCzeqW9vgFHO7VYRqlIsqpIK9Ke0sBn1PibSLhD9AqNZZSKpKh/k/9Nvk8a+IzGNdJvYTOXtv5sb1MqkqqWsqWslzTwWVWHK8bB6MB/jZmmVCRN/ZX0V9L90sA/23JMnxfRiRMso1Qkj0II8wPSwP8kNkZ3jqKjG6ljTKkt1MH2B9s/KA18RrnL9GNAdEgzd5kpFclQIGvqLQ18RrUO6rbLGSMso1QkU23IuyFvH2ngM7ojRb/tNEMB6/e1NqUieVVaaloquOIBf6/snUhYRS8ygXdMqUiWcohD+kkDn9HL5XR/Odp7xjJKRfKpTuU7lX9IGviM5nwVCT8TvYHM+cqUiuRXjdMap4HwE/A/U7WOhBdFr7YlWptSkWx1o/yN8v2lgc+obU/9dt2Mw59+Y5gpFSmg3k96P+kRaeCz+uhb/d1ER7w++taUihRUZfOWzfuoNPAZVbmhO1jRriaWUSpSSCV3Tu6M9EuAz2hAjn7gjfbKBuSYUpHC6oGUB1IGSgOf0cgp+u3P6ATmmWmmVKSIurfQvYUGSQOf1fs/6I5YdIYVyygVKarOlThXYrA08F9eBuq3l00H4fTZcaZUpJi6mH4xfYg08FnRebqfEz3T6TxTKlJcvZTyUspQaeAzevTNSLhN9PKCZZSKlFDje4zvMUwOk+M09AGr4/xbBsH/KmdM8ablpq67c+ArHXqULUluWbte+8vkd/ISLgW1S5UvJH+XN0USFrRLPLnykpX1TKTE186cE6EYYUG9jv+31wOB4Oo6fSaxlfVGrO9RcgrJbt116QuBY+9NuOIsaxeQgbTUlKSLO3IDi6uRAl8XSJ569cSc3Hs+qjIhkDxhhZO7iuTuCKTKIikQV+mZ3bUruxlANs/TgcDpQOsZT6Xq9p/e+fTO7GxZNC8pqZ7JeCYDWXlw6AKBUwcWlM6eFNg4O/mA7iC1UTnXnU15iFvQ4rP0ywngxcnyujEHTOedPc7yuj1KZj9395aMrjdvrrt58+2X2PpAakguPDBZv6VODuQuPJ0bSFl7fhJZmnpk2ILLjV7dV/dg96ZdTu06NadRwT0Lw+2nLF53s9iN665lsjFMnhxY75rt7kOs0YL7T80ZPQYGi0gplS8zXyYYvxAjw78OeMNVzutnsdJqSLEhxR6XBrE9Plf3qO6CpNS8fK7uubrJKBQpo55qT/Rrspwsp2jE6m7/44kS2fzziEiq0crZ/ociZVXFijOKpSO4ZqpGrJ4bNqNIOYWwkZi3t+s/W/4WERxZK/grVVQvFgvqFzL1TNNwIwxCpJJam2dtHnDkICAkKqysau9x9AuMOKDV0eLvujmPFM2+GbgtuLfYxYuBI8vfSAsET58PBUKkigomBZNAkQ/uGTQRIlUV8hOD+gWhFEZWTRWu4OgXQhUwUZQQrpBnWUuZXfvx4es/pqmB1lWdPMtCpLoSKSIFbB+IgkgwOPawNiha4NjDm37f9Ltz7OEQqaGWh5aHQF6BFEJe/+S33wuRmgrhw8ixgohh64UcIrepkSMRfnBFI37YQuR2tWkTggYQtuAR11II2gWrPtj4b3VKP9lfH77aCnEht9PbKejJE9ydQ6SOOrf53GaEZqKKdz/qqsakMYHnGyjDfYb11Oepn6fC5QCkw549qq8wYYf4SjhRexQN1HvyPQlaYQRsWnfnEGmomqQ3SR8uh0v8NP1XiBBppF7mL/NRcpQco/E/1Wis4BSEq+FYjf+pRhOVloZzHcFinJKr+reD++cJnPPb/9j+R4jcoWvgLMevwtZ4/UVbo6k6dw6MGQjf836lQ88mkWbqErvEwHQB/gyvw/ZofZI1V6AoLqYBMuZbnb2TSI7+mbU744yUIyUOg3/330v6t0y2oy/zSaSF6l2gd4HR0sBfNTuJtFRXHKpfOFho019puOOk589O+/AzFUgmrRQCuHHccIT/hxaTyZ3qWI1jNRKuOaS1apLTJEf/okgbhRB1LLVVb5Z7sxyW2qkh6UPSsXSXms1nx+ISSXs1ofWE1rG1DionlBPLxEw6KiRIiK11Uu2qt6seW7tbFS5YuGBsrbOaWHhi4TiDCumiBmnEtF1V++Lti8fWuil3nCS61l1hDju21kN5wtrJPapZUrOk2Nq9ykO/TXqqZm2btY2t3ac2F9xcEJ+ulwIBVkx+v/KwE5MHVIUCFQpYxjHyoHo237P5YureanWJ1SXi0Yh91OqTq0/GlH2Vh52X9FPIlBSjNSMPKU+4OHlYgVwxttZf/U3/pvFEYeQRNT5lfEpM+6hCBhUPDw8ZoNyY8RjHDhmo5pafWz7OcUL0YcWsc9R+sJqTMife2hC1nq1nca4dMlR9zD+O7/QwNbjg4PhXNtz9FccD48kIVUr/xbQj1QKxQMRjvMgo9SH/MB74QEarLWwLi4fOkzEqSyNmPFa52Wmia+PUZo3YWlg9nv/x/LG1x5QjHOEJTyTj1cSCE+M7OUHtkXviH3aiClYKVoqtPa66hLrEz9VJ6svQl6H4Dk5WJqjLrE1Ri5MXJ8fWpiqXQVP+fE2vTFO/Fvq1UEw1/ZazcYbanbo7NbY2U4E8Jf6dz1LX5LX4rs1W4HqNK+coN0eL5VAic1XdtLppOEPnKQ+FDJmvXEqU6NoClZWZlWlZKJ9Q04pOK+o5Y59UbUJtQt4DtlC9+8G7H8SZc8hTyuQliR6IRQoE2LH2Fytwa8SVSxSYeGPKpapeuXrlYmvL1N+Zf2fGSRjIcoUw9Jh2hepVvFfxW3I0kJVqcp7JeeKNr1J7kvfED/pqhew/sbU16tWUV1PiVdcqdzg9HqNHnlZb5VaZwNJD1qlf+C/xNtYrl1silgOJbFCHkg4leY7VM6p0Uun4peBZtT7/+viJt1G1SWljd+A5NSF1Qvyb3qQ2JW1Kiis3qwXpC9JjyufVgr4L+sbWtqgFmQsybcAjeUHtz9ifEbd9Ua1IXhE/CFsVfEVjay+pE5knMmNr29T+5P3xmtvVUwWfKhhvZod6Uj4ZP9l2qvPyfHxtl3JH/qJru9U+jdjay+rhtIfTYmt7lOtnFV17RQ3lQ+NH81WlH2wbx9b2qqtpV+N2+5SH8YC8pqq1rRa/8r6uhhYfGr+271dFCxaN/3rfUNU0Ymtvqv1sf7yVtxQ4f2JrB1SP/D3iX85B1a1MtzKxtUPKk3CMHFYtQi3iv/q3VevM1vFDeESli3SB39hRBabFmPyYWilWxj/3OyqnTE689ePqPo3Y2glVNadqTmztXfVl+pfxL/6kOi6Px9s8pb4u9HX8uhFRnat3jt8b31O7sndlx9ZOq8Fpg+PH8oxK4knxo/7+LSfEB6ppWtN4zQ+VO1keXTurntGIrZ1Tf6X9Fa/5kfKk6iEfq568Z3wLn6gVckW8lU9V20pt41fQ8+oauxb/Ri4odyAkuvaZ4nk1Yifg58p1Q48qv1BDMobYk/yicocoospL6oc8P9jLwJfqZP6T+eOrXykPcQT5Wv0Q+sFetS+rrSlb43ezb9SYvGPyxta+veX68526r/197WNr36samTUy4838oCaUnFAypvxR6Wtc/Jz8Sc3NmRv/hn9W3Rp1axRb+0UhIiq29qtan7zeXitzVZNQE7urv6mKqRXjV4zfVTA9mB5X/qFqJdeypn+qCqxCvJtJ/lJIIRtf/VtdqnipYqylf9T1PNfzxNauqI/Zx/EPfVVtLby1cNzwX/UQeyiuvOY+xMTWrqttadvS4lX/U56cEOSGujfl3vhhvqlMJ9isBUIXsy5mxdackDt9EV0joctFLxeNrQVDyOUVW6Oh8WJ8/ARhoXtS7olvgYcWqoXxc1eEfir5U/zbkSE8usTWVOj3cr/Hb0GhUC1eK36uJIU8VFckOfTbnb/dGVtLCd2TfU/8F5ca+jHjR3t6poWmJ02P/8jyhDycPCQ91KRok6K8Mm4ao/9XbWceF2URxvHdYQH57S6sHLVc4lIrgotaUAiiLCJoJYglgR1UmmXR5YGZkCIqWSlqkalpSnmlCaWVWBZeWXYXHmWIlqUmdpdHhfbMy87zrsW/7vD5zO87s++88847874z7/I+zy6DoXSXCEaSfxIfSQikYRdFoainwCWH4VjfY31V5iVotjbzQV+K5ohm7nZ2aO+jeSgcKZ1T+MISgZrONUyRkI91FUUhISCBmy4aLY4Wh6IuaEoWTey9WcRgVOdRvGVXSEstihyIuiyKZ3exSDenc4tchgy/DG7my2Fz2HgfTpwLPadfBrphSciSEHa2JeJQ61+rd+XuiHXFuhjjMWStkf44IQHSYYgquwc2UVDkQkRCBA+DRGhrS7VhTzTENsR6u2MTvbA+eH2w+n5vePnaEldgcthk7sRXYrx1PJ+XJOygoCgZ2zK3ZSq6ytPBPXu9GjvCd4QzpuD38N917IPitOI0xlSciTqjD840tOa05qiC+2KKeQo3eDq8zMaIfmgKbOIR0B/S1YOiDNRZ67jqblj8LdyJMtGfgqIBOGU+xXvIgpe/OzEQjhwH1yUb+4L28b0jBwd6HuipaBBaYlpiFA1GNQVF10CbwXroWpSbyrnBr0OjpZEnL0Pg5cNC5EKatlOUB+3dGg8NxSLTIi4lH9o7fR4ahmxTNuddDy9/f+IGFFJQNByFEYU81ArQltiWqOhGpMenxysqhLS9pagI8v9WFY1Aoi2Rr7w3XTAMbkZ1/2qeHd2CaGc0zyBuxdmYs9xmxVgXs47pNowOHM3n9nYM7DqQ50p3YKlzKZcyEl5umcQoLA5YzMP+TpRElUQpGo01FBTdhbSStBJFd0OaulI0BjNMM7gF70FVdFW0onvhvWQtQY5/Drf8fUgJSeFZ1f2Qxu4UPQAvd6viQWguQT30EOS/nygai2VdlvHdYhwQBO494yFtHSmagKN9jvZRVIotEVv4bE6Er9WXR8DDyLZl8zmahDxLHve6RxCeE869fDJWdl/ZXVEZsqxZXEo5JoVN4svDo2i1tnLeFGT6ZXLfnYq8S/L4AUEFjlDgIT4N6RRUZiWSgpL0O+50yLdbGWe0D2TdS7uYCUtXC3eGKtQG1gZe6CFaPIbpYdO5nrMwcsHIBYoex4bIDZFc/hPwsu0nnsRx23GbtjTaO5x4NmL9Yvmg5mB/8f5iz/q3GvZ+9n5+tuJcgrmoCq4K9rZRLOZhY8BG/TjmQ3qN124ABS7ip7DQd6EvO+ITT2OOaY6J18E1SM1PzWdP7uIZSFeRfraATwgWoPLSSp70P4vUmNQYzf/15l7EC9H+qLM9dxFanC1OObVfjJrAGh5Sz6HcWm5l47BiCbIcWQ4vk41iKU73Pt2bDSKK53Ei6gQPpmXQHLfYf/x7j7yfLUeFXwU3VC18wnzC2CW3eAFe3tbFi7D727kPr8AI3xG+bNRLrMRs22ybLLjyMOEqtFnbrOzCW6zGmLAxVDTd0F4aQLwG2hJF5l8ll5EvwR3s1qcwazF07NCxfqYhywnWYWvAVr44vIxBlkEWtqkq1uPk/JPzVW4dXAME/cmWq0dcSBzPku3iFRwKPHRBn7OLV3G+0/lO8rH8+Yv28REbUCAKxP/3kiE2Qppxu9j7fw3uua8uos9iFXNLvw535cTQyd8MqlOxaso34H6mNYk+ySpWOZvgrs7u0jCstUrFKqeBStsmU2aqWOVshrvihlu6/7l9nopVzptwlw6g/YaWqZgr9xbcE+vbN/LEnoG7Be6yU7K29SqWJ/ztDlPf6TC1scPUrR2mbuswdXuHqTvgHtdYRzhYxTJ1J9yzBlP9596qYs+BvIuEhAp/zV/CLpLxTh9Nv0e6lW5CUr9POoWtXIrdhIfZuKP4gHCpmfFDQt1YqfiIsFD/8seEq6yMnxDO0r/8KeE7bKdbfEbYTc/9nHAgGy4UXxA+opfcJFH/8h7CDB33Ejayeyaxj3C+vu1+ws+0h9lfkurdQ6qvSH0ZItUBUn1kq4ivpYqXqpnUH12kOkgq2SpVC6nZ2haHSHXSSjlMyq2V/A2pfG3bb0kVxUh1RJanbfsdqShtH9+TcgVIdZTU4KlSHSM1ZrxUx0m9UijVD6Qaxkp1QuYWSNVKys52jsVJwnAdfyR8SvmqEz8RDdd/oBI//4d/IZ6oP6/7lTCuB+NvhAW5+vKb8F1eDf5BtEKr+J+k1twr1Sl060bRaUgTWQZDtaPZ/y+nOAOz0Wxsx6JYcRalplKTNJkn/oLBINNPT3OeeFb8jWRjslHnfyDN9OvcBun4ROdz2L1bp/M4eFAng7moSCejWb4WzhUSZqfFadFq4GOWP2hp0mQONgZT8Volfc1lZVIKP7P0p6UX5W9evZoLMubmGrTPWuEStJDfGbQzSLqOMRgyXcIuldFH+BgzjZm0rpcVcglhiozUYt8JxglGqf4FW90LfA==</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>
|