1338 lines
2.4 MiB
1338 lines
2.4 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;
|
||
-webkit-box-pack: center;
|
||
-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 : $$), 0)\n .getDownloadTime(),\n b: 0,\n }\n ]\n .[a != b]\n })\n .sort(diff.[id='assetsSize'].pick().b desc),\n changed: $intersectedChunks\n .({\n $a: a;\n $b: b;\n $chunkASize: $a.chunk.size;\n $chunkAFileSizes: $a.chunk.files.[].[not name.shouldExcludeResource()].(getAssetSize($a.hash, $useCompressedSize));\n $chunkAFileSize: $chunkAFileSizes.reduce(=> size + $$, 0);\n $chunkBSize: $b.chunk.size;\n $chunkBFileSizes: $b.chunk.files.[].[not name.shouldExcludeResource()].(getAssetSize($b.hash, $useCompressedSize));\n $chunkBFileSize: $chunkBFileSizes.reduce(=> size + $$, 0);\n ...b,\n modules: {\n added: $b.chunk..modules\n .[not identifier.resolveModule($statA.compilation.hash) in $a.chunk..modules],\n removed: $a.chunk..modules\n .[not identifier.resolveModule($statB.compilation.hash) in $b.chunk..modules],\n changed: $a.chunk.modules.({\n $moduleA: $;\n $moduleB: $moduleA.identifier.resolveModule($statB.compilation.hash);\n a: {module: $moduleA, hash: $statA.compilation.hash},\n b: {module: $moduleB, hash: $statB.compilation.hash},\n }).({\n $a: a;\n $b: b;\n ...b.module, \n diff: [{\n type: 'size',\n a: $a.getModuleSize(hash or #.params.hash).size,\n b: $b.getModuleSize(hash or #.params.hash).size,\n }].[a != b]\n }).[diff]\n },\n diff: [\n {\n type: 'size',\n a: $chunkASize,\n b: $chunkBSize\n },\n {\n type: 'size',\n title: 'assets',\n a: $chunkAFileSize,\n b: $chunkBFileSize\n },\n {\n type: 'time',\n title: 'download',\n a: $chunkAFileSizes\n .reduce(=> settingAssetsInjectType() = 'sync' ? (size + $$) : (size > $$ ? size : $$), 0)\n .getDownloadTime(),\n b: $chunkBFileSizes\n .reduce(=> settingAssetsInjectType() = 'sync' ? (size + $$) : (size > $$ ? size : $$), 0)\n .getDownloadTime(),\n },\n {\n type: 'number',\n a: $a.chunk.modules.size(),\n b: $b.chunk.modules.size(),\n plural: { words: ['module', 'modules'] }\n }\n ].[a != b],\n })\n .[diff.size()]\n};\n",k="\n$getEntryChunksSizes: => (\n files.[not name.shouldExcludeResource()].[].(getAssetSize($$, $useCompressedSize))\n);\n\n$addedEntrypoints: $statB.compilation.entrypoints.[\n $name: name;\n not $statA.compilation.entrypoints.[name=$name].pick()\n].({\n entry: $,\n hash: $statB.compilation.hash\n});\n$removedEntrypoints: $statA.compilation.entrypoints.[\n $name: name;\n not $statB.compilation.entrypoints.[name=$name].pick()\n].({\n entry: $,\n hash: $statA.compilation.hash\n});\n$intersectedEntrypoints: $statA.compilation.entrypoints.({\n $entryA: $;\n $entryB: $statB.compilation.entrypoints.[name=$entryA.name].pick();\n a: {entry: $entryA, hash: $statA.compilation.hash},\n b: {entry: $entryB, hash: $statB.compilation.hash},\n}).[b.entry];\n\n$entryDiff: {\n added: $addedEntrypoints\n .({\n $chunksAll: entry.data.chunks + entry.data.chunks..children;\n $chunksInitial: $chunksAll.[initial];\n $chunksAsync: $chunksAll.[not initial];\n\n $assetsAllSize: $chunksAll.$getEntryChunksSizes(hash).reduce(=> size + $$, 0);\n $assetsInitialSizes: $chunksInitial.$getEntryChunksSizes(hash);\n $assetsInitialSize: $assetsInitialSizes.reduce(=> size + $$, 0);\n $assetsAsyncSize: $chunksAsync.$getEntryChunksSizes(hash).reduce(=> size + $$, 0);\n\n $downloadTime: $assetsInitialSizes\n .reduce(=> settingAssetsInjectType() = 'sync' ? (size + $$) : (size > $$ ? size : $$), 0)\n .getDownloadTime();\n entry,\n hash,\n diff: [\n {\n id: 'initialSize',\n type: 'size',\n title: 'initial assets',\n a: 0,\n b: $assetsInitialSize\n },\n {\n type: 'time',\n title: 'initial download',\n a: 0,\n b: $downloadTime\n },\n {\n type: 'size',\n title: 'all assets',\n a: 0,\n b: $assetsAllSize\n },\n {\n type: 'size',\n title: 'async assets',\n a: 0,\n b: $assetsAsyncSize\n },\n ]\n .[a != b]\n })\n .sort(entry.isOverSizeLimit asc, diff.[id='initialSize'].pick().b desc),\n removed: $removedEntrypoints\n .({\n $chunksAll: entry.data.chunks + entry.data.chunks..children;\n $chunksInitial: $chunksAll.[initial];\n $chunksAsync: $chunksAll.[not initial];\n\n $assetsAllSize: $chunksAll.$getEntryChunksSizes(hash).reduce(=> size + $$, 0);\n $assetsInitialSizes: $chunksInitial.$getEntryChunksSizes(hash);\n $assetsInitialSize: $assetsInitialSizes.reduce(=> size + $$, 0);\n $assetsAsyncSize: $chunksAsync.$getEntryChunksSizes(hash).reduce(=> size + $$, 0);\n\n $downloadTime: $assetsInitialSizes\n .reduce(=> settingAssetsInjectType() = 'sync' ? (size + $$) : (size > $$ ? size : $$), 0)\n .getDownloadTime();\n entry,\n hash,\n diff: [\n {\n id: 'initialSize',\n type: 'size',\n title: 'initial assets',\n a: $assetsInitialSize,\n b: 0,\n },\n {\n type: 'time',\n title: 'initial download',\n a: $downloadTime,\n b: 0,\n },\n {\n type: 'size',\n title: 'all assets',\n a: $assetsAllSize,\n b: 0,\n },\n {\n type: 'size',\n title: 'async assets',\n a: $assetsAsyncSize,\n b: 0,\n },\n ]\n .[a != b]\n })\n .sort(entry.isOverSizeLimit asc, diff.[id='initialSize'].pick().b desc),\n changed: $intersectedEntrypoints\n .({\n $a: a;\n $b: b;\n \n $chunksAllA: $a.entry.data.chunks + $a.entry.data.chunks..children;\n $chunksAllB: $b.entry.data.chunks + $b.entry.data.chunks..children;\n\n $chunksInitialA: $chunksAllA.[initial];\n $chunksInitialB: $chunksAllB.[initial];\n\n $chunksAsyncA: $chunksAllA.[not initial];\n $chunksAsyncB: $chunksAllB.[not initial];\n\n $assetsAllSizeA: $chunksAllA.$getEntryChunksSizes($a.hash).reduce(=> size + $$, 0);\n $assetsAllSizeB: $chunksAllB.$getEntryChunksSizes($b.hash).reduce(=> size + $$, 0);\n\n $assetsInitialSizesA: $chunksInitialA.$getEntryChunksSizes($a.hash);\n $assetsInitialSizeA: $assetsInitialSizesA.reduce(=> size + $$, 0);\n $assetsInitialSizesB: $chunksInitialB.$getEntryChunksSizes($b.hash);\n $assetsInitialSizeB: $assetsInitialSizesB.reduce(=> size + $$, 0);\n\n $assetsAsyncSizeA: $chunksAsyncA.$getEntryChunksSizes($a.hash).reduce(=> size + $$, 0);\n $assetsAsyncSizeB: $chunksAsyncB.$getEntryChunksSizes($b.hash).reduce(=> size + $$, 0);\n\n $downloadTimeA: $assetsInitialSizesA\n .reduce(=> settingAssetsInjectType() = 'sync' ? (size + $$) : (size > $$ ? size : $$), 0)\n .getDownloadTime();\n $downloadTimeB: $assetsInitialSizesB\n .reduce(=> settingAssetsInjectType() = 'sync' ? (size + $$) : (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 .[a != b]\n })\n .sort(diff.[type='size'].pick().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 .[a != b]\n })\n .sort(diff.[type='size'].pick().a desc),\n changed: $intersectedModules\n .({\n $a: a;\n $b: b;\n $moduleASize: $a.module.getModuleSize($a.hash, $useCompressedSize).size;\n $moduleBSize: $b.module.getModuleSize($b.hash, $useCompressedSize).size;\n ...b,\n diff: [\n {\n type: 'size',\n a: $moduleASize,\n b: $moduleBSize\n },\n {\n type: 'number',\n a: $a.module.modules.size(),\n b: $b.module.modules.size(),\n plural: { words: ['concated module', 'concated modules'] }\n }\n ].[a != b],\n })\n .[diff.size()]\n};\n",I="\n$addedPackages: ($statB.compilation.nodeModules.name - $statA.compilation.nodeModules.name)\n .({\n $hash: $statB.compilation.hash;\n hash: $hash,\n package: resolvePackage($hash)\n });\n$removedPackages: ($statA.compilation.nodeModules.name - $statB.compilation.nodeModules.name)\n .({\n $hash: $statA.compilation.hash;\n hash: $hash,\n package: resolvePackage($hash)\n });\n$intersectedPackages: $statA.compilation.nodeModules\n .({\n $packageA: $;\n $packageB: $packageA.name.resolvePackage($statB.compilation.hash);\n a: {package: $packageA, hash: $statA.compilation.hash},\n b: {package: $packageB, hash: $statB.compilation.hash},\n })\n .[b.package];\n\n$packagesDiff: {\n added: $addedPackages.sort(package.instances.size() desc, name asc).({\n package,\n hash,\n instances: {\n added: package.instances.sort(isRoot desc, name asc),\n removed: []\n }\n }),\n removed: $removedPackages.sort(package.instances.size() desc, name asc).({\n package,\n hash,\n instances: {\n added: [],\n removed: package.instances.sort(isRoot desc, name asc),\n }\n }),\n changed: $intersectedPackages.sort(b.package.instances.added.size() desc, b.package.instances.removed.size() desc, b.package.name asc).({\n $a: a;\n $b: b;\n package: b.package,\n hash: b.hash,\n instances: {\n added: $b.package.instances\n .[not path in $a.package.instances.path].sort(isRoot desc, name asc),\n removed: $a.package.instances\n .[not path in $b.package.instances.path].sort(isRoot desc, name asc),\n changed: $a.package.instances.({\n $path: path;\n a: {instance: $a.package.name.getPackageInstanceInfo($path, $a.hash), hash: $a.hash},\n b: {instance: $b.package.name.getPackageInstanceInfo($path, $b.hash), hash: $b.hash}\n }).({\n $a: a;\n $b: b;\n ...b,\n diff: [{\n type: 'version',\n a: $a.instance.info.version,\n b: $b.instance.info.version,\n }].[a != b]\n })\n .sort(instance.isRoot desc, instance.path asc),\n }\n }).[instances.added or instances.removed or instances.changed.diff]\n};\n",S="\n$statA: #.params.hash.resolveStat();\n$statB: #.params.diffWith.resolveStat();\n\n$statsACompressed: $statA.file.__statoscope.compilations.modules.source.sizes.[compressor].size();\n$statsBCompressed: $statB.file.__statoscope.compilations.modules.source.sizes.[compressor].size();\n$useCompressedSize: settingShowCompressed() and $statsACompressed and $statsBCompressed;\n\n$getChunksAssetsSize: => (\n files.[].[not name.shouldExcludeResource()].(getAssetSize($$, $useCompressedSize))\n);\n\n\n$chunksAllA: $statA.compilation.chunks;\n$chunksAllB: $statB.compilation.chunks;\n$chunksInitialA: $chunksAllA.[initial];\n$chunksInitialB: $chunksAllB.[initial];\n$chunksAsyncA: $chunksAllA.[not initial];\n$chunksAsyncB: $chunksAllB.[not initial];\n\n$assetsAllSizeA: $chunksAllA.$getChunksAssetsSize($statA.compilation.hash).reduce(=> size + $$, 0);\n$assetsAllSizeB: $chunksAllB.$getChunksAssetsSize($statB.compilation.hash).reduce(=> size + $$, 0);\n$assetsInitialSizesA: $chunksInitialA.$getChunksAssetsSize($statA.compilation.hash);\n$assetsInitialSizeA: $assetsInitialSizesA.reduce(=> size + $$, 0);\n$assetsInitialSizesB: $chunksInitialB.$getChunksAssetsSize($statB.compilation.hash);\n$assetsInitialSizeB: $assetsInitialSizesB.reduce(=> size + $$, 0);\n$assetsAsyncSizeA: $chunksAsyncA.$getChunksAssetsSize($statA.compilation.hash).reduce(=> size + $$, 0);\n$assetsAsyncSizeB: $chunksAsyncB.$getChunksAssetsSize($statB.compilation.hash).reduce(=> size + $$, 0);\n\n$downloadTimeA: $assetsInitialSizesA\n .reduce(=> settingAssetsInjectType() = 'sync' ? (size + $$) : (size > $$ ? size : $$), 0)\n .getDownloadTime();\n$downloadTimeB: $assetsInitialSizesB\n .reduce(=> settingAssetsInjectType() = 'sync' ? (size + $$) : (size > $$ ? size : $$), 0)\n .getDownloadTime();\n\n[\n {\n $value: $assetsInitialSizeB - $assetsInitialSizeA;\n $valueP: $assetsInitialSizeB.percentFrom($assetsInitialSizeA);\n value: $value,\n valueP: $valueP,\n valueText: $value.formatSize(),\n valueTextP: $valueP.toFixed() + '%',\n label: 'Initial size',\n visible: $value\n },\n {\n $value: $downloadTimeB - $downloadTimeA;\n $valueP: $downloadTimeB.percentFrom($downloadTimeA);\n value: $value,\n valueP: $valueP,\n valueText: $value.formatDuration(),\n valueTextP: $valueP.toFixed() + '%',\n label: 'Initial download',\n visible: $value\n },\n {\n $value: $assetsAllSizeB - $assetsAllSizeA;\n $valueP: $assetsAllSizeB.percentFrom($assetsAllSizeA);\n value: $value,\n valueP: $valueP,\n valueText: $value.formatSize(),\n valueTextP: $valueP.toFixed() + '%',\n label: \"Total size\",\n visible: $value\n },\n {\n $value: $assetsAsyncSizeB - $assetsAsyncSizeA;\n $valueP: $assetsAsyncSizeB.percentFrom($assetsAsyncSizeA);\n value: $value,\n valueP: $valueP,\n valueText: $value.formatSize(),\n valueTextP: $valueP.toFixed() + '%',\n label: \"Async size\",\n visible: $value\n },\n {\n $value: $statB.compilation.time - $statA.compilation.time;\n $valueP: $statB.compilation.time.percentFrom($statA.compilation.time);\n value: $value,\n valueP: $valueP,\n valueText: $value.formatDuration(),\n valueTextP: $valueP.toFixed() + '%',\n label: 'Build Time',\n visible: $value\n },\n {\n $a: $statA.compilation.nodeModules.size();\n $b: $statB.compilation.nodeModules.size();\n $value: $b - $a;\n $valueP: $b.percentFrom($a);\n value: $value,\n valueP: $valueP,\n valueText: $value,\n valueTextP: $valueP.toFixed() + '%',\n label: 'Packages',\n visible: $value\n },\n {\n $packagesWithMultipleInstancesA: $statA.compilation.nodeModules.[instances.size() > 1];\n $packagesWithMultipleInstancesB: $statB.compilation.nodeModules.[instances.size() > 1];\n $a: $packagesWithMultipleInstancesA.instances.size() - $packagesWithMultipleInstancesA.size();\n $b: $packagesWithMultipleInstancesB.instances.size() - $packagesWithMultipleInstancesB.size();\n $value: $b - $a;\n $valueP: $b.percentFrom($a);\n value: $value,\n valueP: $valueP,\n valueText: $value,\n valueTextP: $valueP.toFixed() + '%',\n label: 'Package copies',\n visible: $value\n },\n {\n $packagesSizeA: $statA.compilation.nodeModules.instances.modules.(getModuleSize($statA.compilation.hash, $useCompressedSize)).reduce(=> size + $$, 0);\n $packagesSizeB: $statB.compilation.nodeModules.instances.modules.(getModuleSize($statB.compilation.hash, $useCompressedSize)).reduce(=> size + $$, 0);\n $value: $packagesSizeB - $packagesSizeA;\n $valueP: $packagesSizeB.percentFrom($packagesSizeA);\n value: $value,\n valueP: $valueP,\n valueText: $value.formatSize(),\n valueTextP: $valueP.toFixed() + '%',\n label: 'Packages size',\n visible: $value\n },\n {\n $a: $statA.compilation.entrypoints.size();\n $b: $statB.compilation.entrypoints.size();\n 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this._sharedOptions||(this._sharedOptions=Object.assign({},e))}includeOptions(e,t){return!t||zn(e)||this.chart._animationsDisabled}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 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c,u,d,p;for(c=n,u=n+i;c<u;++c)p=t[c],d={},d[r.axis]=s||r.parse(a[c],c),l.push(En(p,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);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[Rn(u,a,s,l)]=!0,r=c)),o[Rn(r,a,s,l)]=!0,e.borderSkipped=o}function Rn(e,t,n,i){var r,o,a;return i?(a=n,e=Un(e=(r=e)===(o=t)?a:r===a?o:r,n,t)):e=Un(e,t,n),e}function Un(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}jn.defaults={},jn.prototype.datasetElementType=null,jn.prototype.dataElementType=null;class Yn extends jn{parsePrimitiveData(e,t,n,i){return $n(e,t,n,i)}parseArrayData(e,t,n,i){return $n(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,p,h,f;for(d=n,p=n+i;d<p;++d)f=t[d],h={},h[r.axis]=r.parse(I(f,l),d),u.push(En(I(f,c),h,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:o,_cachedMeta:{vScale:a}}=this,s=a.getBasePixel(),l=a.isHorizontal(),u=this._getRuler(),d=this.resolveDataElementOptions(t,i),p=this.getSharedOptions(d),h=this.includeOptions(i,p);this.updateSharedOptions(p,i,d);for(let d=t;d<t+n;d++){const t=this.getParsed(d),n=r||c(t[a.axis])?{base:s,head:s}:this._calculateBarValuePixels(d),f=this._calculateBarIndexPixels(d,u),g=(t._stacks||{})[a.axis],A={horizontal:l,base:n.base,enableBorderRadius:!g||_n(t._custom)||o===g._top||o===g._bottom,x:l?n.head:f.center,y:l?f.center:n.head,height:l?f.size:Math.abs(n.size),width:l?Math.abs(n.size):f.size};h&&(A.options=p||this.resolveDataElementOptions(d,e[d].active?"active":i));const v=A.options||e[d].options;Pn(A,v,g,o),Fn(A,v,u.ratio),this.updateElement(e[d],d,A,i)}}_getStacks(e,t){const n=this._cachedMeta.iScale,i=n.getMatchingVisibleMetas(this._type),r=n.options.stacked,o=i.length,a=[];let s,l;for(s=0;s<o;++s)if(l=i[s],l.controller.options.grouped){if(void 0!==t){const e=l.controller.getParsed(t)[l.controller._cachedMeta.vScale.axis];if(c(e)||isNaN(e))continue}if((!1===r||-1===a.indexOf(l.stack)||void 0===r&&void 0===l.stack)&&a.push(l.stack),l.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||On(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,o=i||0,a=this.getParsed(e),s=a._custom,l=_n(s);let u,d,p=a[t.axis],h=0,f=n?this.applyStack(t,a,n):p;f!==p&&(h=f-p,f=p),l&&(p=s.barStart,f=s.barEnd-s.barStart,0!==p&&F(p)!==F(s.barEnd)&&(h=0),h+=p);const g=c(i)||l?h:i;let A=t.getPixelForValue(g);if(u=this.chart.getDataVisibility(e)?t.getPixelForValue(h+f):A,d=u-A,Math.abs(d)<r){d=function(e,t,n){return 0!==e?F(e):(t.isHorizontal()?1:-1)*(t.min>=n?1:-1)}(d,t,o)*r,p===o&&(A-=d/2);const e=t.getPixelForDecimal(0),n=t.getPixelForDecimal(1),i=Math.min(e,n),a=Math.max(e,n);A=Math.max(Math.min(A,a),i),u=A+d}if(A===t.getPixelForValue(o)){const e=F(d)*t.getLineWidthForValue(o)/2;A+=e,d-=e}return{size:d,base:A,head:u,center:u+d/2}}_calculateBarIndexPixels(e,t){const n=t.scale,i=this.options,r=i.skipNull,o=f(i.maxBarThickness,1/0);let a,s;if(t.grouped){const n=r?this._getStackCount(e):t.stackCount,l="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 o,a;return c(r)?(o=t.min*n.categoryPercentage,a=n.barPercentage):(o=r*i,a=1),{chunk:o/i,ratio:a,start:t.pixels[e]-o/2}}(e,t,i,n),u=this._getStackIndex(this.index,this._cachedMeta.stack,r?e:void 0);a=l.start+l.chunk*u+l.chunk/2,s=Math.min(o,l.chunk*l.ratio)}else a=n.getPixelForValue(this.getParsed(e)[n.axis],e),s=Math.min(o,t.min*t.ratio);return{base:a-s/2,head:a+s/2,center:a,size:s}}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)}}Yn.id="bar",Yn.defaults={datasetElementType:!1,dataElementType:"bar",categoryPercentage:.8,barPercentage:.9,grouped:!0,animations:{numbers:{type:"number",properties:["x","y","base","width","height"]}}},Yn.overrides={scales:{_index_:{type:"category",offset:!0,grid:{offset:!0}},_value_:{type:"linear",beginAtZero:!0}}};class Wn extends jn{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=f(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=f(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,s=this.resolveDataElementOptions(t,i),l=this.getSharedOptions(s),c=this.includeOptions(i,l),u=o.axis,d=a.axis;for(let s=t;s<t+n;s++){const t=e[s],n=!r&&this.getParsed(s),l={},p=l[u]=r?o.getPixelForDecimal(.5):o.getPixelForValue(n[u]),h=l[d]=r?a.getBasePixel():a.getPixelForValue(n[d]);l.skip=isNaN(p)||isNaN(h),c&&(l.options=this.resolveDataElementOptions(s,t.active?"active":i),r&&(l.options.radius=0)),this.updateElement(t,s,l,i)}this.updateSharedOptions(l,i,s)}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+=f(n&&n._custom,r),i}}Wn.id="bubble",Wn.defaults={datasetElementType:!1,dataElementType:"point",animations:{numbers:{type:"number",properties:["x","y","borderWidth","radius"]}}},Wn.overrides={scales:{x:{type:"linear"},y:{type:"linear"}},plugins:{tooltip:{callbacks:{title:()=>""}}}};class Hn extends jn{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(d(n[e])){const{key:e="value"}=this._parsing;a=t=>+I(n[t],e)}for(r=e,o=e+t;r<o;++r)i._parsed[r]=a(r)}}_getRotation(){return Q(this.options.rotation-90)}_getCircumference(){return Q(this.options.circumference)}_getRotationExtents(){let e=j,t=-j;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:d,rotation:p}=this._getRotationExtents(),{ratioX:h,ratioY:f,offsetX:A,offsetY:v}=function(e,t,n){let i=1,r=1,o=0,a=0;if(t<j){const s=e,l=s+t,c=Math.cos(s),u=Math.sin(s),d=Math.cos(l),p=Math.sin(l),h=(e,t,i)=>ee(e,s,l,!0)?1:Math.max(t,t*n,i,i*n),f=(e,t,i)=>ee(e,s,l,!0)?-1:Math.min(t,t*n,i,i*n),g=h(0,c,d),A=h(_,u,p),v=f(B,c,d),m=f(B+_,u,p);i=(g-v)/2,r=(A-m)/2,o=-(g+v)/2,a=-(A+m)/2}return{ratioX:i,ratioY:r,offsetX:o,offsetY:a}}(p,d,s),m=(n.width-o)/h,y=(n.height-o)/f,b=Math.max(Math.min(m,y)/2,0),w=g(this.options.radius,b),C=(w-Math.max(w*s,0))/this._getVisibleDatasetWeightTotal();this.offsetX=A*w,this.offsetY=v*w,i.total=this.calculateTotal(),this.outerRadius=w-C*this._getRingWeightOffset(this.index),this.innerRadius=Math.max(this.outerRadius-C*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/j)}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,p=u?0:this.outerRadius,h=this.resolveDataElementOptions(t,i),f=this.getSharedOptions(h),g=this.includeOptions(i,f);let A,v=this._getRotation();for(A=0;A<t;++A)v+=this._circumference(A,r);for(A=t;A<t+n;++A){const t=this._circumference(A,r),n=e[A],o={x:l+this.offsetX,y:c+this.offsetY,startAngle:v,endAngle:v+t,circumference:t,outerRadius:p,innerRadius:d};g&&(o.options=f||this.resolveDataElementOptions(A,n.active?"active":i)),v+=t,this.updateElement(n,A,o,i)}this.updateSharedOptions(f,i,h)}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)?j*(Math.abs(e)/t):0}getLabelAndValue(e){const t=this._cachedMeta,n=this.chart,i=n.data.labels||[],r=on(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(f(this.chart.data.datasets[e].weight,1),0)}_getVisibleDatasetWeightTotal(){return this._getRingWeightOffset(this.chart.data.datasets.length)||1}}Hn.id="doughnut",Hn.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"},Hn.descriptors={_scriptable:e=>"spacing"!==e,_indexable:e=>"spacing"!==e},Hn.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 u(t)?(t=t.slice(),t[0]+=n):t+=n,t}}}}};class qn extends jn{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}=function(e,t,n){const i=t.length;let r=0,o=i;if(e._sorted){const{iScale:a,_parsed:s}=e,l=a.axis,{min:c,max:u,minDefined:d,maxDefined:p}=a.getUserBounds();d&&(r=te(Math.min(vt(s,a.axis,c).lo,n?i:vt(t,l,a.getPixelForValue(c)).lo),0,i-1)),o=p?te(Math.max(vt(s,a.axis,u).hi+1,n?0:vt(t,l,a.getPixelForValue(u)).hi+1),r,i)-r:i-r}return{start:r,count:o}}(t,i,o);this._drawStart=a,this._drawCount=s,function(e){const{xScale:t,yScale:n,_scaleRanges:i}=e,r={xmin:t.min,xmax:t.max,ymin:n.min,ymax:n.max};if(!i)return e._scaleRanges=r,!0;const o=i.xmin!==t.min||i.xmax!==t.max||i.ymin!==n.min||i.ymax!==n.max;return Object.assign(i,r),o}(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:o,vScale:a,_stacked:s,_dataset:l}=this._cachedMeta,u=this.resolveDataElementOptions(t,i),d=this.getSharedOptions(u),p=this.includeOptions(i,d),h=o.axis,f=a.axis,{spanGaps:g,segment:A}=this.options,v=W(g)?g:Number.POSITIVE_INFINITY,m=this.chart._animationsDisabled||r||"none"===i;let y=t>0&&this.getParsed(t-1);for(let u=t;u<t+n;++u){const t=e[u],n=this.getParsed(u),g=m?t:{},b=c(n[f]),w=g[h]=o.getPixelForValue(n[h],u),C=g[f]=r||b?a.getBasePixel():a.getPixelForValue(s?this.applyStack(a,n,s):n[f],u);g.skip=isNaN(w)||isNaN(C)||b,g.stop=u>0&&Math.abs(n[h]-y[h])>v,A&&(g.parsed=n,g.raw=l.data[u]),p&&(g.options=d||this.resolveDataElementOptions(u,t.active?"active":i)),m||this.updateElement(t,u,g,i),y=n}this.updateSharedOptions(d,i,u)}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()}}qn.id="line",qn.defaults={datasetElementType:"line",dataElementType:"point",showLine:!0,spanGaps:!1},qn.overrides={scales:{_index_:{type:"category"},_value_:{type:"linear"}}};class Qn extends jn{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=on(t._parsed[e].r,n.options.locale);return{label:i[e]||"",value:r}}parseObjectData(e,t,n,i){return Ot.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*B;let d,p=u;const h=360/this.countVisibleElements();for(d=0;d<t;++d)p+=this._computeAngle(d,i,h);for(d=t;d<t+n;d++){const t=e[d];let n=p,f=p+this._computeAngle(d,i,h),g=o.getDataVisibility(d)?s.getDistanceFromCenterForValue(this.getParsed(d).r):0;p=f,r&&(a.animateScale&&(g=0),a.animateRotate&&(n=f=u));const A={x:l,y:c,innerRadius:0,outerRadius:g,startAngle:n,endAngle:f,options:this.resolveDataElementOptions(d,t.active?"active":i)};this.updateElement(t,d,A,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)?Q(this.resolveDataElementOptions(e,t).angle||n):0}}Qn.id="polarArea",Qn.defaults={dataElementType:"arc",animation:{animateRotate:!0,animateScale:!0},animations:{numbers:{type:"number",properties:["x","y","startAngle","endAngle","innerRadius","outerRadius"]}},indexAxis:"r",startAngle:0},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 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r=pt(e.options.layout.padding),o=Math.max(t-r.width,0),a=Math.max(n-r.height,0),s=function(e){const t=function(e){const t=[];let n,i,r,o,a,s;for(n=0,i=(e||[]).length;n<i;++n)r=e[n],({position:o,options:{stack:a,stackWeight:s=1}}=r),t.push({index:n,box:r,pos:o,horizontal:r.isHorizontal(),weight:r.weight,stack:a&&o+a,stackWeight:s});return t}(e),n=ui(t.filter((e=>e.box.fullSize)),!0),i=ui(li(t,"left"),!0),r=ui(li(t,"right")),o=ui(li(t,"top"),!0),a=ui(li(t,"bottom")),s=ci(t,"x"),l=ci(t,"y");return{fullSize:n,leftAndTop:i.concat(o),rightAndBottom:r.concat(l).concat(a).concat(s),chartArea:li(t,"chartArea"),vertical:i.concat(r).concat(l),horizontal:o.concat(a).concat(s)}}(e.boxes),l=s.vertical,c=s.horizontal;v(e.boxes,(e=>{"function"==typeof e.beforeLayout&&e.beforeLayout()}));const 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window.devicePixelRatio}getMaximumSize(e,t,n,i){return function(e,t,n,i){const r=Ht(e),o=Qt(r,"margin"),a=Wt(r.maxWidth,e,"clientWidth")||E,s=Wt(r.maxHeight,e,"clientHeight")||E,l=function(e,t,n){let i,r;if(void 0===t||void 0===n){const o=Yt(e);if(o){const e=o.getBoundingClientRect(),a=Ht(o),s=Qt(a,"border","width"),l=Qt(a,"padding");t=e.width-l.width-s.width,n=e.height-l.height-s.height,i=Wt(a.maxWidth,o,"clientWidth"),r=Wt(a.maxHeight,o,"clientHeight")}else t=e.clientWidth,n=e.clientHeight}return{width:t,height:n,maxWidth:i||E,maxHeight:r||E}}(e,t,n);let{width:c,height:u}=l;if("content-box"===r.boxSizing){const e=Qt(r,"border","width"),t=Qt(r,"padding");c-=t.width+e.width,u-=t.height+e.height}return c=Math.max(0,c-o.width),u=Math.max(0,i?Math.floor(c/i):u-o.height),c=Vt(Math.min(c,a,l.maxWidth)),u=Vt(Math.min(u,s,l.maxHeight)),c&&!u&&(u=Vt(c/2)),{width:c,height:u}}(e,t,n,i)}isAttached(e){const t=Yt(e);return!(!t||!t.isConnected)}}class Ei{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 W(this.x)&&W(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}}Ei.defaults={},Ei.defaultRoutes=void 0;const $i={values:e=>u(e)?e:""+e,numeric(e,t,n){if(0===e)return"0";const i=this.chart.options.locale;let r,o=e;if(n.length>1){const t=Math.max(Math.abs(n[0].value),Math.abs(n[n.length-1].value));(t<1e-4||t>1e15)&&(r="scientific"),o=function(e,t){let n=t.length>3?t[2].value-t[1].value:t[1].value-t[0].value;return Math.abs(n)>=1&&e!==Math.floor(e)&&(n=e-Math.floor(e)),n}(e,n)}const a=U(Math.abs(o)),s=Math.max(Math.min(-1*Math.floor(a),20),0),l={notation:r,minimumFractionDigits:s,maximumFractionDigits:s};return Object.assign(l,this.options.ticks.format),on(e,i,l)},logarithmic(e,t,n){if(0===e)return"0";const i=e/Math.pow(10,Math.floor(U(e)));return 1===i||2===i||5===i?$i.numeric.call(this,e,t,n):""}};var _i={formatters:$i};function Pi(e,t,n,i,r){const o=f(i,0),a=Math.min(f(r,e.length),e.length);let s,l,c,u=0;for(n=Math.ceil(n),r&&(s=r-i,n=s/Math.floor(s/n)),c=o;c<0;)u++,c=Math.round(o+u*n);for(l=Math.max(o,0);l<a;l++)l===c&&(t.push(e[l]),u++,c=Math.round(o+u*n))}He.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:_i.formatters.values,minor:{},major:{},align:"center",crossAlign:"near",showLabelBackdrop:!1,backdropColor:"rgba(255, 255, 255, 0.75)",backdropPadding:2}}),He.route("scale.ticks","color","","color"),He.route("scale.grid","color","","borderColor"),He.route("scale.grid","borderColor","","borderColor"),He.route("scale.title","color","","color"),He.describe("scale",{_fallback:!1,_scriptable:e=>!e.startsWith("before")&&!e.startsWith("after")&&"callback"!==e&&"parser"!==e,_indexable:e=>"borderDash"!==e&&"tickBorderDash"!==e}),He.describe("scales",{_fallback:"scale"}),He.describe("scale.ticks",{_scriptable:e=>"backdropPadding"!==e&&"callback"!==e,_indexable:e=>"backdropPadding"!==e});const Ri=e=>"left"===e?"right":"right"===e?"left":e,Ui=(e,t,n)=>"top"===t||"left"===t?e[t]+n:e[t]-n;function Fi(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 Yi(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 Wi(e){return e.drawTicks?e.tickLength:0}function Hi(e,t){if(!e.display)return 0;const n=ht(e.font,t),i=pt(e.padding);return(u(e.text)?e.text.length:1)*n.lineHeight+i.height}function qi(e,t,n){let i=o(e);return(n&&"right"!==t||!n&&"right"===t)&&(i=Ri(i)),i}class Qi extends Ei{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=h(e,Number.POSITIVE_INFINITY),t=h(t,Number.NEGATIVE_INFINITY),n=h(n,Number.POSITIVE_INFINITY),i=h(i,Number.NEGATIVE_INFINITY),{min:h(e,n),max:h(t,i),minDefined:p(e),maxDefined:p(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:h(n,h(i,n)),max:h(i,h(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(){A(this.options.beforeUpdate,[this])}update(e,t,n){const{beginAtZero:i,grace:r,ticks:o}=this.options,a=o.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=g(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 s=a<this.ticks.length;this._convertTicksToLabels(s?Fi(this.ticks,a):this.ticks),this.configure(),this.beforeCalculateLabelRotation(),this.calculateLabelRotation(),this.afterCalculateLabelRotation(),o.display&&(o.autoSkip||"auto"===o.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):[],o=r.length,a=r[0],s=r[o-1],l=[];if(o>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,l,r,o/i),l;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(o>0){let e,n;const i=o>1?Math.round((s-a)/(o-1)):null;for(Pi(t,l,u,c(i)?0:a-i,a),e=0,n=o-1;e<n;e++)Pi(t,l,u,r[e],r[e+1]);return Pi(t,l,u,s,c(i)?t.length:s+i),l}return Pi(t,l,u),l}(this,this.ticks),this._labelSizes=null,this.afterAutoSkip()),s&&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(){A(this.options.afterUpdate,[this])}beforeSetDimensions(){A(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(){A(this.options.afterSetDimensions,[this])}_callHooks(e){this.chart.notifyPlugins(e,this.getContext()),A(this.options[e],[this])}beforeDataLimits(){this._callHooks("beforeDataLimits")}determineDataLimits(){}afterDataLimits(){this._callHooks("afterDataLimits")}beforeBuildTicks(){this._callHooks("beforeBuildTicks")}buildTicks(){return[]}afterBuildTicks(){this._callHooks("afterBuildTicks")}beforeTickToLabelConversion(){A(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=A(t.callback,[r.value,n,e],this)}afterTickToLabelConversion(){A(this.options.afterTickToLabelConversion,[this])}beforeCalculateLabelRotation(){A(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,p=te(this.chart.width-u,0,this.maxWidth);o=e.offset?this.maxWidth/n:p/(n-1),u+6>o&&(o=p/(n-(e.offset?.5:1)),a=this.maxHeight-Wi(e.grid)-t.padding-Hi(e.title,this.chart.options.font),s=Math.sqrt(u*u+d*d),l=G(Math.min(Math.asin(te((c.highest.height+6)/o,-1,1)),Math.asin(te(a/s,-1,1))-Math.asin(te(d/s,-1,1)))),l=Math.max(i,Math.min(r,l))),this.labelRotation=l}afterCalculateLabelRotation(){A(this.options.afterCalculateLabelRotation,[this])}afterAutoSkip(){}beforeFit(){A(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=Hi(i,t.options.font);if(a?(e.width=this.maxWidth,e.height=Wi(r)+o):(e.height=this.maxHeight,e.width=Wi(r)+o),n.display&&this.ticks.length){const{first:t,last:i,widest:r,highest:o}=this._getLabelSizes(),s=2*n.padding,l=Q(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(){A(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++)c(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=Fi(n,t)),this._labelSizes=e=this._computeLabelSizes(n,n.length)}return e}_computeLabelSizes(e,t){const{ctx:n,_longestTextCache:i}=this,r=[],o=[];let a,s,l,d,p,h,f,g,A,m,y,b=0,w=0;for(a=0;a<t;++a){if(d=e[a].label,p=this._resolveTickFontOptions(a),n.font=h=p.string,f=i[h]=i[h]||{data:{},gc:[]},g=p.lineHeight,A=m=0,c(d)||u(d)){if(u(d))for(s=0,l=d.length;s<l;++s)y=d[s],c(y)||u(y)||(A=qe(n,f.data,f.gc,A,y),m+=g)}else A=qe(n,f.data,f.gc,A,d),m=g;r.push(A),o.push(m),b=Math.max(A,b),w=Math.max(m,w)}!function(e,t){v(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 C=r.indexOf(b),x=o.indexOf(w),M=e=>({width:r[e]||0,height:o[e]||0});return{first:M(0),last:M(t-1),widest:M(C),highest:M(x),widths:r,heights:o}}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 te(this._alignToPixels?Ge(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 gt(e,{tick:n,index:t,type:"tick"})}(this.getContext(),e,n))}return this.$context||(this.$context=gt(this.chart.getContext(),{scale:this,type:"scale"}))}_tickSize(){const e=this.options.ticks,t=Q(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,s=this.isHorizontal(),l=this.ticks.length+(a?1:0),c=Wi(r),u=[],p=r.setContext(this.getContext()),h=p.drawBorder?p.borderWidth:0,g=h/2,A=function(e){return Ge(n,e,h)};let v,m,y,b,w,C,x,M,k,T,D,I;if("top"===o)v=A(this.bottom),C=this.bottom-c,M=v-g,T=A(e.top)+g,I=e.bottom;else if("bottom"===o)v=A(this.top),T=e.top,I=A(e.bottom)-g,C=v+g,M=this.top+c;else if("left"===o)v=A(this.right),w=this.right-c,x=v-g,k=A(e.left)+g,D=e.right;else if("right"===o)v=A(this.left),k=e.left,D=A(e.right)-g,w=v+g,x=this.left+c;else if("x"===t){if("center"===o)v=A((e.top+e.bottom)/2+.5);else if(d(o)){const e=Object.keys(o)[0],t=o[e];v=A(this.chart.scales[e].getPixelForValue(t))}T=e.top,I=e.bottom,C=v+g,M=C+c}else if("y"===t){if("center"===o)v=A((e.left+e.right)/2);else if(d(o)){const e=Object.keys(o)[0],t=o[e];v=A(this.chart.scales[e].getPixelForValue(t))}w=v-g,x=w-c,k=e.left,D=e.right}const S=f(i.ticks.maxTicksLimit,l),N=Math.max(1,Math.ceil(l/S));for(m=0;m<l;m+=N){const e=r.setContext(this.getContext(m)),t=e.lineWidth,i=e.color,o=r.borderDash||[],l=e.borderDashOffset,c=e.tickWidth,d=e.tickColor,p=e.tickBorderDash||[],h=e.tickBorderDashOffset;y=Yi(this,m,a),void 0!==y&&(b=Ge(n,y,t),s?w=x=k=D=b:C=M=T=I=b,u.push({tx1:w,ty1:C,tx2:x,ty2:M,x1:k,y1:T,x2:D,y2:I,width:t,color:i,borderDash:o,borderDashOffset:l,tickWidth:c,tickColor:d,tickBorderDash:p,tickBorderDashOffset:h}))}return this._ticksLength=l,this._borderValue=v,u}_computeLabelItems(e){const t=this.axis,n=this.options,{position:i,ticks:r}=n,o=this.isHorizontal(),a=this.ticks,{align:s,crossAlign:l,padding:c,mirror:p}=r,h=Wi(n.grid),f=h+c,g=p?-c:f,A=-Q(this.labelRotation),v=[];let m,y,b,w,C,x,M,k,T,D,I,S,N="middle";if("top"===i)x=this.bottom-g,M=this._getXAxisLabelAlignment();else if("bottom"===i)x=this.top+g,M=this._getXAxisLabelAlignment();else if("left"===i){const e=this._getYAxisLabelAlignment(h);M=e.textAlign,C=e.x}else if("right"===i){const e=this._getYAxisLabelAlignment(h);M=e.textAlign,C=e.x}else if("x"===t){if("center"===i)x=(e.top+e.bottom)/2+f;else if(d(i)){const e=Object.keys(i)[0],t=i[e];x=this.chart.scales[e].getPixelForValue(t)+f}M=this._getXAxisLabelAlignment()}else if("y"===t){if("center"===i)C=(e.left+e.right)/2-f;else if(d(i)){const e=Object.keys(i)[0],t=i[e];C=this.chart.scales[e].getPixelForValue(t)}M=this._getYAxisLabelAlignment(h).textAlign}"y"===t&&("start"===s?N="top":"end"===s&&(N="bottom"));const L=this._getLabelSizes();for(m=0,y=a.length;m<y;++m){b=a[m],w=b.label;const e=r.setContext(this.getContext(m));k=this.getPixelForTick(m)+r.labelOffset,T=this._resolveTickFontOptions(m),D=T.lineHeight,I=u(w)?w.length:1;const t=I/2,n=e.color,s=e.textStrokeColor,c=e.textStrokeWidth;let d,h=M;if(o?(C=k,"inner"===M&&(h=m===y-1?this.options.reverse?"left":"right":0===m?this.options.reverse?"right":"left":"center"),S="top"===i?"near"===l||0!==A?-I*D+D/2:"center"===l?-L.highest.height/2-t*D+D:-L.highest.height+D/2:"near"===l||0!==A?D/2:"center"===l?L.highest.height/2-t*D:L.highest.height-I*D,p&&(S*=-1)):(x=k,S=(1-I)*D/2),e.showLabelBackdrop){const t=pt(e.backdropPadding),n=L.heights[m],i=L.widths[m];let r=x+S-t.top,o=C-t.left;switch(N){case"middle":r-=n/2;break;case"bottom":r-=n}switch(M){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:A,label:w,font:T,color:n,strokeColor:s,strokeWidth:c,textOffset:S,textAlign:h,textBaseline:N,translation:[C,x],backdrop:d})}return v}_getXAxisLabelAlignment(){const{position:e,ticks:t}=this.options;if(-Q(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=Ge(e,this.left,r)-r/2,l=Ge(e,this.right,o)+o/2,c=u=a):(c=Ge(e,this.top,r)-r/2,u=Ge(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&&Xe(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)),nt(t,o,0,e.textOffset,n,e)}n&&Ke(t)}drawTitle(){const{ctx:e,options:{position:t,title:n,reverse:i}}=this;if(!n.display)return;const r=ht(n.font),o=pt(n.padding),s=n.align;let l=r.lineHeight/2;"bottom"===t||"center"===t||d(t)?(l+=o.bottom,u(n.text)&&(l+=r.lineHeight*(n.text.length-1))):l+=o.top;const{titleX:c,titleY:p,maxWidth:h,rotation:f}=function(e,t,n,i){const{top:r,left:o,bottom:s,right:l,chart:c}=e,{chartArea:u,scales:p}=c;let h,f,g,A=0;const v=s-r,m=l-o;if(e.isHorizontal()){if(f=a(i,o,l),d(n)){const e=Object.keys(n)[0],i=n[e];g=p[e].getPixelForValue(i)+v-t}else g="center"===n?(u.bottom+u.top)/2+v-t:Ui(e,n,t);h=l-o}else{if(d(n)){const e=Object.keys(n)[0],i=n[e];f=p[e].getPixelForValue(i)-m+t}else 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ht(this.options.ticks.setContext(this.getContext(e)).font)}_maxDigits(){const e=this._resolveTickFontOptions(0).lineHeight;return(this.isHorizontal()?this.width:this.height)/e}}class Gi{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=C(Object.create(null),[n?He.get(n):{},He.get(t),e.defaults]);He.set(t,i),e.defaultRoutes&&function(e,t){Object.keys(t).forEach((n=>{const 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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):v(t,(t=>{const i=n||this._getRegistryForType(t);this._exec(e,i,t)}))}))}_exec(e,t,n){const i=S(e);A(n["before"+i],[],n),t[e](n),A(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 Vi{constructor(){this._init=[]}notify(e,t,n,i){"beforeInit"===t&&(this._init=this._createDescriptors(e,!0),this._notify(this._init,e,"install"));const r=i?this._descriptors(e).filter(i):this._descriptors(e),o=this._notify(r,e,t,n);return"afterDestroy"===t&&(this._notify(r,e,"stop"),this._notify(this._init,e,"uninstall")),o}_notify(e,t,n,i){i=i||{};for(const r of e){const e=r.plugin;if(!1===A(e[n],[t,i,r.options],e)&&i.cancelable)return!1}return!0}invalidate(){c(this._cache)||(this._oldCache=this._cache,this._cache=void 0)}_descriptors(e){if(this._cache)return this._cache;const t=this._cache=this._createDescriptors(e);return this._notifyStateChanges(e),t}_createDescriptors(e,t){const n=e&&e.config,i=f(n.options&&n.options.plugins,{}),r=function(e){const t=[],n=Object.keys(Zi.plugins.items);for(let e=0;e<n.length;e++)t.push(Zi.getPlugin(n[e]));const i=e.plugins||[];for(let e=0;e<i.length;e++){const n=i[e];-1===t.indexOf(n)&&t.push(n)}return t}(n);return!1!==i||t?function(e,t,n,i){const r=[],o=e.getContext();for(let a=0;a<t.length;a++){const s=t[a],l=Ji(n[s.id],i);null!==l&&r.push({plugin:s,options:Xi(e.config,s,l,o)})}return r}(e,r,i,t):[]}_notifyStateChanges(e){const t=this._oldCache||[],n=this._cache,i=(e,t)=>e.filter((e=>!t.some((t=>e.plugin.id===t.plugin.id))));this._notify(i(t,n),e,"stop"),this._notify(i(n,t),e,"start")}}function Ji(e,t){return t||!1!==e?!0===e?{}:e:null}function Xi(e,t,n,i){const r=e.pluginScopeKeys(t),o=e.getOptionScopes(n,r);return e.createResolver(o,i,[""],{scriptable:!1,indexable:!1,allKeys:!0})}function Ki(e,t){const n=He.datasets[e]||{};return((t.datasets||{})[e]||{}).indexAxis||t.indexAxis||n.indexAxis||"x"}function er(e,t){return"x"===e||"y"===e?e:t.axis||("top"===(n=t.position)||"bottom"===n?"x":"left"===n||"right"===n?"y":void 0)||e.charAt(0).toLowerCase();var n}function tr(e){const t=e.options||(e.options={});t.plugins=f(t.plugins,{}),t.scales=function(e,t){const n=Ue[e.type]||{scales:{}},i=t.scales||{},r=Ki(e.type,t),o=Object.create(null),a=Object.create(null);return Object.keys(i).forEach((e=>{const t=i[e];if(!d(t))return console.error(`Invalid scale configuration for scale: ${e}`);if(t._proxy)return console.warn(`Ignoring resolver passed as options for scale: ${e}`);const s=er(e,t),l=function(e,t){return e===t?"_index_":"_value_"}(s,r),c=n.scales||{};o[s]=o[s]||e,a[e]=x(Object.create(null),[{axis:s},t,c[s],c[l]])})),e.data.datasets.forEach((n=>{const r=n.type||e.type,s=n.indexAxis||Ki(r,t),l=(Ue[r]||{}).scales||{};Object.keys(l).forEach((e=>{const t=function(e,t){let n=e;return"_index_"===e?n=t:"_value_"===e&&(n="x"===t?"y":"x"),n}(e,s),r=n[t+"AxisID"]||o[t]||t;a[r]=a[r]||Object.create(null),x(a[r],[{axis:t},i[r],l[e]])}))})),Object.keys(a).forEach((e=>{const t=a[e];x(t,[He.scales[t.type],He.scale])})),a}(e,t)}function nr(e){return(e=e||{}).datasets=e.datasets||[],e.labels=e.labels||[],e}const ir=new Map,rr=new Set;function or(e,t){let n=ir.get(e);return n||(n=t(),ir.set(e,n),rr.add(n)),n}const ar=(e,t,n)=>{const i=I(t,n);void 0!==i&&e.add(i)};class sr{constructor(e){this._config=function(e){return(e=e||{}).data=nr(e.data),tr(e),e}(e),this._scopeCache=new Map,this._resolverCache=new Map}get platform(){return this._config.platform}get type(){return this._config.type}set type(e){this._config.type=e}get data(){return this._config.data}set data(e){this._config.data=nr(e)}get options(){return this._config.options}set options(e){this._config.options=e}get plugins(){return this._config.plugins}update(){const e=this._config;this.clearCache(),tr(e)}clearCache(){this._scopeCache.clear(),this._resolverCache.clear()}datasetScopeKeys(e){return or(e,(()=>[[`datasets.${e}`,""]]))}datasetAnimationScopeKeys(e,t){return or(`${e}.transition.${t}`,(()=>[[`datasets.${e}.transitions.${t}`,`transitions.${t}`],[`datasets.${e}`,""]]))}datasetElementScopeKeys(e,t){return or(`${e}-${t}`,(()=>[[`datasets.${e}.elements.${t}`,`datasets.${e}`,`elements.${t}`,""]]))}pluginScopeKeys(e){const t=e.id;return or(`${this.type}-plugin-${t}`,(()=>[[`plugins.${t}`,...e.additionalOptionScopes||[]]]))}_cachedScopes(e,t){const n=this._scopeCache;let i=n.get(e);return i&&!t||(i=new Map,n.set(e,i)),i}getOptionScopes(e,t,n){const{options:i,type:r}=this,o=this._cachedScopes(e,n),a=o.get(t);if(a)return a;const s=new Set;t.forEach((t=>{e&&(s.add(e),t.forEach((t=>ar(s,e,t)))),t.forEach((e=>ar(s,i,e))),t.forEach((e=>ar(s,Ue[r]||{},e))),t.forEach((e=>ar(s,He,e))),t.forEach((e=>ar(s,Fe,e)))}));const l=Array.from(s);return 0===l.length&&l.push(Object.create(null)),rr.has(t)&&o.set(t,l),l}chartOptionScopes(){const{options:e,type:t}=this;return[e,Ue[t]||{},He.datasets[t]||{},{type:t},He,Fe]}resolveNamedOptions(e,t,n,i=[""]){const r={$shared:!0},{resolver:o,subPrefixes:a}=lr(this._resolverCache,e,i);let s=o;(function(e,t){const{isScriptable:n,isIndexable:i}=Mt(e);for(const r of t){const t=n(r),o=i(r),a=(o||t)&&e[r];if(t&&(L(a)||cr(a))||o&&u(a))return!0}return!1})(o,t)&&(r.$shared=!1,s=xt(o,n=L(n)?n():n,this.createResolver(e,n,a)));for(const e of t)r[e]=s[e];return r}createResolver(e,t,n=[""],i){const{resolver:r}=lr(this._resolverCache,e,n);return d(t)?xt(r,t,void 0,i):r}}function lr(e,t,n){let i=e.get(t);i||(i=new Map,e.set(t,i));const r=n.join();let o=i.get(r);return o||(o={resolver:Ct(t,n),subPrefixes:n.filter((e=>!e.toLowerCase().includes("hover")))},i.set(r,o)),o}const cr=e=>d(e)&&Object.getOwnPropertyNames(e).reduce(((t,n)=>t||L(e[n])),!1),ur=["top","bottom","left","right","chartArea"];function dr(e,t){return"top"===e||"bottom"===e||-1===ur.indexOf(e)&&"x"===t}function pr(e,t){return function(n,i){return n[e]===i[e]?n[t]-i[t]:n[e]-i[e]}}function hr(e){const t=e.chart,n=t.options.animation;t.notifyPlugins("afterRender"),A(n&&n.onComplete,[e],t)}function fr(e){const t=e.chart,n=t.options.animation;A(n&&n.onProgress,[e],t)}function gr(e){return 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Chart with ID '"+r.id+"' must be destroyed before the canvas can be reused.");const o=n.createResolver(n.chartOptionScopes(),this.getContext());this.platform=new(n.platform||function(e){return!Ft()||"undefined"!=typeof OffscreenCanvas&&e instanceof OffscreenCanvas?bi:Oi}(i)),this.platform.updateConfig(n);const a=this.platform.acquireContext(i,o.aspectRatio),s=a&&a.canvas,c=s&&s.height,u=s&&s.width;this.id=l(),this.ctx=a,this.canvas=s,this.width=u,this.height=c,this._options=o,this._aspectRatio=this.aspectRatio,this._layers=[],this._metasets=[],this._stacks=void 0,this.boxes=[],this.currentDevicePixelRatio=void 0,this.chartArea=void 0,this._active=[],this._lastEvent=void 0,this._listeners={},this._responsiveListeners=void 0,this._sortedMetasets=[],this.scales={},this._plugins=new Vi,this.$proxies={},this._hiddenIndices={},this.attached=!1,this._animationsDisabled=void 0,this.$context=void 0,this._doResize=function(e,t){let n;return function(...i){return t?(clearTimeout(n),n=setTimeout(e,t,i)):e.apply(this,i),t}}((e=>this.update(e)),o.resizeDelay||0),this._dataChanges=[],Ar[this.id]=this,a&&s?(vn.listen(this,"complete",hr),vn.listen(this,"progress",fr),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 c(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():Jt(this,this.options.devicePixelRatio),this.bindEvents(),this.notifyPlugins("afterInit"),this}clear(){return Ze(this.canvas,this.ctx),this}stop(){return vn.stop(this),this}resize(e,t){vn.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,Jt(this,a,!0)&&(this.notifyPlugins("resize",{size:o}),A(n.onResize,[this,o],this),this.attached&&this._doResize(s)&&this.render())}ensureScalesHaveIDs(){v(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=er(e,n),r="r"===i,o="x"===i;return{options:n,dposition:r?"chartArea":o?"bottom":"left",dtype:r?"radialLinear":o?"category":"linear"}})))),v(r,(t=>{const r=t.options,o=r.id,a=er(o,r),s=f(r.type,t.dtype);void 0!==r.position&&dr(r.position,a)===dr(t.dposition)||(r.position=t.dposition),i[o]=!0;let l=null;o in n&&n[o].type===s?l=n[o]:(l=new(Zi.getScale(s))({id:o,type:s,ctx:this.ctx,chart:this}),n[l.id]=l),l.init(r,e)})),v(i,((e,t)=>{e||delete n[t]})),v(n,(e=>{mi.configure(this,e,e.options),mi.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(pr("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||Ki(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=Zi.getController(o),{datasetElementType:i,dataElementType:a}=He.datasets[o];Object.assign(t.prototype,{dataElementType:Zi.getElement(a),datasetElementType:i&&Zi.getElement(i)}),r.controller=new t(this,n),e.push(r.controller)}}return this._updateMetasets(),e}_resetElements(){v(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||v(r,(e=>{e.reset()})),this._updateDatasets(e),this.notifyPlugins("afterUpdate",{mode:e}),this._layers.sort(pr("z","_idx"));const{_active:a,_lastEvent:s}=this;s?this._eventHandler(s,!0):a.length&&this._updateHoverStyles(a,a,!0),this.render()}_updateScales(){v(this.scales,(e=>{mi.removeBox(this,e)})),this.ensureScalesHaveIDs(),this.buildOrUpdateScales()}_checkEventBindings(){const e=this.options,t=new Set(Object.keys(this._listeners)),n=new Set(e.events);z(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(!z(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;mi.update(this,this.width,this.height,e);const t=this.chartArea,n=t.width<=0||t.height<=0;this._layers=[],v(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,L(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})&&(vn.has(this)?this.attached&&!vn.running(this)&&vn.start(this):(this.draw(),hr({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&&Xe(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&&Ke(t),o.cancelable=!1,this.notifyPlugins("afterDatasetDraw",o))}isPointInArea(e){return Je(e,this.chartArea,this._minPadding)}getElementsAtEventForMode(e,t,n,i){const r=ai.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=gt(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);N(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(),vn.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(),Ze(e,t),this.platform.releaseContext(t),this.canvas=null,this.ctx=null),this.notifyPlugins("destroy"),delete Ar[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)};v(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(){v(this._listeners,((e,t)=>{this.platform.removeEventListener(this,t,e)})),this._listeners={},v(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}}));!m(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,A(r.onHover,[e,a,this],this),s&&A(r.onClick,[e,a,this],this));const c=!m(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 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te(e,0,Math.min(o,t))};return{outerStart:s(r.outerStart),outerEnd:s(r.outerEnd),innerStart:te(r.innerStart,0,a),innerEnd:te(r.innerEnd,0,a)}}(t,d,u,A-g),w=u-v,C=u-m,x=g+v/w,M=A-m/C,k=d+y,T=d+b,D=g+y/k,I=A-b/T;if(e.beginPath(),e.arc(o,a,u,x,M),m>0){const t=xr(C,M,o,a);e.arc(t.x,t.y,m,M,A+_)}const S=xr(T,A,o,a);if(e.lineTo(S.x,S.y),b>0){const t=xr(T,I,o,a);e.arc(t.x,t.y,b,A+_,I+Math.PI)}if(e.arc(o,a,d,A-b/d,g+y/d,!0),y>0){const t=xr(k,D,o,a);e.arc(t.x,t.y,y,D+Math.PI,g-_)}const N=xr(w,g,o,a);if(e.lineTo(N.x,N.y),v>0){const t=xr(w,x,o,a);e.arc(t.x,t.y,v,g-_,x)}e.closePath()}Object.defineProperties(yr,{defaults:{enumerable:wr,value:He},instances:{enumerable:wr,value:Ar},overrides:{enumerable:wr,value:Ue},registry:{enumerable:wr,value:Zi},version:{enumerable:wr,value:"3.8.0"},getChart:{enumerable:wr,value:vr},register:{enumerable:wr,value:(...e)=>{Zi.add(...e),br()}},unregister:{enumerable:wr,value:(...e)=>{Zi.remove(...e),br()}}});class kr extends Ei{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}=V(i,{x:e,y:t}),{startAngle:a,endAngle:s,innerRadius:l,outerRadius:c,circumference:u}=this.getProps(["startAngle","endAngle","innerRadius","outerRadius","circumference"],n),d=this.options.spacing/2,p=f(u,s-a)>=j||ee(r,a,s),h=ne(o,l+d,c+d);return p&&h}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 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i="start"===e?n:"end"===e?t.options.reverse?t.min:t.max:d(e)?e.value:t.getBaseValue(),i}(n,t,o),s=[];if(i.grid.circular){const e=t.getPointPositionForValue(0,o);return new eo({x:e.x,y:e.y,radius:t.getDistanceFromCenterForValue(a)})}for(let e=0;e<r;++e)s.push(t.getPointPositionForValue(e,a));return s}(e):function(e){const{scale:t={},fill:n}=e,i=function(e,t){let n=null;return"start"===e?n=t.bottom:"end"===e?n=t.top:d(e)?n=t.getPixelForValue(e.value):t.getBasePixel&&(n=t.getBasePixel()),n}(n,t);if(p(i)){const e=t.isHorizontal();return{x:e?i:null,y:e?null:i}}return null}(e)}(e);return r instanceof eo?r:Zr(r,i)}(t),{line:r,scale:o,axis:a}=t,s=r.options,l=s.fill,c=s.backgroundColor,{above:u=c,below:h=c}=l||{};i&&r.points.length&&(Xe(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&&(no(e,i,a.top),io(e,{line:n,target:i,color:r,scale:s,property:l}),e.restore(),e.save(),no(e,i,a.bottom)),io(e,{line:n,target:i,color:o,scale:s,property:l}),e.restore()}(e,{line:r,target:i,above:u,below:h,area:n,scale:o,axis:a}),Ke(e))}function no(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[Qr(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 io(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=Qr(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=fn(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,ro(e,a,d&&qr(r,c,u)),e.beginPath();const p=!!n.pathSegment(e,t);let h;if(d){p?e.closePath():oo(e,i,u,r);const t=!!i.pathSegment(e,l,{move:p,reverse:!0});h=p&&t,h||oo(e,i,c,r)}e.closePath(),e.fill(h?"evenodd":"nonzero"),e.restore()}}function ro(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 oo(e,t,n,i){const r=t.interpolate(n,i);r&&e.lineTo(r.x,r.y)}var ao={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 Br&&(l={visible:e.isDatasetVisible(a),index:a,fill:Jr(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=Vr(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].$filler;n&&(n.line.updateControlPoints(o,n.axis),i&&to(e.ctx,n,o))}},beforeDatasetsDraw(e,t,n){if("beforeDatasetsDraw"!==n.drawTime)return;const i=e.getSortedVisibleDatasetMetas();for(let t=i.length-1;t>=0;--t){const n=i[t].$filler;n&&to(e.ctx,n,e.chartArea)}},beforeDatasetDraw(e,t,n){const i=t.meta.$filler;i&&!1!==i.fill&&"beforeDatasetDraw"===n.drawTime&&to(e.ctx,i,e.chartArea)},defaults:{propagate:!0,drawTime:"beforeDatasetDraw"}};const so=(e,t)=>{let{boxHeight:n=t,boxWidth:i=t}=e;return e.usePointStyle&&(n=Math.min(n,t),i=Math.min(i,t)),{boxWidth:i,boxHeight:n,itemHeight:Math.max(t,n)}};class lo extends Ei{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=A(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=ht(n.font),r=i.size,o=this._computeTitleHeight(),{boxWidth:a,itemHeight:s}=so(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,p=-c;return this.legendItems.forEach(((e,h)=>{const f=n+t/2+r.measureText(e.text).width;(0===h||l[l.length-1]+f+2*a>o)&&(u+=c,l[l.length-(h>0?0:1)]=0,p+=c,d++),s[h]={left:0,top:p,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,p=0,h=0,f=0;return this.legendItems.forEach(((e,o)=>{const g=n+t/2+r.measureText(e.text).width;o>0&&p+i+2*a>c&&(u+=d+a,l.push({width:d,height:p}),h+=d+a,f++,d=p=0),s[o]={left:h,top:p,col:f,width:g,height:i},d=Math.max(d,g),p+=i+a})),u+=d,l.push({width:d,height:p}),u}adjustHitBoxes(){if(!this.options.display)return;const e=this._computeTitleHeight(),{legendHitBoxes:t,options:{align:n,labels:{padding:i},rtl:r}}=this,o=ln(r,this.left,this.width);if(this.isHorizontal()){let r=0,s=a(n,this.left+i,this.right-this.lineWidths[r]);for(const l of t)r!==l.row&&(r=l.row,s=a(n,this.left+i,this.right-this.lineWidths[r])),l.top+=this.top+e+i,l.left=o.leftForLtr(o.x(s),l.width),s+=l.width+i}else{let r=0,s=a(n,this.top+e+i,this.bottom-this.columnSizes[r].height);for(const l of t)l.col!==r&&(r=l.col,s=a(n,this.top+e+i,this.bottom-this.columnSizes[r].height)),l.top=s,l.left+=this.left+i,l.left=o.leftForLtr(o.x(l.left),l.width),s+=l.height+i}}isHorizontal(){return"top"===this.options.position||"bottom"===this.options.position}draw(){if(this.options.display){const e=this.ctx;Xe(e,this),this._draw(),Ke(e)}}_draw(){const{options:e,columnSizes:t,lineWidths:n,ctx:i}=this,{align:r,labels:o}=e,s=He.color,l=ln(e.rtl,this.left,this.width),c=ht(o.font),{color:u,padding:d}=o,p=c.size,h=p/2;let g;this.drawTitle(),i.textAlign=l.textAlign("left"),i.textBaseline="middle",i.lineWidth=.5,i.font=c.string;const{boxWidth:A,boxHeight:v,itemHeight:m}=so(o,p),y=this.isHorizontal(),b=this._computeTitleHeight();g=y?{x:a(r,this.left+d,this.right-n[0]),y:this.top+d+b,line:0}:{x:this.left+d,y:a(r,this.top+b+d,this.bottom-t[0].height),line:0},cn(this.ctx,e.textDirection);const w=m+d;this.legendItems.forEach(((C,x)=>{i.strokeStyle=C.fontColor||u,i.fillStyle=C.fontColor||u;const M=i.measureText(C.text).width,k=l.textAlign(C.textAlign||(C.textAlign=o.textAlign)),T=A+h+M;let D=g.x,I=g.y;l.setWidth(this.width),y?x>0&&D+T+d>this.right&&(I=g.y+=w,g.line++,D=g.x=a(r,this.left+d,this.right-n[g.line])):x>0&&I+w>this.bottom&&(D=g.x=D+t[g.line].width+d,g.line++,I=g.y=a(r,this.top+b+d,this.bottom-t[g.line].height)),function(e,t,n){if(isNaN(A)||A<=0||isNaN(v)||v<0)return;i.save();const r=f(n.lineWidth,1);if(i.fillStyle=f(n.fillStyle,s),i.lineCap=f(n.lineCap,"butt"),i.lineDashOffset=f(n.lineDashOffset,0),i.lineJoin=f(n.lineJoin,"miter"),i.lineWidth=r,i.strokeStyle=f(n.strokeStyle,s),i.setLineDash(f(n.lineDash,[])),o.usePointStyle){const o={radius:A*Math.SQRT2/2,pointStyle:n.pointStyle,rotation:n.rotation,borderWidth:r},a=l.xPlus(e,A/2);Ve(i,o,a,t+h)}else{const o=t+Math.max((p-v)/2,0),a=l.leftForLtr(e,A),s=dt(n.borderRadius);i.beginPath(),Object.values(s).some((e=>0!==e))?rt(i,{x:a,y:o,w:A,h:v,radius:s}):i.rect(a,o,A,v),i.fill(),0!==r&&i.stroke()}i.restore()}(l.x(D),I,C),D=((e,t,n,i)=>e===(i?"left":"right")?n:"center"===e?(t+n)/2:t)(k,D+A+h,y?D+T:this.right,e.rtl),function(e,t,n){nt(i,n.text,e,t+m/2,c,{strikethrough:n.hidden,textAlign:l.textAlign(n.textAlign)})}(l.x(D),I,C),y?g.x+=T+d:g.y+=w})),un(this.ctx,e.textDirection)}drawTitle(){const e=this.options,t=e.title,n=ht(t.font),i=pt(t.padding);if(!t.display)return;const r=ln(e.rtl,this.left,this.width),s=this.ctx,l=t.position,c=n.size/2,u=i.top+c;let d,p=this.left,h=this.width;if(this.isHorizontal())h=Math.max(...this.lineWidths),d=this.top+u,p=a(e.align,p,this.right-h);else{const t=this.columnSizes.reduce(((e,t)=>Math.max(e,t.height)),0);d=u+a(e.align,this.top,this.bottom-t-e.labels.padding-this._computeTitleHeight())}const f=a(l,p,p+h);s.textAlign=r.textAlign(o(l)),s.textBaseline="middle",s.strokeStyle=t.color,s.fillStyle=t.color,s.font=n.string,nt(s,t.text,f,d,n)}_computeTitleHeight(){const e=this.options.title,t=ht(e.font),n=pt(e.padding);return e.display?t.lineHeight+n.height:0}_getLegendItemAt(e,t){let n,i,r;if(ne(e,this.left,this.right)&&ne(t,this.top,this.bottom))for(r=this.legendHitBoxes,n=0;n<r.length;++n)if(i=r[n],ne(e,i.left,i.left+i.width)&&ne(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&&A(t.onLeave,[e,o,this],this),this._hoveredItem=n,n&&!a&&A(t.onHover,[e,n,this],this)}else n&&A(t.onClick,[e,n,this],this);var i,r}}var co={id:"legend",_element:lo,start(e,t,n){const i=e.legend=new lo({ctx:e.ctx,options:n,chart:e});mi.configure(e,i,n),mi.addBox(e,i)},stop(e){mi.removeBox(e,e.legend),delete e.legend},beforeUpdate(e,t,n){const i=e.legend;mi.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=pt(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 uo extends Ei{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=u(n.text)?n.text.length:1;this._padding=pt(n.padding);const r=i*ht(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,s=o.align;let l,c,u,d=0;return this.isHorizontal()?(c=a(s,n,r),u=t+e,l=r-n):("left"===o.position?(c=n+e,u=a(s,i,t),d=-.5*B):(c=r-e,u=a(s,t,i),d=.5*B),l=i-t),{titleX:c,titleY:u,maxWidth:l,rotation:d}}draw(){const e=this.ctx,t=this.options;if(!t.display)return;const n=ht(t.font),i=n.lineHeight/2+this._padding.top,{titleX:r,titleY:a,maxWidth:s,rotation:l}=this._drawArgs(i);nt(e,t.text,0,0,n,{color:t.color,maxWidth:s,rotation:l,textAlign:o(t.align),textBaseline:"middle",translation:[r,a]})}}var po={id:"title",_element:uo,start(e,t,n){!function(e,t){const n=new uo({ctx:e.ctx,options:t,chart:e});mi.configure(e,n,t),mi.addBox(e,n),e.titleBlock=n}(e,n)},stop(e){const t=e.titleBlock;mi.removeBox(e,t),delete e.titleBlock},beforeUpdate(e,t,n){const i=e.titleBlock;mi.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 fo={id:"subtitle",start(e,t,n){const i=new uo({ctx:e.ctx,options:n,chart:e});mi.configure(e,i,n),mi.addBox(e,i),ho.set(e,i)},stop(e){mi.removeBox(e,ho.get(e)),ho.delete(e)},beforeUpdate(e,t,n){const i=ho.get(e);mi.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 go={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=J(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 Ao(e,t){return t&&(u(t)?Array.prototype.push.apply(e,t):e.push(t)),e}function vo(e){return("string"==typeof e||e instanceof String)&&e.indexOf("\n")>-1?e.split("\n"):e}function mo(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=ht(t.bodyFont),c=ht(t.titleFont),u=ht(t.footerFont),d=o.length,p=r.length,h=i.length,f=pt(t.padding);let g=f.height,A=0,m=i.reduce(((e,t)=>e+t.before.length+t.lines.length+t.after.length),0);m+=e.beforeBody.length+e.afterBody.length,d&&(g+=d*c.lineHeight+(d-1)*t.titleSpacing+t.titleMarginBottom),m&&(g+=h*(t.displayColors?Math.max(s,l.lineHeight):l.lineHeight)+(m-h)*l.lineHeight+(m-1)*t.bodySpacing),p&&(g+=t.footerMarginTop+p*u.lineHeight+(p-1)*t.footerSpacing);let y=0;const b=function(e){A=Math.max(A,n.measureText(e).width+y)};return n.save(),n.font=c.string,v(e.title,b),n.font=l.string,v(e.beforeBody.concat(e.afterBody),b),y=t.displayColors?a+2+t.boxPadding:0,v(i,(e=>{v(e.before,b),v(e.lines,b),v(e.after,b)})),y=0,n.font=u.string,v(e.footer,b),n.restore(),A+=f.width,{width:A,height:g}}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 Co(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:p,bottomRight:h}=dt(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,p)+r:"right"===s&&(f+=Math.max(d,h)+r),{x:te(f,0,i.width-t.width),y:te(g,0,i.height-t.height)}}function xo(e,t,n){const i=pt(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 Ao([],vo(e))}function ko(e,t){const n=t&&t.dataset&&t.dataset.tooltip&&t.dataset.tooltip.callbacks;return n?e.override(n):e}class To extends Ei{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 Cn(this.chart,i);return i._cacheable&&(this._cachedAnimations=Object.freeze(r)),r}getContext(){return this.$context||(this.$context=(this,gt(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=Ao(a,vo(i)),a=Ao(a,vo(r)),a=Ao(a,vo(o)),a}getBeforeBody(e,t){return Mo(t.callbacks.beforeBody.apply(this,[e]))}getBody(e,t){const{callbacks:n}=t,i=[];return v(e,(e=>{const t={before:[],lines:[],after:[]},r=ko(n,e);Ao(t.before,vo(r.beforeLabel.call(this,e))),Ao(t.lines,r.label.call(this,e)),Ao(t.after,vo(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=Ao(a,vo(i)),a=Ao(a,vo(r)),a=Ao(a,vo(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(mo(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)))),v(l,(t=>{const n=ko(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=go[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=Co(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}=dt(a),{x:d,y:p}=e,{width:h,height:f}=t;let g,A,v,m,y,b;return"center"===r?(y=p+f/2,"left"===i?(g=d,A=g-o,m=y+o,b=y-o):(g=d+h,A=g+o,m=y-o,b=y+o),v=g):(A="left"===i?d+Math.max(s,c)+o:"right"===i?d+h-Math.max(l,u)-o:this.caretX,"top"===r?(m=p,y=m-o,g=A-o,v=A+o):(m=p+f,y=m+o,g=A+o,v=A-o),b=m),{x1:g,x2:A,x3:v,y1:m,y2:y,y3:b}}drawTitle(e,t,n){const i=this.title,r=i.length;let o,a,s;if(r){const l=ln(n.rtl,this.x,this.width);for(e.x=xo(this,n.titleAlign,n),t.textAlign=l.textAlign(n.titleAlign),t.textBaseline="middle",o=ht(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:s,boxWidth:l,boxPadding:c}=r,u=ht(r.bodyFont),d=xo(this,"left",r),p=i.x(d),h=s<u.lineHeight?(u.lineHeight-s)/2:0,f=t.y+h;if(r.usePointStyle){const t={radius:Math.min(l,s)/2,pointStyle:a.pointStyle,rotation:a.rotation,borderWidth:1},n=i.leftForLtr(p,l)+l/2,c=f+s/2;e.strokeStyle=r.multiKeyBackground,e.fillStyle=r.multiKeyBackground,Ve(e,t,n,c),e.strokeStyle=o.borderColor,e.fillStyle=o.backgroundColor,Ve(e,t,n,c)}else{e.lineWidth=o.borderWidth||1,e.strokeStyle=o.borderColor,e.setLineDash(o.borderDash||[]),e.lineDashOffset=o.borderDashOffset||0;const t=i.leftForLtr(p,l-c),n=i.leftForLtr(i.xPlus(p,1),l-c-2),a=dt(o.borderRadius);Object.values(a).some((e=>0!==e))?(e.beginPath(),e.fillStyle=r.multiKeyBackground,rt(e,{x:t,y:f,w:l,h:s,radius:a}),e.fill(),e.stroke(),e.fillStyle=o.backgroundColor,e.beginPath(),rt(e,{x:n,y:f+1,w:l-2,h:s-2,radius:a}),e.fill()):(e.fillStyle=r.multiKeyBackground,e.fillRect(t,f,l,s),e.strokeRect(t,f,l,s),e.fillStyle=o.backgroundColor,e.fillRect(n,f+1,l-2,s-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=ht(n.bodyFont);let d=u.lineHeight,p=0;const h=ln(n.rtl,this.x,this.width),f=function(n){t.fillText(n,h.x(e.x+p),e.y+d/2),e.y+=d+r},g=h.textAlign(o);let A,m,y,b,w,C,x;for(t.textAlign=o,t.textBaseline="middle",t.font=u.string,e.x=xo(this,g,n),t.fillStyle=n.bodyColor,v(this.beforeBody,f),p=a&&"right"!==g?"center"===o?l/2+c:l+2+c:0,b=0,C=i.length;b<C;++b){for(A=i[b],m=this.labelTextColors[b],t.fillStyle=m,v(A.before,f),y=A.lines,a&&y.length&&(this._drawColorBox(t,e,b,h,n),d=Math.max(u.lineHeight,s)),w=0,x=y.length;w<x;++w)f(y[w]),d=u.lineHeight;v(A.after,f)}p=0,d=u.lineHeight,v(this.afterBody,f),e.y-=r}drawFooter(e,t,n){const i=this.footer,r=i.length;let o,a;if(r){const s=ln(n.rtl,this.x,this.width);for(e.x=xo(this,n.footerAlign,n),e.y+=n.footerMarginTop,t.textAlign=s.textAlign(n.footerAlign),t.textBaseline="middle",o=ht(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:p,bottomRight:h}=dt(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-h),t.quadraticCurveTo(a+l,s+c,a+l-h,s+c),"bottom"===o&&this.drawCaret(e,t,n,i),t.lineTo(a+p,s+c),t.quadraticCurveTo(a,s+c,a,s+c-p),"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=go[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=Co(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=pt(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),cn(e,t.textDirection),r.y+=o.top,this.drawTitle(r,e,t),this.drawBody(r,e,t),this.drawFooter(r,e,t),un(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=!m(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||!m(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=go[r.position].call(this,e,t);return!1!==o&&(n!==o.x||i!==o.y)}}To.positioners=go;var Do={id:"tooltip",_element:To,positioners:go,afterInit(e,t,n){n&&(e.tooltip=new To({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:s,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:s,beforeBody:s,beforeLabel:s,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 c(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:s,afterBody:s,beforeFooter:s,footer:s,afterFooter:s}},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"]},Io=Object.freeze({__proto__:null,Decimation:Hr,Filler:ao,Legend:co,SubTitle:fo,Title:po,Tooltip:Do});class So extends Qi{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(c(e))return null;const n=this.getLabels();return 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,f(t,e),this._addedLabels),((e,t)=>null===e?null:te(Math.round(e),0,t))(t,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 No(e,t,{horizontal:n,minRotation:i}){const r=Q(i),o=(n?Math.sin(r):Math.cos(r))||.001,a=.75*t*(""+e).length;return Math.min(t/o,a)}So.id="category",So.defaults={ticks:{callback:So.prototype.getLabelForValue}};class Lo extends Qi{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 c(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=F(i),t=F(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:o,max:a,precision:s,count:l,maxTicks:u,maxDigits:d,includeBounds:p}=e,h=r||1,f=u-1,{min:g,max:A}=t,v=!c(o),m=!c(a),y=!c(l),b=(A-g)/(d+1);let w,C,x,M,k=Y((A-g)/f/h)*h;if(k<1e-14&&!v&&!m)return[{value:g},{value:A}];M=Math.ceil(A/k)-Math.floor(g/k),M>f&&(k=Y(M*k/f/h)*h),c(s)||(w=Math.pow(10,s),k=Math.ceil(k*w)/w),"ticks"===i?(C=Math.floor(g/k)*k,x=Math.ceil(A/k)*k):(C=g,x=A),v&&m&&r&&function(e,t){const n=Math.round(e);return n-t<=e&&n+t>=e}((a-o)/r,k/1e3)?(M=Math.round(Math.min((a-o)/k,u)),k=(a-o)/M,C=o,x=a):y?(C=v?o:C,x=m?a:x,M=l-1,k=(x-C)/M):(M=(x-C)/k,M=H(M,Math.round(M),k/1e3)?Math.round(M):Math.ceil(M));const T=Math.max(Z(k),Z(C));w=Math.pow(10,c(s)?T:s),C=Math.round(C*w)/w,x=Math.round(x*w)/w;let D=0;for(v&&(p&&C!==o?(n.push({value:o}),C<o&&D++,H(Math.round((C+D*k)*w)/w,o,No(o,b,e))&&D++):C<o&&D++);D<M;++D)n.push({value:Math.round((C+D*k)*w)/w});return m&&p&&x!==a?n.length&&H(n[n.length-1].value,a,No(a,b,e))?n[n.length-1].value=a:n.push({value:a}):m&&x!==a||n.push({value:x}),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&&q(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 on(e,this.chart.options.locale,this.options.ticks.format)}}class zo extends Lo{determineDataLimits(){const{min:e,max:t}=this.getMinMax(!0);this.min=p(e)?e:0,this.max=p(t)?t:1,this.handleTickRangeOptions()}computeTickLimit(){const e=this.isHorizontal(),t=e?this.width:this.height,n=Q(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 Bo(e){return 1==e/Math.pow(10,Math.floor(U(e)))}zo.id="linear",zo.defaults={ticks:{callback:_i.formatters.numeric}};class jo extends Qi{constructor(e){super(e),this.start=void 0,this.end=void 0,this._startValue=void 0,this._valueRange=0}parse(e,t){const n=Lo.prototype.parse.apply(this,[e,t]);if(0!==n)return p(n)&&n>0?n:null;this._zero=!0}determineDataLimits(){const{min:e,max:t}=this.getMinMax(!0);this.min=p(e)?Math.max(0,e):null,this.max=p(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(U(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(U(t.max)),i=Math.ceil(t.max/Math.pow(10,n)),r=[];let o=h(e.min,Math.pow(10,Math.floor(U(t.min)))),a=Math.floor(U(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:Bo(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 c=h(e.max,o);return r.push({value:c,major:Bo(o)}),r}({min:this._userMin,max:this._userMax},this);return"ticks"===e.bounds&&q(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":on(e,this.chart.options.locale,this.options.ticks.format)}configure(){const e=this.min;super.configure(),this._startValue=U(e),this._valueRange=U(this.max)-U(e)}getPixelForValue(e){return void 0!==e&&0!==e||(e=this.min),null===e||isNaN(e)?NaN:this.getPixelForDecimal(e===this.min?0:(U(e)-this._startValue)/this._valueRange)}getValueForPixel(e){const t=this.getDecimalForPixel(e);return Math.pow(10,this._startValue+t*this._valueRange)}}function Oo(e){const t=e.ticks;if(t.display&&e.display){const e=pt(t.backdropPadding);return f(t.font&&t.font.size,He.font.size)+e.height}return 0}function Eo(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 $o(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 Ro(e,t,n,i){const{ctx:r}=e;if(n)r.arc(e.xCenter,e.yCenter,t,0,j);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)}}jo.id="logarithmic",jo.defaults={ticks:{callback:_i.formatters.logarithmic,major:{enabled:!0}}};class Uo extends Lo{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=pt(Oo(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=p(e)&&!isNaN(e)?e:0,this.max=p(t)&&!isNaN(t)?t:0,this.handleTickRangeOptions()}computeTickLimit(){return Math.ceil(this.drawingArea/Oo(this.options))}generateTickLabels(e){Lo.prototype.generateTickLabels.call(this,e),this._pointLabels=this.getLabels().map(((e,t)=>{const n=A(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,a=e.options.pointLabels,s=a.centerPointLabels?B/o:0;for(let p=0;p<o;p++){const o=a.setContext(e.getPointLabelContext(p));r[p]=o.padding;const h=e.getPointPosition(p,e.drawingArea+r[p],s),f=ht(o.font),g=(l=e.ctx,c=f,d=u(d=e._pointLabels[p])?d:[d],{w:Qe(l,c.string,d),h:d.length*c.lineHeight});i[p]=g;const A=K(e.getIndexAngle(p)+s),v=Math.round(G(A));$o(n,t,A,Eo(v,h.x,g.w,0,180),Eo(v,h.y,g.h,90,270))}var l,c,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=Oo(o)/2,s=e.drawingArea,l=o.pointLabels.centerPointLabels?B/r:0;for(let o=0;o<r;o++){const r=e.getPointPosition(o,s+a+n[o],l),p=Math.round(G(K(r.angle+_))),h=t[o],f=Po(r.y,h.h,p),g=_o(p),A=(c=r.x,u=h.w,"right"===(d=g)?c-=u:"center"===d&&(c-=u/2),c);i.push({x:r.x,y:f,textAlign:g,left:A,top:f,right:A+h.w,bottom:f+h.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 K(e*(j/(this._pointLabels.length||1))+Q(this.options.startAngle||0))}getDistanceFromCenterForValue(e){if(c(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(c(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 gt(e,{label:n,index:t,type:"pointLabel"})}(this.getContext(),e,n)}}getPointPosition(e,t,n=0){const i=this.getIndexAngle(e)-_+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(),Ro(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 o,a,s;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)),o=ht(t.font),{x:a,y:s,textAlign:l,left:u,top:d,right:p,bottom:h}=e._pointLabelItems[r],{backdropColor:f}=t;if(!c(f)){const e=dt(t.borderRadius),i=pt(t.backdropPadding);n.fillStyle=f;const r=u-i.left,o=d-i.top,a=p-u+i.width,s=h-d+i.height;Object.values(e).some((e=>0!==e))?(n.beginPath(),rt(n,{x:r,y:o,w:a,h:s,radius:e}),n.fill()):n.fillRect(r,o,a,s)}nt(n,e._pointLabels[r],a,s+o.lineHeight/2,o,{color:t.color,textAlign:l,textBaseline:"middle"})}}(this,r),i.display&&this.ticks.forEach(((e,t)=>{0!==t&&(a=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(),Ro(e,n,o,i),r.closePath(),r.stroke(),r.restore())}(this,i.setContext(this.getContext(t-1)),a,r))})),n.display){for(e.save(),o=r-1;o>=0;o--){const i=n.setContext(this.getPointLabelContext(o)),{color:r,lineWidth:l}=i;l&&r&&(e.lineWidth=l,e.strokeStyle=r,e.setLineDash(i.borderDash),e.lineDashOffset=i.borderDashOffset,a=this.getDistanceFromCenterForValue(t.ticks.reverse?this.min:this.max),s=this.getPointPosition(o,a),e.beginPath(),e.moveTo(this.xCenter,this.yCenter),e.lineTo(s.x,s.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=ht(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=pt(s.backdropPadding);e.fillRect(-o/2-t.left,-r-l.size/2-t.top,o+t.width,l.size+t.height)}nt(e,i.label,0,-r,l,{color:s.color})})),e.restore()}drawTitle(){}}Uo.id="radialLinear",Uo.defaults={display:!0,animate:!0,position:"chartArea",angleLines:{display:!0,lineWidth:1,borderDash:[],borderDashOffset:0},grid:{circular:!1},startAngle:0,ticks:{showLabelBackdrop:!0,callback:_i.formatters.numeric},pointLabels:{backdropColor:void 0,backdropPadding:2,display:!0,font:{size:10},callback:e=>e,padding:5,centerPointLabels:!1}},Uo.defaultRoutes={"angleLines.color":"borderColor","pointLabels.color":"color","ticks.color":"color"},Uo.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}},Yo=Object.keys(Fo);function Wo(e,t){return e-t}function Ho(e,t){if(c(t))return null;const n=e._adapter,{parser:i,round:r,isoWeekday:o}=e._parseOpts;let a=t;return"function"==typeof i&&(a=i(a)),p(a)||(a="string"==typeof i?n.parse(a,i):n.parse(a)),null===a?null:(r&&(a="week"!==r||!W(o)&&!0!==o?n.startOf(a,r):n.startOf(a,"isoWeek",o)),+a)}function qo(e,t,n,i){const r=Yo.length;for(let o=Yo.indexOf(e);o<r-1;++o){const e=Fo[Yo[o]],r=e.steps?e.steps:Number.MAX_SAFE_INTEGER;if(e.common&&Math.ceil((n-t)/(r*e.size))<=i)return Yo[o]}return Yo[r-1]}function Qo(e,t,n){if(n){if(n.length){const{lo:i,hi:r}=At(n,t);e[n[i]>=t?n[i]:n[r]]=!0}}else e[t]=!0}function Go(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 Zo extends Qi{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 ei._date(e.adapters.date);x(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:Ho(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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tn(e,t,n,i,r,o,l){if(t){var c,u=e.splitSpaces?function(e,t){if(e.length>1&&!/ /.test(e))return e;for(var n=t,i="",r=0;r<e.length;r++){var o=e.charAt(r);" "!=o||!n||r!=e.length-1&&32!=e.charCodeAt(r+1)||(o=" "),i+=o,n=" "==o}return i}(t,e.trailingSpace):t,d=e.cm.state.specialChars,p=!1;if(d.test(t)){c=document.createDocumentFragment();for(var h=0;;){d.lastIndex=h;var f=d.exec(t),g=f?f.index-h:t.length-h;if(g){var A=document.createTextNode(u.slice(h,h+g));a&&s<9?c.appendChild(N("span",[A])):c.appendChild(A),e.map.push(e.pos,e.pos+g,A),e.col+=g,e.pos+=g}if(!f)break;h+=g+1;var v=void 0;if("\t"==f[0]){var m=e.cm.options.tabSize,y=m-e.col%m;(v=c.appendChild(N("span",Z(y),"cm-tab"))).setAttribute("role","presentation"),v.setAttribute("cm-text","\t"),e.col+=y}else"\r"==f[0]||"\n"==f[0]?((v=c.appendChild(N("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(N("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&&(p=!0),e.pos+=t.length;if(e.trailingSpace=32==u.charCodeAt(t.length-1),n||i||r||p||o||l){var b=n||"";i&&(b+=i),r&&(b+=r);var w=N("span",[c],b,o);if(l)for(var C in l)l.hasOwnProperty(C)&&"style"!=C&&"class"!=C&&w.setAttribute(C,l[C]);return e.content.appendChild(w)}e.content.appendChild(c)}}function nn(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 gn(e,t){var n=t.text.className,i=fn(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,An(e,t)):n&&(t.text.className=n)}function An(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(N("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 vn(e,t,n,i){if(t.gutter&&(t.node.removeChild(t.gutter),t.gutter=null),t.gutterBackground&&(t.node.removeChild(t.gutterBackground),t.gutterBackground=null),t.line.gutterClass){var r=hn(t);t.gutterBackground=N("div",null,"CodeMirror-gutter-background "+t.line.gutterClass,"left: "+(e.options.fixedGutter?i.fixedPos:-i.gutterTotalWidth)+"px; width: "+i.gutterTotalWidth+"px"),e.display.input.setUneditable(t.gutterBackground),r.insertBefore(t.gutterBackground,t.text)}var o=t.line.gutterMarkers;if(e.options.lineNumbers||o){var a=hn(t),s=t.gutter=N("div",null,"CodeMirror-gutter-wrapper","left: "+(e.options.fixedGutter?i.fixedPos:-i.gutterTotalWidth)+"px");if(s.setAttribute("aria-hidden","true"),e.display.input.setUneditable(s),a.insertBefore(s,t.text),t.line.gutterClass&&(s.className+=" "+t.line.gutterClass),!e.options.lineNumbers||o&&o["CodeMirror-linenumbers"]||(t.lineNumber=s.appendChild(N("div",tt(e.options,n),"CodeMirror-linenumber CodeMirror-gutter-elt","left: 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n=ke(t);n!=e.wrapper;n=n.parentNode)if(!n||1==n.nodeType&&"true"==n.getAttribute("cm-ignore-events")||n.parentNode==e.sizer&&n!=e.mover)return!0}function kn(e){return e.lineSpace.offsetTop}function Tn(e){return e.mover.offsetHeight-e.lineSpace.offsetHeight}function Dn(e){if(e.cachedPaddingH)return e.cachedPaddingH;var t=S(e.measure,N("pre","x","CodeMirror-line-like")),n=window.getComputedStyle?window.getComputedStyle(t):t.currentStyle,i={left:parseInt(n.paddingLeft),right:parseInt(n.paddingRight)};return isNaN(i.left)||isNaN(i.right)||(e.cachedPaddingH=i),i}function In(e){return F-e.display.nativeBarWidth}function Sn(e){return e.display.scroller.clientWidth-In(e)-e.display.barWidth}function Nn(e){return e.display.scroller.clientHeight-In(e)-e.display.barHeight}function Ln(e,t,n){if(e.line==t)return{map:e.measure.map,cache:e.measure.cache};if(e.rest){for(var i=0;i<e.rest.length;i++)if(e.rest[i]==t)return{map:e.measure.maps[i],cache:e.measure.caches[i]};for(var r=0;r<e.rest.length;r++)if(Xe(e.rest[r])>n)return{map:e.measure.maps[r],cache:e.measure.caches[r],before:!0}}}function zn(e,t,n,i){return On(e,jn(e,t),n,i)}function Bn(e,t){if(t>=e.display.viewFrom&&t<e.display.viewTo)return e.display.view[pi(e,t)];var n=e.display.externalMeasured;return n&&t>=n.lineN&&t<n.lineN+n.size?n:void 0}function jn(e,t){var n=Xe(t),i=Bn(e,n);i&&!i.text?i=null:i&&i.changes&&(pn(e,i,n,si(e)),e.curOp.forceUpdate=!0),i||(i=function(e,t){var n=Xe(t=Rt(t)),i=e.display.externalMeasured=new an(e.doc,t,n);i.lineN=n;var r=i.built=Kt(e,i);return i.text=r.pre,S(e.display.lineMeasure,r.pre),i}(e,t));var r=Ln(i,t,n);return{line:t,view:i,rect:null,map:r.map,cache:r.cache,before:r.before,hasHeights:!1}}function On(e,t,n,i,r){t.before&&(n=-1);var o,l=n+(i||"");return t.cache.hasOwnProperty(l)?o=t.cache[l]:(t.rect||(t.rect=t.view.text.getBoundingClientRect()),t.hasHeights||(function(e,t,n){var i=e.options.lineWrapping,r=i&&Sn(e);if(!t.measure.heights||i&&t.measure.width!=r){var o=t.measure.heights=[];if(i){t.measure.width=r;for(var a=t.text.firstChild.getClientRects(),s=0;s<a.length-1;s++){var l=a[s],c=a[s+1];Math.abs(l.bottom-c.bottom)>2&&o.push((l.bottom+c.top)/2-n.top)}}o.push(n.bottom-n.top)}}(e,t.view,t.rect),t.hasHeights=!0),(o=function(e,t,n,i){var r,o=_n(t.map,n,i),l=o.node,c=o.start,u=o.end,d=o.collapse;if(3==l.nodeType){for(var p=0;p<4;p++){for(;c&&oe(t.line.text.charAt(o.coverStart+c));)--c;for(;o.coverStart+u<o.coverEnd&&oe(t.line.text.charAt(o.coverStart+u));)++u;if((r=a&&s<9&&0==c&&u==o.coverEnd-o.coverStart?l.parentNode.getBoundingClientRect():Pn(T(l,c,u).getClientRects(),i)).left||r.right||0==c)break;u=c,c-=1,d="right"}a&&s<11&&(r=function(e,t){if(!window.screen||null==screen.logicalXDPI||screen.logicalXDPI==screen.deviceXDPI||!function(e){if(null!=Ee)return Ee;var t=S(e,N("span","x")),n=t.getBoundingClientRect(),i=T(t,0,1).getBoundingClientRect();return Ee=Math.abs(n.left-i.left)>1}(e))return t;var n=screen.logicalXDPI/screen.deviceXDPI,i=screen.logicalYDPI/screen.deviceYDPI;return{left:t.left*n,right:t.right*n,top:t.top*i,bottom:t.bottom*i}}(e.display.measure,r))}else{var h;c>0&&(d=i="right"),r=e.options.lineWrapping&&(h=l.getClientRects()).length>1?h["right"==i?h.length-1:0]:l.getBoundingClientRect()}if(a&&s<9&&!c&&(!r||!r.left&&!r.right)){var f=l.parentNode.getClientRects()[0];r=f?{left:f.left,right:f.left+ai(e.display),top:f.top,bottom:f.bottom}:$n}for(var g=r.top-t.rect.top,A=r.bottom-t.rect.top,v=(g+A)/2,m=t.view.measure.heights,y=0;y<m.length-1&&!(v<m[y]);y++);var b=y?m[y-1]:0,w=m[y],C={left:("right"==d?r.right:r.left)-t.rect.left,right:("left"==d?r.left:r.right)-t.rect.left,top:b,bottom:w};return r.left||r.right||(C.bogus=!0),e.options.singleCursorHeightPerLine||(C.rtop=g,C.rbottom=A),C}(e,t,n,i)).bogus||(t.cache[l]=o)),{left:o.left,right:o.right,top:r?o.rtop:o.top,bottom:r?o.rbottom:o.bottom}}var En,$n={left:0,right:0,top:0,bottom:0};function _n(e,t,n){for(var i,r,o,a,s,l,c=0;c<e.length;c+=3)if(s=e[c],l=e[c+1],t<s?(r=0,o=1,a="left"):t<l?o=1+(r=t-s):(c==e.length-3||t==l&&e[c+3]>t)&&(r=(o=l-s)-1,t>=l&&(a="right")),null!=r){if(i=e[c+2],s==l&&n==(i.insertLeft?"left":"right")&&(a=n),"left"==n&&0==r)for(;c&&e[c-2]==e[c-3]&&e[c-1].insertLeft;)i=e[2+(c-=3)],a="left";if("right"==n&&r==l-s)for(;c<e.length-3&&e[c+3]==e[c+4]&&!e[c+5].insertLeft;)i=e[(c+=3)+2],a="right";break}return{node:i,start:r,end:o,collapse:a,coverStart:s,coverEnd:l}}function Pn(e,t){var n=$n;if("left"==t)for(var i=0;i<e.length&&(n=e[i]).left==n.right;i++);else for(var r=e.length-1;r>=0&&(n=e[r]).left==n.right;r--);return n}function Rn(e){if(e.measure&&(e.measure.cache={},e.measure.heights=null,e.rest))for(var t=0;t<e.rest.length;t++)e.measure.caches[t]={}}function Un(e){e.display.externalMeasure=null,I(e.display.lineMeasure);for(var t=0;t<e.display.view.length;t++)Rn(e.display.view[t])}function 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i=Ge(e.doc,t.line),r=Ht(i)+kn(e.display);return{left:n,right:n,top:r,bottom:r+i.height}}function Jn(e,t,n,i,r){var o=nt(e,t,n);return o.xRel=r,i&&(o.outside=i),o}function Xn(e,t,n){var i=e.doc;if((n+=e.display.viewOffset)<0)return Jn(i.first,0,null,-1,-1);var r=Ke(i,n),o=i.first+i.size-1;if(r>o)return Jn(i.first+i.size-1,Ge(i,o).text.length,null,1,1);t<0&&(t=0);for(var a=Ge(i,r);;){var s=ni(e,a,r,t,n),l=_t(a,s.ch+(s.xRel>0||s.outside>0?1:0));if(!l)return s;var c=l.find(1);if(c.line==r)return c;a=Ge(i,r=c.line)}}function Kn(e,t,n,i){i-=Hn(t);var r=t.text.length,o=se((function(t){return On(e,n,t-1).bottom<=i}),r,0);return{begin:o,end:r=se((function(t){return On(e,n,t).top>i}),o,r)}}function ei(e,t,n,i){return n||(n=jn(e,t)),Kn(e,t,n,qn(e,t,On(e,n,i),"line").top)}function ti(e,t,n,i){return!(e.bottom<=n)&&(e.top>n||(i?e.left:e.right)>t)}function ni(e,t,n,i,r){r-=Ht(t);var o=jn(e,t),a=Hn(t),s=0,l=t.text.length,c=!0,u=de(t,e.doc.direction);if(u){var 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h=r[p];if(!(h.from>=c||h.to<=l)){var f=On(e,i,1!=h.level?Math.min(c,h.to)-1:Math.max(l,h.from)).right,g=f<o?o-f+1e9:f-o;(!u||d>g)&&(u=h,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 oi(e){if(null!=e.cachedTextHeight)return e.cachedTextHeight;if(null==En){En=N("pre",null,"CodeMirror-line-like");for(var t=0;t<49;++t)En.appendChild(document.createTextNode("x")),En.appendChild(N("br"));En.appendChild(document.createTextNode("x"))}S(e.measure,En);var n=En.offsetHeight/50;return n>3&&(e.cachedTextHeight=n),I(e.measure),n||1}function ai(e){if(null!=e.cachedCharWidth)return e.cachedCharWidth;var t=N("span","xxxxxxxxxx"),n=N("pre",[t],"CodeMirror-line-like");S(e.measure,n);var i=t.getBoundingClientRect(),r=(i.right-i.left)/10;return r>2&&(e.cachedCharWidth=r),r||10}function si(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:li(t),gutterTotalWidth:t.gutters.offsetWidth,gutterLeft:n,gutterWidth:i,wrapperWidth:t.wrapper.clientWidth}}function li(e){return e.scroller.getBoundingClientRect().left-e.sizer.getBoundingClientRect().left}function ci(e){var t=oi(e.display),n=e.options.lineWrapping,i=n&&Math.max(5,e.display.scroller.clientWidth/ai(e.display)-3);return function(r){if(Yt(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 ui(e){var t=e.doc,n=ci(e);t.iter((function(e){var t=n(e);t!=e.height&&Je(e,t)}))}function di(e,t,n,i){var r=e.display;if(!n&&"true"==ke(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(e){return null}var l,c=Xn(e,o,a);if(i&&c.xRel>0&&(l=Ge(e.doc,c.line).text).length==c.ch){var u=P(l,l.length,e.options.tabSize)-l.length;c=nt(c.line,Math.max(0,Math.round((o-Dn(e.display).left)/ai(e.display))-u))}return c}function pi(e,t){if(t>=e.display.viewTo)return null;if((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&&Ut(e.doc,t)<r.viewTo&&gi(e);else if(n<=r.viewFrom)Mt&&Ft(e.doc,n+i)>r.viewFrom?gi(e):(r.viewFrom+=i,r.viewTo+=i);else if(t<=r.viewFrom&&n>=r.viewTo)gi(e);else if(t<=r.viewFrom){var o=Ai(e,n,n+i,1);o?(r.view=r.view.slice(o.index),r.viewFrom=o.lineN,r.viewTo+=i):gi(e)}else if(n>=r.viewTo){var a=Ai(e,t,t,-1);a?(r.view=r.view.slice(0,a.index),r.viewTo=a.lineN):gi(e)}else{var s=Ai(e,t,t,-1),l=Ai(e,n,n+i,1);s&&l?(r.view=r.view.slice(0,s.index).concat(sn(e,s.lineN,l.lineN)).concat(r.view.slice(l.index)),r.viewTo+=i):gi(e)}var c=r.externalMeasured;c&&(n<c.lineN?c.lineN+=i:t<c.lineN+c.size&&(r.externalMeasured=null))}function fi(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[pi(e,t)];if(null!=o.node){var a=o.changes||(o.changes=[]);-1==U(a,n)&&a.push(n)}}}function gi(e){e.display.viewFrom=e.display.viewTo=e.doc.first,e.display.view=[],e.display.viewOffset=0}function Ai(e,t,n,i){var r,o=pi(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(;Ut(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 vi(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 mi(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||Ci(e,l,o)}}return i}function bi(e,t,n){var i=Zn(e,t,"div",null,null,!e.options.singleCursorHeightPerLine),r=n.appendChild(N("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=Gn(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(N("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 Ci(e,t,n){var i=e.display,r=e.doc,o=document.createDocumentFragment(),a=Dn(e.display),s=a.left,l=Math.max(i.sizerWidth,Sn(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(N("div",null,"CodeMirror-selected","position: absolute; left: "+e+"px;\n top: "+t+"px; width: "+(null==n?l-e:n)+"px;\n height: "+(i-t)+"px"))}function d(t,n,i){var o,a,d=Ge(r,t),p=d.text.length;function h(n,i){return Gn(e,nt(t,n),"div",d,i)}function f(t,n,i){var r=ei(e,d,null,t),o="ltr"==n==("after"==i)?"left":"right";return 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p=t.from(),h=t.to();if(p.line==h.line)d(p.line,p.ch,h.ch);else{var f=Ge(r,p.line),g=Ge(r,h.line),A=Rt(f)==Rt(g),v=d(p.line,p.ch,A?f.text.length+1:null).end,m=d(h.line,A?0:null,h.ch).start;A&&(v.top<m.top-2?(u(v.right,v.top,null,v.bottom),u(s,m.top,m.left,m.bottom)):u(v.right,v.top,m.left-v.right,v.bottom)),v.bottom<m.top&&u(s,v.bottom,null,m.top)}n.appendChild(o)}function xi(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()||Di(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||Ti(e))}function ki(e){e.state.delayingBlurEvent=!0,setTimeout((function(){e.state.delayingBlurEvent&&(e.state.delayingBlurEvent=!1,e.state.focused&&Di(e))}),100)}function Ti(e,t){e.state.delayingBlurEvent&&!e.state.draggingText&&(e.state.delayingBlurEvent=!1),"nocursor"!=e.options.readOnly&&(e.state.focused||(Ae(e,"focus",e,t),e.state.focused=!0,j(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()),xi(e))}function Di(e,t){e.state.delayingBlurEvent||(e.state.focused&&(Ae(e,"blur",e,t),e.state.focused=!1,D(e.display.wrapper,"CodeMirror-focused")),clearInterval(e.display.blinker),setTimeout((function(){e.state.focused||(e.display.shift=!1)}),150))}function Ii(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,p=0;if(!c.hidden){if(r+=c.line.height,a&&s<8){var h=c.node.offsetTop+c.node.offsetHeight;d=h-n,n=h}else{var f=c.node.getBoundingClientRect();d=f.bottom-f.top,!u&&c.text.firstChild&&(p=c.text.firstChild.getBoundingClientRect().right-f.left-1)}var g=c.line.height-d;if((g>.005||g<-.005)&&(r<i&&(o-=g),Je(c.line,d),Si(c.line),c.rest))for(var A=0;A<c.rest.length;A++)Si(c.rest[A]);if(p>e.display.sizerWidth){var v=Math.ceil(p/ai(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 Si(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 Ni(e,t,n){var i=n&&null!=n.top?Math.max(0,n.top):e.scroller.scrollTop;i=Math.floor(i-kn(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,Ht(Ge(t,s))+e.wrapper.clientHeight)):Math.min(l,t.lastLine())>=a&&(o=Ke(t,Ht(Ge(t,l))-e.wrapper.clientHeight),a=l)}return{from:o,to:Math.max(a,o+1)}}function Li(e,t){var n=e.display,i=oi(e.display);t.top<0&&(t.top=0);var r=e.curOp&&null!=e.curOp.scrollTop?e.curOp.scrollTop:n.scroller.scrollTop,o=Nn(e),a={};t.bottom-t.top>o&&(t.bottom=t.top+o);var s=e.doc.height+Tn(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,p=e.curOp&&null!=e.curOp.scrollLeft?e.curOp.scrollLeft:n.scroller.scrollLeft-d,h=Sn(e)-n.gutters.offsetWidth,f=t.right-t.left>h;return f&&(t.right=t.left+h),t.left<10?a.scrollLeft=0:t.left<p?a.scrollLeft=Math.max(0,t.left+d-(f?0:10)):t.right>h+p-3&&(a.scrollLeft=t.right+(f?0:10)-h),a}function zi(e,t){null!=t&&(Oi(e),e.curOp.scrollTop=(null==e.curOp.scrollTop?e.doc.scrollTop:e.curOp.scrollTop)+t)}function Bi(e){Oi(e);var t=e.getCursor();e.curOp.scrollToPos={from:t,to:t,margin:e.options.cursorScrollMargin}}function ji(e,t,n){null==t&&null==n||Oi(e),null!=t&&(e.curOp.scrollLeft=t),null!=n&&(e.curOp.scrollTop=n)}function Oi(e){var t=e.curOp.scrollToPos;t&&(e.curOp.scrollToPos=null,Ei(e,Vn(e,t.from),Vn(e,t.to),t.margin))}function Ei(e,t,n,i){var r=Li(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});ji(e,r.scrollLeft,r.scrollTop)}function $i(e,t){Math.abs(e.doc.scrollTop-t)<2||(n||ur(e,{top:t}),_i(e,t,!0),n&&ur(e),or(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 Ri(e){var t=e.display,n=t.gutters.offsetWidth,i=Math.round(e.doc.height+Tn(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+In(e)+t.barHeight,nativeBarWidth:t.nativeBarWidth,gutterWidth:n}}var Ui=function(e,t,n){this.cm=n;var i=this.vert=N("div",[N("div",null,null,"min-width: 1px")],"CodeMirror-vscrollbar"),r=this.horiz=N("div",[N("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")};Ui.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}},Ui.prototype.setScrollLeft=function(e){this.horiz.scrollLeft!=e&&(this.horiz.scrollLeft=e),this.disableHoriz&&this.enableZeroWidthBar(this.horiz,this.disableHoriz,"horiz")},Ui.prototype.setScrollTop=function(e){this.vert.scrollTop!=e&&(this.vert.scrollTop=e),this.disableVert&&this.enableZeroWidthBar(this.vert,this.disableVert,"vert")},Ui.prototype.zeroWidthHack=function(){var e=y&&!f?"12px":"18px";this.horiz.style.height=this.vert.style.width=e,this.horiz.style.visibility=this.vert.style.visibility="hidden",this.disableHoriz=new R,this.disableVert=new R},Ui.prototype.enableZeroWidthBar=function(e,t,n){e.style.visibility="",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.visibility="hidden":t.set(1e3,i)}))},Ui.prototype.clear=function(){var e=this.horiz.parentNode;e.removeChild(this.horiz),e.removeChild(this.vert)};var Fi=function(){};function Yi(e,t){t||(t=Ri(e));var n=e.display.barWidth,i=e.display.barHeight;Wi(e,t);for(var r=0;r<4&&n!=e.display.barWidth||i!=e.display.barHeight;r++)n!=e.display.barWidth&&e.options.lineWrapping&&Ii(e),Wi(e,Ri(e)),n=e.display.barWidth,i=e.display.barHeight}function Wi(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 Hi={native:Ui,null:Fi};function qi(e){e.display.scrollbars&&(e.display.scrollbars.clear(),e.display.scrollbars.addClass&&D(e.display.wrapper,e.display.scrollbars.addClass)),e.display.scrollbars=new Hi[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):$i(e,t)}),e),e.display.scrollbars.addClass&&j(e.display.wrapper,e.display.scrollbars.addClass)}var Qi=0;function Gi(e){var t;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:++Qi,markArrays:null},t=e.curOp,ln?ln.ops.push(t):t.ownsGroup=ln={ops:[t],delayedCallbacks:[]}}function Zi(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{ln=null,t(n)}}(t,(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++)Vi(t[n]);for(var i=0;i<t.length;i++)Ji(t[i]);for(var r=0;r<t.length;r++)Xi(t[r]);for(var o=0;o<t.length;o++)Ki(t[o]);for(var a=0;a<t.length;a++)er(t[a])}(e)}))}function Vi(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=In(e)+"px",t.sizer.style.marginBottom=-t.nativeBarWidth+"px",t.sizer.style.borderRightWidth=In(e)+"px",t.scrollbarsClipped=!0)})(t),e.updateMaxLine&&Qt(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 sr(t,e.mustUpdate&&{top:e.scrollTop,ensure:e.scrollToPos},e.forceUpdate)}function Ji(e){e.updatedDisplay=e.mustUpdate&&lr(e.cm,e.update)}function Xi(e){var t=e.cm,n=t.display;e.updatedDisplay&&Ii(t),e.barMeasure=Ri(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+In(t)+t.display.barWidth),e.maxScrollLeft=Math.max(0,n.sizer.offsetLeft+e.adjustWidthTo-Sn(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==B();e.preparedSelection&&t.display.input.showSelection(e.preparedSelection,n),(e.updatedDisplay||e.startHeight!=t.doc.height)&&Yi(t,e.barMeasure),e.updatedDisplay&&pr(t,e.barMeasure),e.selectionChanged&&xi(t),t.state.focused&&e.updateInput&&t.display.input.reset(e.typing),n&&Mi(e.cm)}function er(e){var t=e.cm,n=t.display,i=t.doc;e.updatedDisplay&&cr(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&&function(e,t){if(!ve(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&&!g){var o=N("div","",null,"position: absolute;\n top: "+(t.top-n.viewOffset-kn(e.display))+"px;\n height: "+(t.bottom-t.top+In(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,function(e,t,n,i){var r;null==i&&(i=0),e.options.lineWrapping||t!=n||(n="before"==t.sticky?nt(t.line,t.ch+1,"before"):t,t=t.ch?nt(t.line,"before"==t.sticky?t.ch-1:t.ch,"after"):t);for(var o=0;o<5;o++){var a=!1,s=Zn(e,t),l=n&&n!=t?Zn(e,n):s,c=Li(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&&($i(e,c.scrollTop),Math.abs(e.doc.scrollTop-u)>1&&(a=!0)),null!=c.scrollLeft&&(Pi(e,c.scrollLeft),Math.abs(e.doc.scrollLeft-d)>1&&(a=!0)),!a)break}return r}(t,ct(i,e.scrollToPos.from),ct(i,e.scrollToPos.to),e.scrollToPos.margin));var r=e.maybeHiddenMarkers,o=e.maybeUnhiddenMarkers;if(r)for(var a=0;a<r.length;++a)r[a].lines.length||Ae(r[a],"hide");if(o)for(var s=0;s<o.length;++s)o[s].lines.length&&Ae(o[s],"unhide");n.wrapper.offsetHeight&&(i.scrollTop=t.display.scroller.scrollTop),e.changeObjs&&Ae(t,"changes",t,e.changeObjs),e.update&&e.update.finish()}function tr(e,t){if(e.curOp)return t();Gi(e);try{return t()}finally{Zi(e)}}function nr(e,t){return function(){if(e.curOp)return t.apply(e,arguments);Gi(e);try{return t.apply(e,arguments)}finally{Zi(e)}}}function ir(e){return function(){if(this.curOp)return e.apply(this,arguments);Gi(this);try{return e.apply(this,arguments)}finally{Zi(this)}}}function rr(e){return function(){var t=this.cm;if(!t||t.curOp)return e.apply(this,arguments);Gi(t);try{return e.apply(this,arguments)}finally{Zi(t)}}}function or(e,t){e.doc.highlightFrontier<e.display.viewTo&&e.state.highlight.set(t,$(ar,e))}function ar(e){var t=e.doc;if(!(t.highlightFrontier>=e.display.viewTo)){var n=+new Date+e.options.workTime,i=gt(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?We(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),p=0;!d&&p<a.length;++p)d=a[p]!=o.styles[p];d&&r.push(i.line),o.stateAfter=i.save(),i.nextLine()}else o.text.length<=e.options.maxHighlightLength&&At(e,o.text,i),o.stateAfter=i.line%5==0?i.save():null,i.nextLine();if(+new Date>n)return or(e,e.options.workDelay),!0})),t.highlightFrontier=i.line,t.modeFrontier=Math.max(t.modeFrontier,i.line),r.length&&tr(e,(function(){for(var t=0;t<r.length;t++)fi(e,r[t],"text")}))}}var sr=function(e,t,n){var i=e.display;this.viewport=t,this.visible=Ni(i,e.doc,t),this.editorIsHidden=!i.wrapper.offsetWidth,this.wrapperHeight=i.wrapper.clientHeight,this.wrapperWidth=i.wrapper.clientWidth,this.oldDisplayWidth=Sn(e),this.force=n,this.dims=si(e),this.events=[]};function lr(e,t){var n=e.display,i=e.doc;if(t.editorIsHidden)return gi(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==vi(e))return!1;fr(e)&&(gi(e),t.dims=si(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=Ut(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=sn(e,t,n),i.viewFrom=t):(i.viewFrom>t?i.view=sn(e,t,i.viewFrom).concat(i.view):i.viewFrom<t&&(i.view=i.view.slice(pi(e,t))),i.viewFrom=t,i.viewTo<n?i.view=i.view.concat(sn(e,i.viewTo,n)):i.viewTo>n&&(i.view=i.view.slice(0,pi(e,n)))),i.viewTo=n})(e,o,a),n.viewOffset=Ht(Ge(e.doc,n.viewFrom)),e.display.mover.style.top=n.viewOffset+"px";var c=vi(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=B();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 p=c[d];if(p.hidden);else if(p.node&&p.node.parentNode==o){for(;a!=p.node;)a=s(a);var h=r&&null!=t&&t<=u&&p.lineNumber;p.changes&&(U(p.changes,"gutter")>-1&&(h=!1),pn(e,p,u,n)),h&&(I(p.lineNumber),p.lineNumber.appendChild(document.createTextNode(tt(e.options,u)))),a=p.node.nextSibling}else{var f=yn(e,p,u,n);o.insertBefore(f,a)}u+=p.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!=B()&&(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),I(n.cursorDiv),I(n.selectionDiv),n.gutters.style.height=n.sizer.style.minHeight=0,s&&(n.lastWrapHeight=t.wrapperHeight,n.lastWrapWidth=t.wrapperWidth,or(e,400)),n.updateLineNumbers=null,!0}function cr(e,t){for(var n=t.viewport,i=!0;;i=!1){if(i&&e.options.lineWrapping&&t.oldDisplayWidth!=Sn(e))i&&(t.visible=Ni(e.display,e.doc,n));else if(n&&null!=n.top&&(n={top:Math.min(e.doc.height+Tn(e.display)-Nn(e),n.top)}),t.visible=Ni(e.display,e.doc,n),t.visible.from>=e.display.viewFrom&&t.visible.to<=e.display.viewTo)break;if(!lr(e,t))break;Ii(e);var r=Ri(e);mi(e),Yi(e,r),pr(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 ur(e,t){var n=new sr(e,t);if(lr(e,n)){Ii(e),cr(e,n);var i=Ri(e);mi(e),Yi(e,i),pr(e,i),n.finish()}}function dr(e){var t=e.gutters.offsetWidth;e.sizer.style.marginLeft=t+"px",un(e,"gutterChanged",e)}function pr(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+In(e)+"px"}function hr(e){var t=e.display,n=t.view;if(t.alignWidgets||t.gutters.firstChild&&e.options.fixedGutter){for(var i=li(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 fr(e){if(!e.options.lineNumbers)return!1;var t=e.doc,n=tt(e.options,t.first+t.size-1),i=e.display;if(n.length!=i.lineNumChars){var r=i.measure.appendChild(N("div",[N("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",dr(e.display),!0}return!1}function gr(e,t){for(var n=[],i=!1,r=0;r<e.length;r++){var o=e[r],a=null;if("string"!=typeof 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e=0;e<this.events.length;e++)Ae.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 Cr(e){var t=wr(e);return t.x*=br,t.y*=br,t}function xr(e,t){u&&d>=102&&(null==e.display.chromeScrollHack?e.display.sizer.style.pointerEvents="none":clearTimeout(e.display.chromeScrollHack),e.display.chromeScrollHack=setTimeout((function(){e.display.chromeScrollHack=null,e.display.sizer.style.pointerEvents=""}),100));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,h=c.scrollWidth>c.clientWidth,f=c.scrollHeight>c.clientHeight;if(r&&h||o&&f){if(o&&y&&l)e:for(var g=t.target,A=s.view;g!=c;g=g.parentNode)for(var v=0;v<A.length;v++)if(A[v].node==g){e.display.currentWheelTarget=g;break e}if(r&&!n&&!p&&null!=a)return o&&f&&$i(e,Math.max(0,c.scrollTop+o*a)),Pi(e,Math.max(0,c.scrollLeft+r*a)),(!o||o&&f)&&we(t),void(s.wheelStartX=null);if(o&&null!=a){var m=o*a,b=e.doc.scrollTop,w=b+s.wrapper.clientHeight;m<0?b=Math.max(0,b+m-50):w=Math.min(e.doc.height,w+m+50),ur(e,{top:b,bottom:w})}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(!rt(n.anchor,i.anchor)||!rt(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 kr(ot(this.ranges[t].anchor),ot(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(it(t,i.from())>=0&&it(e,i.to())<=0)return n}return-1};var kr=function(e,t){this.anchor=e,this.head=t};function Tr(e,t,n){var i=e&&e.options.selectionsMayTouch,r=t[n];t.sort((function(e,t){return it(e.from(),t.from())})),n=U(t,r);for(var o=1;o<t.length;o++){var a=t[o],s=t[o-1],l=it(s.to(),a.from());if(i&&!a.empty()?l>0:l>=0){var c=st(s.from(),a.from()),u=at(s.to(),a.to()),d=s.empty()?a.from()==a.head:s.from()==s.head;o<=n&&--n,t.splice(--o,2,new kr(d?u:c,d?c:u))}}return new Mr(t,n)}function Dr(e,t){return new Mr([new kr(e,t||e)],0)}function Ir(e){return e.text?nt(e.from.line+e.text.length-1,V(e.text).length+(1==e.text.length?e.from.ch:0)):e.to}function Sr(e,t){if(it(e,t.from)<0)return e;if(it(e,t.to)<=0)return Ir(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+=Ir(t).ch-t.to.ch),nt(n,i)}function Nr(e,t){for(var n=[],i=0;i<e.sel.ranges.length;i++){var r=e.sel.ranges[i];n.push(new kr(Sr(r.anchor,t),Sr(r.head,t)))}return Tr(e.cm,n,e.sel.primIndex)}function Lr(e,t,n){return e.line==t.line?nt(n.line,e.ch-t.ch+n.ch):nt(n.line+(e.line-t.line),e.ch)}function zr(e){e.doc.mode=Ue(e.options,e.doc.modeOption),Br(e)}function Br(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,or(e,100),e.state.modeGen++,e.curOp&&hi(e)}function jr(e,t){return 0==t.from.ch&&0==t.to.ch&&""==V(t.text)&&(!e.cm||e.cm.options.wholeLineUpdateBefore)}function 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r=e.history,o=i&&i.origin;n==r.lastSelOp||o&&r.lastSelOrigin==o&&(r.lastModTime==r.lastSelTime&&r.lastOrigin==o||function(e,t,n,i){var r=t.charAt(0);return"*"==r||"+"==r&&n.ranges.length==i.ranges.length&&n.somethingSelected()==i.somethingSelected()&&new Date-e.history.lastSelTime<=(e.cm?e.cm.options.historyEventDelay:500)}(e,o,V(r.done),t))?r.done[r.done.length-1]=t:Wr(t,r.done),r.lastSelTime=+new Date,r.lastSelOrigin=o,r.lastSelOp=n,i&&!1!==i.clearRedo&&Ur(r.undone)}function Wr(e,t){var n=V(t);n&&n.ranges&&n.equals(e)||t.push(e)}function Hr(e,t,n,i){var r=t["spans_"+e.id],o=0;e.iter(Math.max(e.first,n),Math.min(e.first+e.size,i),(function(n){n.markedSpans&&((r||(r=t["spans_"+e.id]={}))[o]=n.markedSpans),++o}))}function qr(e){if(!e)return null;for(var t,n=0;n<e.length;++n)e[n].marker.explicitlyCleared?t||(t=e.slice(0,n)):t&&t.push(e[n]);return t?t.length?t:null:e}function Qr(e,t){var n=function(e,t){var n=t["spans_"+e.id];if(!n)return null;for(var i=[],r=0;r<t.text.length;++r)i.push(qr(n[r]));return i}(e,t),i=It(e,t);if(!n)return i;if(!i)return n;for(var r=0;r<n.length;++r){var o=n[r],a=i[r];if(o&&a)e:for(var s=0;s<a.length;++s){for(var l=a[s],c=0;c<o.length;++c)if(o[c].marker==l.marker)continue e;o.push(l)}else a&&(n[r]=a)}return n}function Gr(e,t,n){for(var i=[],r=0;r<e.length;++r){var o=e[r];if(o.ranges)i.push(n?Mr.prototype.deepCopy.call(o):o);else{var a=o.changes,s=[];i.push({changes:s});for(var l=0;l<a.length;++l){var c=a[l],u=void 0;if(s.push({from:c.from,to:c.to,text:c.text}),t)for(var d in c)(u=d.match(/^spans_(\d+)$/))&&U(t,Number(u[1]))>-1&&(V(s)[d]=c[d],delete c[d])}}}return i}function Zr(e,t,n,i){if(i){var r=e.anchor;if(n){var o=it(t,r)<0;o!=it(n,r)<0?(r=t,t=n):o!=it(t,n)<0&&(t=n)}return new kr(r,t)}return new kr(n||t,t)}function Vr(e,t,n,i,r){null==r&&(r=e.cm&&(e.cm.display.shift||e.extend)),to(e,new Mr([Zr(e.sel.primary(),t,n,r)],0),i)}function Jr(e,t,n){for(var i=[],r=e.cm&&(e.cm.display.shift||e.extend),o=0;o<e.sel.ranges.length;o++)i[o]=Zr(e.sel.ranges[o],t[o],null,r);to(e,Tr(e.cm,i,e.sel.primIndex),n)}function Xr(e,t,n,i){var r=e.sel.ranges.slice(0);r[t]=n,to(e,Tr(e.cm,r,e.sel.primIndex),i)}function Kr(e,t,n,i){to(e,Dr(t,n),i)}function eo(e,t,n){var i=e.history.done,r=V(i);r&&r.ranges?(i[i.length-1]=t,no(e,t,n)):to(e,t,n)}function to(e,t,n){no(e,t,n),Yr(e,e.sel,e.cm?e.cm.curOp.id:NaN,n)}function no(e,t,n){(ye(e,"beforeSelectionChange")||e.cm&&ye(e.cm,"beforeSelectionChange"))&&(t=function(e,t,n){var i={ranges:t.ranges,update:function(t){this.ranges=[];for(var n=0;n<t.length;n++)this.ranges[n]=new kr(ct(e,t[n].anchor),ct(e,t[n].head))},origin:n&&n.origin};return Ae(e,"beforeSelectionChange",e,i),e.cm&&Ae(e.cm,"beforeSelectionChange",e.cm,i),i.ranges!=t.ranges?Tr(e.cm,i.ranges,i.ranges.length-1):t}(e,t,n));var i=n&&n.bias||(it(t.primary().head,e.sel.primary().head)<0?-1:1);io(e,oo(e,t,i,!0)),n&&!1===n.scroll||!e.cm||"nocursor"==e.cm.getOption("readOnly")||Bi(e.cm)}function io(e,t){t.equals(e.sel)||(e.sel=t,e.cm&&(e.cm.curOp.updateInput=1,e.cm.curOp.selectionChanged=!0,me(e.cm)),un(e,"cursorActivity",e))}function ro(e){io(e,oo(e,e.sel,null,!1))}function oo(e,t,n,i){for(var r,o=0;o<t.ranges.length;o++){var a=t.ranges[o],s=t.ranges.length==e.sel.ranges.length&&e.sel.ranges[o],l=so(e,a.anchor,s&&s.anchor,n,i),c=a.head==a.anchor?l:so(e,a.head,s&&s.head,n,i);(r||l!=a.anchor||c!=a.head)&&(r||(r=t.ranges.slice(0,o)),r[o]=new kr(l,c))}return r?Tr(e.cm,r,t.primIndex):t}function ao(e,t,n,i,r){var o=Ge(e,t.line);if(o.markedSpans)for(var a=0;a<o.markedSpans.length;++a){var s=o.markedSpans[a],l=s.marker,c="selectLeft"in l?!l.selectLeft:l.inclusiveLeft,u="selectRight"in l?!l.selectRight:l.inclusiveRight;if((null==s.from||(c?s.from<=t.ch:s.from<t.ch))&&(null==s.to||(u?s.to>=t.ch:s.to>t.ch))){if(r&&(Ae(l,"beforeCursorEnter"),l.explicitlyCleared)){if(o.markedSpans){--a;continue}break}if(!l.atomic)continue;if(n){var d=l.find(i<0?1:-1),p=void 0;if((i<0?u:c)&&(d=lo(e,d,-i,d&&d.line==t.line?o:null)),d&&d.line==t.line&&(p=it(d,n))&&(i<0?p<0:p>0))return ao(e,d,t,i,r)}var h=l.find(i<0?-1:1);return(i<0?c:u)&&(h=lo(e,h,i,h.line==t.line?o:null)),h?ao(e,h,t,i,r):null}}return t}function so(e,t,n,i,r){var o=i||1;return ao(e,t,n,o,r)||!r&&ao(e,t,n,o,!0)||ao(e,t,n,-o,r)||!r&&ao(e,t,n,-o,!0)||(e.cantEdit=!0,nt(e.first,0))}function lo(e,t,n,i){return n<0&&0==t.ch?t.line>e.first?ct(e,nt(t.line-1)):null:n>0&&t.ch==(i||Ge(e,t.line)).text.length?t.line<e.first+e.size-1?nt(t.line+1,0):null:new nt(t.line,t.ch+n)}function co(e){e.setSelection(nt(e.firstLine(),0),nt(e.lastLine()),W)}function uo(e,t,n){var i={canceled:!1,from:t.from,to:t.to,text:t.text,origin:t.origin,cancel:function(){return i.canceled=!0}};return n&&(i.update=function(t,n,r,o){t&&(i.from=ct(e,t)),n&&(i.to=ct(e,n)),r&&(i.text=r),void 0!==o&&(i.origin=o)}),Ae(e,"beforeChange",e,i),e.cm&&Ae(e.cm,"beforeChange",e.cm,i),i.canceled?(e.cm&&(e.cm.curOp.updateInput=2),null):{from:i.from,to:i.to,text:i.text,origin:i.origin}}function po(e,t,n){if(e.cm){if(!e.cm.curOp)return nr(e.cm,po)(e,t,n);if(e.cm.state.suppressEdits)return}if(!(ye(e,"beforeChange")||e.cm&&ye(e.cm,"beforeChange"))||(t=uo(e,t,!0))){var i=xt&&!n&&function(e,t,n){var i=null;if(e.iter(t.line,n.line+1,(function(e){if(e.markedSpans)for(var t=0;t<e.markedSpans.length;++t){var n=e.markedSpans[t].marker;!n.readOnly||i&&-1!=U(i,n)||(i||(i=[])).push(n)}})),!i)return null;for(var r=[{from:t,to:n}],o=0;o<i.length;++o)for(var a=i[o],s=a.find(0),l=0;l<r.length;++l){var c=r[l];if(!(it(c.to,s.from)<0||it(c.from,s.to)>0)){var u=[l,1],d=it(c.from,s.from),p=it(c.to,s.to);(d<0||!a.inclusiveLeft&&!d)&&u.push({from:c.from,to:s.from}),(p>0||!a.inclusiveRight&&!p)&&u.push({from:s.to,to:c.to}),r.splice.apply(r,u),l+=u.length-3}}return r}(e,t.from,t.to);if(i)for(var r=i.length-1;r>=0;--r)ho(e,{from:i[r].from,to:i[r].to,text:r?[""]:t.text,origin:t.origin});else ho(e,t)}}function ho(e,t){if(1!=t.text.length||""!=t.text[0]||0!=it(t.from,t.to)){var n=Nr(e,t);Fr(e,t,n,e.cm?e.cm.curOp.id:NaN),Ao(e,t,n,It(e,t));var i=[];Er(e,(function(e,n){n||-1!=U(i,e.history)||(bo(e.history,t),i.push(e.history)),Ao(e,t,null,It(e,t))}))}}function fo(e,t,n){var i=e.cm&&e.cm.state.suppressEdits;if(!i||n){for(var r,o=e.history,a=e.sel,s="undo"==t?o.done:o.undone,l="undo"==t?o.undone:o.done,c=0;c<s.length&&(r=s[c],n?!r.ranges||r.equals(e.sel):r.ranges);c++);if(c!=s.length){for(o.lastOrigin=o.lastSelOrigin=null;;){if(!(r=s.pop()).ranges){if(i)return void s.push(r);break}if(Wr(r,l),n&&!r.equals(e.sel))return void to(e,r,{clearRedo:!1});a=r}var u=[];Wr(a,l),l.push({changes:u,generation:o.generation}),o.generation=r.generation||++o.maxGeneration;for(var d=ye(e,"beforeChange")||e.cm&&ye(e.cm,"beforeChange"),p=function(n){var i=r.changes[n];if(i.origin=t,d&&!uo(e,i,!1))return s.length=0,{};u.push(Rr(e,i));var o=n?Nr(e,i):V(s);Ao(e,i,o,Qr(e,i)),!n&&e.cm&&e.cm.scrollIntoView({from:i.from,to:Ir(i)});var a=[];Er(e,(function(e,t){t||-1!=U(a,e.history)||(bo(e.history,i),a.push(e.history)),Ao(e,i,null,Qr(e,i))}))},h=r.changes.length-1;h>=0;--h){var f=p(h);if(f)return f.v}}}}function go(e,t){if(0!=t&&(e.first+=t,e.sel=new Mr(J(e.sel.ranges,(function(e){return new kr(nt(e.anchor.line+t,e.anchor.ch),nt(e.head.line+t,e.head.ch))})),e.sel.primIndex),e.cm)){hi(e.cm,e.first,e.first-t,t);for(var n=e.cm.display,i=n.viewFrom;i<n.viewTo;i++)fi(e.cm,i,"gutter")}}function Ao(e,t,n,i){if(e.cm&&!e.cm.curOp)return nr(e.cm,Ao)(e,t,n,i);if(t.to.line<e.first)go(e,t.text.length-1-(t.to.line-t.from.line));else if(!(t.from.line>e.lastLine())){if(t.from.line<e.first){var r=t.text.length-1-(e.first-t.from.line);go(e,r),t={from:nt(e.first,0),to:nt(t.to.line+r,t.to.ch),text:[V(t.text)],origin:t.origin}}var o=e.lastLine();t.to.line>o&&(t={from:t.from,to:nt(o,Ge(e,o).text.length),text:[t.text[0]],origin:t.origin}),t.removed=Ze(e,t.from,t.to),n||(n=Nr(e,t)),e.cm?function(e,t,n){var i=e.doc,r=e.display,o=t.from,a=t.to,s=!1,l=o.line;e.options.lineWrapping||(l=Xe(Rt(Ge(i,o.line))),i.iter(l,a.line+1,(function(e){if(e==r.maxLine)return s=!0,!0}))),i.sel.contains(t.from,t.to)>-1&&me(e),Or(i,t,n,ci(e)),e.options.lineWrapping||(i.iter(l,o.line+t.text.length,(function(e){var t=qt(e);t>r.maxLineLength&&(r.maxLine=e,r.maxLineLength=t,r.maxLineChanged=!0,s=!1)})),s&&(e.curOp.updateMaxLine=!0)),function(e,t){if(e.modeFrontier=Math.min(e.modeFrontier,t),!(e.highlightFrontier<t-10)){for(var n=e.first,i=t-1;i>n;i--){var r=Ge(e,i).stateAfter;if(r&&(!(r instanceof dt)||i+r.lookAhead<t)){n=i+1;break}}e.highlightFrontier=Math.min(e.highlightFrontier,n)}}(i,o.line),or(e,400);var c=t.text.length-(a.line-o.line)-1;t.full?hi(e):o.line!=a.line||1!=t.text.length||jr(e.doc,t)?hi(e,o.line,a.line+1,c):fi(e,o.line,"text");var u=ye(e,"changes"),d=ye(e,"change");if(d||u){var p={from:o,to:a,text:t.text,removed:t.removed,origin:t.origin};d&&un(e,"change",e,p),u&&(e.curOp.changeObjs||(e.curOp.changeObjs=[])).push(p)}e.display.selForContextMenu=null}(e.cm,t,i):Or(e,t,i),no(e,n,W),e.cantEdit&&so(e,nt(e.firstLine(),0))&&(e.cantEdit=!1)}}function vo(e,t,n,i,r){var o;i||(i=n),it(i,n)<0&&(n=(o=[i,n])[0],i=o[1]),"string"==typeof t&&(t=e.splitLines(t)),po(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 yo(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=nt(c.from.line+i,c.from.ch),c.to=nt(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 bo(e,t){var n=t.from.line,i=t.to.line,r=t.text.length-(i-n)-1;yo(e.done,n,i,r),yo(e.undone,n,i,r)}function wo(e,t,n,i){var r=t,o=t;return"number"==typeof t?o=Ge(e,lt(e,t)):r=Xe(t),null==r?null:(i(o,r)&&e.cm&&fi(e.cm,r,n),o)}function Co(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}kr.prototype.from=function(){return st(this.anchor,this.head)},kr.prototype.to=function(){return at(this.anchor,this.head)},kr.prototype.empty=function(){return this.head.line==this.anchor.line&&this.head.ch==this.anchor.ch},Co.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,Zt(r),un(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 Co))){var s=[];this.collapse(s),this.children=[new Co(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 Co(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=U(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 Mo=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 ko(e,t,n){Ht(t)<(e.curOp&&e.curOp.scrollTop||e.doc.scrollTop)&&zi(e,n)}Mo.prototype.clear=function(){var e=this.doc.cm,t=this.line.widgets,n=this.line,i=Xe(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=xn(this);Je(n,Math.max(0,n.height-o)),e&&(tr(e,(function(){ko(e,n,-o),fi(e,i,"widget")})),un(e,"lineWidgetCleared",e,this,i))}},Mo.prototype.changed=function(){var e=this,t=this.height,n=this.doc.cm,i=this.line;this.height=null;var r=xn(this)-t;r&&(Yt(this.doc,i)||Je(i,i.height+r),n&&tr(n,(function(){n.curOp.forceUpdate=!0,ko(n,i,r),un(n,"lineWidgetChanged",n,e,Xe(i))})))},be(Mo);var To=0,Do=function(e,t){this.lines=[],this.type=t,this.doc=e,this.id=++To};function Io(e,t,n,i,r){if(i&&i.shared)return function(e,t,n,i,r){(i=_(i)).shared=!1;var o=[Io(e,t,n,i,r)],a=o[0],s=i.widgetNode;return Er(e,(function(e){s&&(i.widgetNode=s.cloneNode(!0)),o.push(Io(e,ct(e,t),ct(e,n),i,r));for(var l=0;l<e.linked.length;++l)if(e.linked[l].isParent)return;a=V(o)})),new So(o,a)}(e,t,n,i,r);if(e.cm&&!e.cm.curOp)return nr(e.cm,Io)(e,t,n,i,r);var o=new Do(e,r),a=it(t,n);if(i&&_(i,o,!1),a>0||0==a&&!1!==o.clearWhenEmpty)return o;if(o.replacedWith&&(o.collapsed=!0,o.widgetNode=L("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&&Rt(i)==c.display.maxLine&&(s=!0),o.collapsed&&l!=t.line&&Je(i,0),function(e,t,n){var i=n&&window.WeakSet&&(n.markedSpans||(n.markedSpans=new WeakSet));i&&e.markedSpans&&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 kt(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){Yt(e,t)&&Je(t,0)})),o.clearOnEnter&&he(o,"beforeCursorEnter",(function(){return o.clear()})),o.readOnly&&(xt=!0,(e.history.done.length||e.history.undone.length)&&e.clearHistory()),o.collapsed&&(o.id=++To,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++)fi(c,u,"text");o.atomic&&ro(c.doc),un(c,"markerAdded",c,o)}return o}Do.prototype.clear=function(){if(!this.explicitlyCleared){var e=this.doc.cm,t=e&&!e.curOp;if(t&&Gi(e),ye(this,"clear")){var n=this.find();n&&un(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=Tt(a.markedSpans,this);e&&!this.collapsed?fi(e,Xe(a),"text"):e&&(null!=s.to&&(r=Xe(a)),null!=s.from&&(i=Xe(a))),a.markedSpans=Dt(a.markedSpans,s),null==s.from&&this.collapsed&&!Yt(this.doc,a)&&e&&Je(a,oi(e.display))}if(e&&this.collapsed&&!e.options.lineWrapping)for(var l=0;l<this.lines.length;++l){var c=Rt(this.lines[l]),u=qt(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&&ro(e.doc)),e&&un(e,"markerCleared",e,this,i,r),t&&Zi(e),this.parent&&this.parent.clear()}},Do.prototype.find=function(e,t){var n,i;null==e&&"bookmark"==this.type&&(e=1);for(var r=0;r<this.lines.length;++r){var o=this.lines[r],a=Tt(o.markedSpans,this);if(null!=a.from&&(n=nt(t?o:Xe(o),a.from),-1==e))return n;if(null!=a.to&&(i=nt(t?o:Xe(o),a.to),1==e))return i}return n&&{from:n,to:i}},Do.prototype.changed=function(){var e=this,t=this.find(-1,!0),n=this,i=this.doc.cm;t&&i&&tr(i,(function(){var r=t.line,o=Xe(t.line),a=Bn(i,o);if(a&&(Rn(a),i.curOp.selectionChanged=i.curOp.forceUpdate=!0),i.curOp.updateMaxLine=!0,!Yt(n.doc,r)&&null!=n.height){var s=n.height;n.height=null;var l=xn(n)-s;l&&Je(r,r.height+l)}un(i,"markerChanged",i,e)}))},Do.prototype.attachLine=function(e){if(!this.lines.length&&this.doc.cm){var t=this.doc.cm.curOp;t.maybeHiddenMarkers&&-1!=U(t.maybeHiddenMarkers,this)||(t.maybeUnhiddenMarkers||(t.maybeUnhiddenMarkers=[])).push(this)}this.lines.push(e)},Do.prototype.detachLine=function(e){if(this.lines.splice(U(this.lines,e),1),!this.lines.length&&this.doc.cm){var t=this.doc.cm.curOp;(t.maybeHiddenMarkers||(t.maybeHiddenMarkers=[])).push(this)}},be(Do);var So=function(e,t){this.markers=e,this.primary=t;for(var n=0;n<e.length;++n)e[n].parent=this};function No(e){return e.findMarks(nt(e.first,0),e.clipPos(nt(e.lastLine())),(function(e){return e.parent}))}function Lo(e){for(var t=function(t){var n=e[t],i=[n.primary.doc];Er(n.primary.doc,(function(e){return i.push(e)}));for(var r=0;r<n.markers.length;r++){var o=n.markers[r];-1==U(i,o.doc)&&(o.parent=null,n.markers.splice(r--,1))}},n=0;n<e.length;n++)t(n)}So.prototype.clear=function(){if(!this.explicitlyCleared){this.explicitlyCleared=!0;for(var e=0;e<this.markers.length;++e)this.markers[e].clear();un(this,"clear")}},So.prototype.find=function(e,t){return this.primary.find(e,t)},be(So);var zo=0,Bo=function(e,t,n,i,r){if(!(this instanceof Bo))return new Bo(e,t,n,i,r);null==n&&(n=0),xo.call(this,[new Co([new Gt("",null)])]),this.first=n,this.scrollTop=this.scrollLeft=0,this.cantEdit=!1,this.cleanGeneration=1,this.modeFrontier=this.highlightFrontier=n;var o=nt(n,0);this.sel=Dr(o),this.history=new Pr(null),this.id=++zo,this.modeOption=t,this.lineSep=i,this.direction="rtl"==r?"rtl":"ltr",this.extend=!1,"string"==typeof e&&(e=this.splitLines(e)),Or(this,{from:o,to:o,text:e}),to(this,Dr(o),W)};Bo.prototype=K(xo.prototype,{constructor:Bo,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=Ve(this,this.first,this.first+this.size);return!1===e?t:t.join(e||this.lineSeparator())},setValue:rr((function(e){var 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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:rr((function(e,t,n){return wo(this,e,"gutter",(function(e){var i=e.gutterMarkers||(e.gutterMarkers={});return i[t]=n,!n&&ie(i)&&(e.gutterMarkers=null),!0}))})),clearGutter:rr((function(e){var t=this;this.iter((function(n){n.gutterMarkers&&n.gutterMarkers[e]&&wo(t,n,"gutter",(function(){return n.gutterMarkers[e]=null,ie(n.gutterMarkers)&&(n.gutterMarkers=null),!0}))}))})),lineInfo:function(e){var t;if("number"==typeof e){if(!et(this,e))return null;if(t=e,!(e=Ge(this,e)))return null}else if(null==(t=Xe(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:rr((function(e,t,n){return wo(this,e,"gutter"==t?"gutter":"class",(function(e){var i="text"==t?"textClass":"background"==t?"bgClass":"gutter"==t?"gutterClass":"wrapClass";if(e[i]){if(k(n).test(e[i]))return!1;e[i]+=" "+n}else e[i]=n;return!0}))})),removeLineClass:rr((function(e,t,n){return wo(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(k(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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t=new Bo(Ve(this,this.first,this.first+this.size),this.modeOption,this.first,this.lineSep,this.direction);return t.scrollTop=this.scrollTop,t.scrollLeft=this.scrollLeft,t.sel=this.sel,t.extend=!1,e&&(t.history.undoDepth=this.history.undoDepth,t.setHistory(this.getHistory())),t},linkedDoc:function(e){e||(e={});var t=this.first,n=this.first+this.size;null!=e.from&&e.from>t&&(t=e.from),null!=e.to&&e.to<n&&(n=e.to);var i=new Bo(Ve(this,t,n),e.mode||this.modeOption,t,this.lineSep,this.direction);return e.sharedHist&&(i.history=this.history),(this.linked||(this.linked=[])).push({doc:i,sharedHist:e.sharedHist}),i.linked=[{doc:this,isParent:!0,sharedHist:e.sharedHist}],function(e,t){for(var n=0;n<t.length;n++){var i=t[n],r=i.find(),o=e.clipPos(r.from),a=e.clipPos(r.to);if(it(o,a)){var s=Io(e,o,a,i.primary,i.primary.type);i.markers.push(s),s.parent=i}}}(i,No(this)),i},unlinkDoc:function(e){if(e instanceof Sa&&(e=e.doc),this.linked)for(var 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r=i.length,o=Array(r),s=0,l=function(){++s==r&&nr(t,(function(){var e={from:n=ct(t.doc,n),to:n,text:t.doc.splitLines(o.filter((function(e){return null!=e})).join(t.doc.lineSeparator())),origin:"paste"};po(t.doc,e),eo(t.doc,Dr(ct(t.doc,n),ct(t.doc,Ir(e))))}))()},c=function(e,n){if(t.options.allowDropFileTypes&&-1==U(t.options.allowDropFileTypes,e.type))l();else{var i=new FileReader;i.onerror=function(){return l()},i.onload=function(){var e=i.result;/[\x00-\x08\x0e-\x1f]{2}/.test(e)||(o[n]=e),l()},i.readAsText(e)}},u=0;u<i.length;u++)c(i[u],u);else{if(t.state.draggingText&&t.doc.sel.contains(n)>-1)return t.state.draggingText(e),void setTimeout((function(){return t.display.input.focus()}),20);try{var d=e.dataTransfer.getData("Text");if(d){var p;if(t.state.draggingText&&!t.state.draggingText.copy&&(p=t.listSelections()),no(t.doc,Dr(n,n)),p)for(var 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ia={selectAll:co,singleSelection:function(e){return e.setSelection(e.getCursor("anchor"),e.getCursor("head"),W)},killLine:function(e){return Ko(e,(function(t){if(t.empty()){var n=Ge(e.doc,t.head.line).text.length;return t.head.ch==n&&t.head.line<e.lastLine()?{from:t.head,to:nt(t.head.line+1,0)}:{from:t.head,to:nt(t.head.line,n)}}return{from:t.from(),to:t.to()}}))},deleteLine:function(e){return Ko(e,(function(t){return{from:nt(t.from().line,0),to:ct(e.doc,nt(t.to().line+1,0))}}))},delLineLeft:function(e){return Ko(e,(function(e){return{from:nt(e.from().line,0),to:e.from()}}))},delWrappedLineLeft:function(e){return Ko(e,(function(t){var n=e.charCoords(t.head,"div").top+5;return{from:e.coordsChar({left:0,top:n},"div"),to:t.from()}}))},delWrappedLineRight:function(e){return Ko(e,(function(t){var n=e.charCoords(t.head,"div").top+5,i=e.coordsChar({left:e.display.lineDiv.offsetWidth+100,top:n},"div");return{from:t.from(),to:i}}))},undo:function(e){return e.undo()},redo:function(e){return 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e.deleteH(1,"char")},delWordBefore:function(e){return e.deleteH(-1,"word")},delWordAfter:function(e){return e.deleteH(1,"word")},delGroupBefore:function(e){return e.deleteH(-1,"group")},delGroupAfter:function(e){return e.deleteH(1,"group")},indentAuto:function(e){return e.indentSelection("smart")},indentMore:function(e){return e.indentSelection("add")},indentLess:function(e){return e.indentSelection("subtract")},insertTab:function(e){return e.replaceSelection("\t")},insertSoftTab:function(e){for(var t=[],n=e.listSelections(),i=e.options.tabSize,r=0;r<n.length;r++){var o=n[r].from(),a=P(e.getLine(o.line),o.ch,i);t.push(Z(i-a%i))}e.replaceSelections(t)},defaultTab:function(e){e.somethingSelected()?e.indentSelection("add"):e.execCommand("insertTab")},transposeChars:function(e){return tr(e,(function(){for(var t=e.listSelections(),n=[],i=0;i<t.length;i++)if(t[i].empty()){var r=t[i].head,o=Ge(e.doc,r.line).text;if(o)if(r.ch==o.length&&(r=new nt(r.line,r.ch-1)),r.ch>0)r=new 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r=e.display,o=!1,c=nr(e,(function(t){l&&(r.scroller.draggable=!1),e.state.draggingText=!1,e.state.delayingBlurEvent&&(e.hasFocus()?e.state.delayingBlurEvent=!1:ki(e)),ge(r.wrapper.ownerDocument,"mouseup",c),ge(r.wrapper.ownerDocument,"mousemove",u),ge(r.scroller,"dragstart",d),ge(r.scroller,"drop",c),o||(we(t),i.addNew||Vr(e.doc,n,null,null,i.extend),l&&!h||a&&9==s?setTimeout((function(){r.wrapper.ownerDocument.body.focus({preventScroll:!0}),r.input.focus()}),20):r.input.focus())})),u=function(e){o=o||Math.abs(t.clientX-e.clientX)+Math.abs(t.clientY-e.clientY)>=10},d=function(){return o=!0};l&&(r.scroller.draggable=!0),e.state.draggingText=c,c.copy=!i.moveOnDrag,he(r.wrapper.ownerDocument,"mouseup",c),he(r.wrapper.ownerDocument,"mousemove",u),he(r.scroller,"dragstart",d),he(r.scroller,"drop",c),e.state.delayingBlurEvent=!0,setTimeout((function(){return r.input.focus()}),20),r.scroller.dragDrop&&r.scroller.dragDrop()}(e,i,t,o):function(e,t,n,i){a&&ki(e);var r=e.display,o=e.doc;we(t);var s,l,c=o.sel,u=c.ranges;if(i.addNew&&!i.extend?(l=o.sel.contains(n),s=l>-1?u[l]:new kr(n,n)):(s=o.sel.primary(),l=o.sel.primIndex),"rectangle"==i.unit)i.addNew||(s=new kr(n,n)),n=di(e,t,!0,!0),l=-1;else{var d=ya(e,n,i.unit);s=i.extend?Zr(s,d.anchor,d.head,i.extend):d}i.addNew?-1==l?(l=u.length,to(o,Tr(e,u.concat([s]),l),{scroll:!1,origin:"*mouse"})):u.length>1&&u[l].empty()&&"char"==i.unit&&!i.extend?(to(o,Tr(e,u.slice(0,l).concat(u.slice(l+1)),0),{scroll:!1,origin:"*mouse"}),c=o.sel):Xr(o,l,s,H):(l=0,to(o,new Mr([s],0),H),c=o.sel);var p=n;function h(t){if(0!=it(p,t))if(p=t,"rectangle"==i.unit){for(var r=[],a=e.options.tabSize,u=P(Ge(o,n.line).text,n.ch,a),d=P(Ge(o,t.line).text,t.ch,a),h=Math.min(u,d),f=Math.max(u,d),g=Math.min(n.line,t.line),A=Math.min(e.lastLine(),Math.max(n.line,t.line));g<=A;g++){var v=Ge(o,g).text,m=Q(v,h,a);h==f?r.push(new kr(nt(g,m),nt(g,m))):v.length>m&&r.push(new kr(nt(g,m),nt(g,Q(v,f,a))))}r.length||r.push(new kr(n,n)),to(o,Tr(e,c.ranges.slice(0,l).concat(r),l),{origin:"*mouse",scroll:!1}),e.scrollIntoView(t)}else{var y,b=s,w=ya(e,t,i.unit),C=b.anchor;it(w.anchor,C)>0?(y=w.head,C=st(b.from(),w.anchor)):(y=w.anchor,C=at(b.to(),w.head));var x=c.ranges.slice(0);x[l]=function(e,t){var n=t.anchor,i=t.head,r=Ge(e.doc,n.line);if(0==it(n,i)&&n.sticky==i.sticky)return t;var o=de(r);if(!o)return t;var a=ce(o,n.ch,n.sticky),s=o[a];if(s.from!=n.ch&&s.to!=n.ch)return t;var l,c=a+(s.from==n.ch==(1!=s.level)?0:1);if(0==c||c==o.length)return t;if(i.line!=n.line)l=(i.line-n.line)*("ltr"==e.doc.direction?1:-1)>0;else{var u=ce(o,i.ch,i.sticky),d=u-a||(i.ch-n.ch)*(1==s.level?-1:1);l=u==c-1||u==c?d<0:d>0}var p=o[c+(l?-1:0)],h=l==(1==p.level),f=h?p.from:p.to,g=h?"after":"before";return n.ch==f&&n.sticky==g?t:new kr(new nt(n.line,f,g),i)}(e,new kr(ct(o,C),y)),to(o,Tr(e,x,l),H)}}var f=r.wrapper.getBoundingClientRect(),g=0;function A(t){var n=++g,a=di(e,t,!0,"rectangle"==i.unit);if(a)if(0!=it(a,p)){e.curOp.focus=B(),h(a);var s=Ni(r,o);(a.line>=s.to||a.line<s.from)&&setTimeout(nr(e,(function(){g==n&&A(t)})),150)}else{var l=t.clientY<f.top?-20:t.clientY>f.bottom?20:0;l&&setTimeout(nr(e,(function(){g==n&&(r.scroller.scrollTop+=l,A(t))})),50)}}function v(t){e.state.selectingText=!1,g=1/0,t&&(we(t),r.input.focus()),ge(r.wrapper.ownerDocument,"mousemove",m),ge(r.wrapper.ownerDocument,"mouseup",y),o.history.lastSelOrigin=null}var m=nr(e,(function(e){0!==e.buttons&&Te(e)?A(e):v(e)})),y=nr(e,v);e.state.selectingText=y,he(r.wrapper.ownerDocument,"mousemove",m),he(r.wrapper.ownerDocument,"mouseup",y)}(e,i,t,o)}(t,i,o,e):ke(e)==n.scroller&&we(e):2==r?(i&&Vr(t.doc,i),setTimeout((function(){return n.input.focus()}),20)):3==r&&(M?t.display.input.onContextMenu(e):ki(t)))}}function ya(e,t,n){if("char"==n)return new kr(t,t);if("word"==n)return e.findWordAt(t);if("line"==n)return new kr(nt(t.line,0),ct(e.doc,nt(t.line+1,0)));var i=n(e,t);return new kr(i.from,i.to)}function ba(e,t,n,i){var r,o;if(t.touches)r=t.touches[0].clientX,o=t.touches[0].clientY;else try{r=t.clientX,o=t.clientY}catch(e){return!1}if(r>=Math.floor(e.display.gutters.getBoundingClientRect().right))return!1;i&&we(t);var a=e.display,s=a.lineDiv.getBoundingClientRect();if(o>s.bottom||!ye(e,n))return xe(t);o-=s.top-a.viewOffset;for(var l=0;l<e.display.gutterSpecs.length;++l){var c=a.gutters.childNodes[l];if(c&&c.getBoundingClientRect().right>=r)return Ae(e,n,e,Ke(e.doc,o),e.display.gutterSpecs[l].className,t),xe(t)}}function wa(e,t){return ba(e,t,"gutterClick",!0)}function Ca(e,t){Mn(e.display,t)||function(e,t){return!!ye(e,"gutterContextMenu")&&ba(e,t,"gutterContextMenu",!1)}(e,t)||ve(e,t,"contextmenu")||M||e.display.input.onContextMenu(t)}function xa(e){e.display.wrapper.className=e.display.wrapper.className.replace(/\s*cm-s-\S+/g,"")+e.options.theme.replace(/(^|\s)\s*/g," cm-s-"),Fn(e)}va.prototype.compare=function(e,t,n){return this.time+400>e&&0==it(t,this.pos)&&n==this.button};var Ma={toString:function(){return"CodeMirror.Init"}},ka={},Ta={};function Da(e,t,n){if(!t!=!(n&&n!=Ma)){var i=e.display.dragFunctions,r=t?he:ge;r(e.display.scroller,"dragstart",i.start),r(e.display.scroller,"dragenter",i.enter),r(e.display.scroller,"dragover",i.over),r(e.display.scroller,"dragleave",i.leave),r(e.display.scroller,"drop",i.drop)}}function Ia(e){e.options.lineWrapping?(j(e.display.wrapper,"CodeMirror-wrap"),e.display.sizer.style.minWidth="",e.display.sizerWidth=null):(D(e.display.wrapper,"CodeMirror-wrap"),Qt(e)),ui(e),hi(e),Fn(e),setTimeout((function(){return Yi(e)}),100)}function Sa(e,t){var n=this;if(!(this instanceof Sa))return new Sa(e,t);this.options=t=t?_(t):{},_(ka,t,!1);var i=t.value;"string"==typeof i?i=new Bo(i,t.mode,null,t.lineSeparator,t.direction):t.mode&&(i.modeOption=t.mode),this.doc=i;var r=new Sa.inputStyles[t.inputStyle](this),o=this.display=new mr(e,i,r,t);for(var c in o.wrapper.CodeMirror=this,xa(this),t.lineWrapping&&(this.display.wrapper.className+=" CodeMirror-wrap"),qi(this),this.state={keyMaps:[],overlays:[],modeGen:0,overwrite:!1,delayingBlurEvent:!1,focused:!1,suppressEdits:!1,pasteIncoming:-1,cutIncoming:-1,selectingText:!1,draggingText:!1,highlight:new R,keySeq:null,specialChars:null},t.autofocus&&!m&&o.input.focus(),a&&s<11&&setTimeout((function(){return n.display.input.reset(!0)}),20),function(e){var t=e.display;he(t.scroller,"mousedown",nr(e,ma)),he(t.scroller,"dblclick",a&&s<11?nr(e,(function(t){if(!ve(e,t)){var n=di(e,t);if(n&&!wa(e,t)&&!Mn(e.display,t)){we(t);var i=e.findWordAt(n);Vr(e.doc,i.anchor,i.head)}}})):function(t){return ve(e,t)||we(t)}),he(t.scroller,"contextmenu",(function(t){return Ca(e,t)})),he(t.input.getField(),"contextmenu",(function(n){t.scroller.contains(n.target)||Ca(e,n)}));var n,i={end:0};function r(){t.activeTouch&&(n=setTimeout((function(){return t.activeTouch=null}),1e3),(i=t.activeTouch).end=+new Date)}function o(e){if(1!=e.touches.length)return!1;var t=e.touches[0];return t.radiusX<=1&&t.radiusY<=1}function l(e,t){if(null==t.left)return!0;var n=t.left-e.left,i=t.top-e.top;return n*n+i*i>400}he(t.scroller,"touchstart",(function(r){if(!ve(e,r)&&!o(r)&&!wa(e,r)){t.input.ensurePolled(),clearTimeout(n);var a=+new Date;t.activeTouch={start:a,moved:!1,prev:a-i.end<=300?i:null},1==r.touches.length&&(t.activeTouch.left=r.touches[0].pageX,t.activeTouch.top=r.touches[0].pageY)}})),he(t.scroller,"touchmove",(function(){t.activeTouch&&(t.activeTouch.moved=!0)})),he(t.scroller,"touchend",(function(n){var i=t.activeTouch;if(i&&!Mn(t,n)&&null!=i.left&&!i.moved&&new Date-i.start<300){var o,a=e.coordsChar(t.activeTouch,"page");o=!i.prev||l(i,i.prev)?new kr(a,a):!i.prev.prev||l(i,i.prev.prev)?e.findWordAt(a):new kr(nt(a.line,0),ct(e.doc,nt(a.line+1,0))),e.setSelection(o.anchor,o.head),e.focus(),we(n)}r()})),he(t.scroller,"touchcancel",r),he(t.scroller,"scroll",(function(){t.scroller.clientHeight&&($i(e,t.scroller.scrollTop),Pi(e,t.scroller.scrollLeft,!0),Ae(e,"scroll",e))})),he(t.scroller,"mousewheel",(function(t){return xr(e,t)})),he(t.scroller,"DOMMouseScroll",(function(t){return xr(e,t)})),he(t.wrapper,"scroll",(function(){return t.wrapper.scrollTop=t.wrapper.scrollLeft=0})),t.dragFunctions={enter:function(t){ve(e,t)||Me(t)},over:function(t){ve(e,t)||(function(e,t){var n=di(e,t);if(n){var i=document.createDocumentFragment();bi(e,n,i),e.display.dragCursor||(e.display.dragCursor=N("div",null,"CodeMirror-cursors CodeMirror-dragcursors"),e.display.lineSpace.insertBefore(e.display.dragCursor,e.display.cursorDiv)),S(e.display.dragCursor,i)}}(e,t),Me(t))},start:function(t){return function(e,t){if(a&&(!e.state.draggingText||+new Date-jo<100))Me(t);else if(!ve(e,t)&&!Mn(e.display,t)&&(t.dataTransfer.setData("Text",e.getSelection()),t.dataTransfer.effectAllowed="copyMove",t.dataTransfer.setDragImage&&!h)){var n=N("img",null,null,"position: fixed; left: 0; top: 0;");n.src="data:image/gif;base64,R0lGODlhAQABAAAAACH5BAEKAAEALAAAAAABAAEAAAICTAEAOw==",p&&(n.width=n.height=1,e.display.wrapper.appendChild(n),n._top=n.offsetTop),t.dataTransfer.setDragImage(n,0,0),p&&n.parentNode.removeChild(n)}}(e,t)},drop:nr(e,Oo),leave:function(t){ve(e,t)||Eo(e)}};var c=t.input.getField();he(c,"keyup",(function(t){return ha.call(e,t)})),he(c,"keydown",nr(e,pa)),he(c,"keypress",nr(e,fa)),he(c,"focus",(function(t){return Ti(e,t)})),he(c,"blur",(function(t){return Di(e,t)}))}(this),Po(),Gi(this),this.curOp.forceUpdate=!0,$r(this,i),t.autofocus&&!m||this.hasFocus()?setTimeout((function(){n.hasFocus()&&!n.state.focused&&Ti(n)}),20):Di(this),Ta)Ta.hasOwnProperty(c)&&Ta[c](this,t[c],Ma);fr(this),t.finishInit&&t.finishInit(this);for(var u=0;u<Na.length;++u)Na[u](this);Zi(this),l&&t.lineWrapping&&"optimizelegibility"==getComputedStyle(o.lineDiv).textRendering&&(o.lineDiv.style.textRendering="auto")}Sa.defaults=ka,Sa.optionHandlers=Ta;var Na=[];function La(e,t,n,i){var r,o=e.doc;null==n&&(n="add"),"smart"==n&&(o.mode.indent?r=gt(e,t).state:n="prev");var a=e.options.tabSize,s=Ge(o,t),l=P(s.text,null,a);s.stateAfter&&(s.stateAfter=null);var c,u=s.text.match(/^\s*/)[0];if(i||/\S/.test(s.text)){if("smart"==n&&((c=o.mode.indent(r,s.text.slice(u.length),s.text))==Y||c>150)){if(!i)return;n="prev"}}else c=0,n="not";"prev"==n?c=t>o.first?P(Ge(o,t-1).text,null,a):0:"add"==n?c=l+e.options.indentUnit:"subtract"==n?c=l-e.options.indentUnit:"number"==typeof n&&(c=l+n),c=Math.max(0,c);var d="",p=0;if(e.options.indentWithTabs)for(var h=Math.floor(c/a);h;--h)p+=a,d+="\t";if(p<c&&(d+=Z(c-p)),d!=u)return vo(o,d,nt(t,0),nt(t,u.length),"+input"),s.stateAfter=null,!0;for(var f=0;f<o.sel.ranges.length;f++){var g=o.sel.ranges[f];if(g.head.line==t&&g.head.ch<u.length){var A=nt(t,u.length);Xr(o,f,new kr(A,A));break}}}Sa.defineInitHook=function(e){return Na.push(e)};var za=null;function Ba(e){za=e}function ja(e,t,n,i,r){var o=e.doc;e.display.shift=!1,i||(i=o.sel);var a=+new Date-200,s="paste"==r||e.state.pasteIncoming>a,l=Be(t),c=null;if(s&&i.ranges.length>1)if(za&&za.text.join("\n")==t){if(i.ranges.length%za.text.length==0){c=[];for(var u=0;u<za.text.length;u++)c.push(o.splitLines(za.text[u]))}}else l.length==i.ranges.length&&e.options.pasteLinesPerSelection&&(c=J(l,(function(e){return[e]})));for(var d=e.curOp.updateInput,p=i.ranges.length-1;p>=0;p--){var h=i.ranges[p],f=h.from(),g=h.to();h.empty()&&(n&&n>0?f=nt(f.line,f.ch-n):e.state.overwrite&&!s?g=nt(g.line,Math.min(Ge(o,g.line).text.length,g.ch+V(l).length)):s&&za&&za.lineWise&&za.text.join("\n")==l.join("\n")&&(f=g=nt(f.line,0)));var A={from:f,to:g,text:c?c[p%c.length]:l,origin:r||(s?"paste":e.state.cutIncoming>a?"cut":"+input")};po(e.doc,A),un(e,"inputRead",e,A)}t&&!s&&Ea(e,t),Bi(e),e.curOp.updateInput<2&&(e.curOp.updateInput=d),e.curOp.typing=!0,e.state.pasteIncoming=e.state.cutIncoming=-1}function Oa(e,t){var n=e.clipboardData&&e.clipboardData.getData("Text");if(n)return e.preventDefault(),t.isReadOnly()||t.options.disableInput||!t.hasFocus()||tr(t,(function(){return ja(t,n,0,null,"paste")})),!0}function Ea(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=La(e,r.head.line,"smart");break}}else o.electricInput&&o.electricInput.test(Ge(e.doc,r.head.line).text.slice(0,r.head.ch))&&(a=La(e,r.head.line,"smart"));a&&un(e,"electricInput",e,r.head.line)}}}function $a(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:nt(r,0),head:nt(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 Pa(){var e=N("textarea",null,null,"position: absolute; bottom: -1em; padding: 0; width: 1px; height: 1em; min-height: 1em; outline: none"),t=N("div",[e],null,"overflow: hidden; position: relative; width: 3px; height: 0px;");return l?e.style.width="1000px":e.setAttribute("wrap","off"),A&&(e.style.border="1px solid black"),_a(e),t}function Ra(e,t,n,i,r){var o=t,a=n,s=Ge(e,t.line),l=r&&"rtl"==e.direction?-n:n;function c(o){var a,c;if("codepoint"==i){var u=s.text.charCodeAt(t.ch+(n>0?0:-1));if(isNaN(u))a=null;else{var d=n>0?u>=55296&&u<56320:u>=56320&&u<57343;a=new nt(t.line,Math.max(0,Math.min(s.text.length,t.ch+n*(d?2:1))),-n)}}else a=r?function(e,t,n,i){var r=de(t,e.doc.direction);if(!r)return ta(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=ce(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 ta(t,n,i);var s,l=function(e,n){return ea(t,e instanceof nt?e.ch:e,n)},c=function(n){return e.options.lineWrapping?(s=s||jn(e,t),ei(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,p=l(n,d?1:-1);if(null!=p&&(d?p<=a.to&&p<=u.end:p>=a.from&&p>=u.begin)){var h=d?"before":"after";return new nt(n.line,p,h)}}var f=function(e,t,i){for(var o=function(e,t){return t?new nt(n.line,l(e,1),"before"):new nt(n.line,e,"after")};e>=0&&e<r.length;e+=t){var 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l=Math.min(e.display.wrapper.clientHeight,window.innerHeight||document.documentElement.clientHeight),c=Math.max(l-.5*oi(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=Xn(e,s,r)).outside;){if(n<0?r<=0:r>=a.height){o.hitSide=!0;break}r+=5*n}return o}var Fa=function(e){this.cm=e,this.lastAnchorNode=this.lastAnchorOffset=this.lastFocusNode=this.lastFocusOffset=null,this.polling=new R,this.composing=null,this.gracePeriod=!1,this.readDOMTimeout=null};function Ya(e,t){var n=Bn(e,t.line);if(!n||n.hidden)return null;var i=Ge(e.doc,t.line),r=Ln(n,i,t.line),o=de(i,e.doc.direction),a="left";o&&(a=ce(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 Wa(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 Wa(e.clipPos(nt(e.display.viewTo-1)),!0);t=null,n=0}else for(i=t;;i=i.parentNode){if(!i||i==e.display.lineDiv)return 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f=s.previousSibling,g=n;f;f=f.previousSibling){if(d=u(f,f.firstChild,-1))return Wa(nt(d.line,d.ch+g),r);g+=f.textContent.length}}Fa.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)&&!ve(i,e)){if(i.somethingSelected())Ba({lineWise:!1,text:i.getSelections()}),"cut"==e.type&&i.replaceSelection("",null,"cut");else{if(!i.options.lineWiseCopyCut)return;var t=$a(i);Ba({lineWise:!0,text:t.text}),"cut"==e.type&&i.operation((function(){i.setSelections(t.ranges,0,W),i.replaceSelection("",null,"cut")}))}if(e.clipboardData){e.clipboardData.clearData();var a=za.text.join("\n");if(e.clipboardData.setData("Text",a),e.clipboardData.getData("Text")==a)return void e.preventDefault()}var s=Pa(),l=s.firstChild;i.display.lineSpace.insertBefore(s,i.display.lineSpace.firstChild),l.value=za.text.join("\n");var c=B();E(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)||ve(i,e)||Oa(e,i)||s<=11&&setTimeout(nr(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)},Fa.prototype.screenReaderLabelChanged=function(e){e?this.div.setAttribute("aria-label",e):this.div.removeAttribute("aria-label")},Fa.prototype.prepareSelection=function(){var e=yi(this.cm,!1);return e.focus=B()==this.div,e},Fa.prototype.showSelection=function(e,t){e&&this.cm.display.view.length&&((e.focus||t)&&this.showPrimarySelection(),this.showMultipleSelections(e))},Fa.prototype.getSelection=function(){return this.cm.display.wrapper.ownerDocument.getSelection()},Fa.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!=it(st(a,s),r)||0!=it(at(a,s),o)){var l=t.display.view,c=r.line>=t.display.viewFrom&&Ya(t,r)||{node:l[0].measure.map[2],offset:0},u=o.line<t.display.viewTo&&Ya(t,o);if(!u){var d=l[l.length-1].measure,p=d.maps?d.maps[d.maps.length-1]:d.map;u={node:p[p.length-1],offset:p[p.length-2]-p[p.length-3]}}if(c&&u){var h,f=e.rangeCount&&e.getRangeAt(0);try{h=T(c.node,c.offset,u.offset,u.node)}catch(e){}h&&(!n&&t.state.focused?(e.collapse(c.node,c.offset),h.collapsed||(e.removeAllRanges(),e.addRange(h))):(e.removeAllRanges(),e.addRange(h)),f&&null==e.anchorNode?e.addRange(f):n&&this.startGracePeriod()),this.rememberSelection()}else e.removeAllRanges()}}},Fa.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)},Fa.prototype.showMultipleSelections=function(e){S(this.cm.display.cursorDiv,e.cursors),S(this.cm.display.selectionDiv,e.selection)},Fa.prototype.rememberSelection=function(){var e=this.getSelection();this.lastAnchorNode=e.anchorNode,this.lastAnchorOffset=e.anchorOffset,this.lastFocusNode=e.focusNode,this.lastFocusOffset=e.focusOffset},Fa.prototype.selectionInEditor=function(){var e=this.getSelection();if(!e.rangeCount)return!1;var t=e.getRangeAt(0).commonAncestorContainer;return z(this.div,t)},Fa.prototype.focus=function(){"nocursor"!=this.cm.options.readOnly&&(this.selectionInEditor()&&B()==this.div||this.showSelection(this.prepareSelection(),!0),this.div.focus())},Fa.prototype.blur=function(){this.div.blur()},Fa.prototype.getField=function(){return this.div},Fa.prototype.supportsTouch=function(){return!0},Fa.prototype.receivedFocus=function(){var e=this,t=this;this.selectionInEditor()?setTimeout((function(){return e.pollSelection()}),20):tr(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))}))},Fa.prototype.selectionChanged=function(){var e=this.getSelection();return e.anchorNode!=this.lastAnchorNode||e.anchorOffset!=this.lastAnchorOffset||e.focusNode!=this.lastFocusNode||e.focusOffset!=this.lastFocusOffset},Fa.prototype.pollSelection=function(){if(null==this.readDOMTimeout&&!this.gracePeriod&&this.selectionChanged()){var e=this.getSelection(),t=this.cm;if(v&&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&&tr(t,(function(){to(t.doc,Dr(n,i),W),(n.bad||i.bad)&&(t.curOp.selectionChanged=!0)}))}}},Fa.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=nt(a.line-1,Ge(i.doc,a.line-1).length)),s.ch==Ge(i.doc,s.line).text.length&&s.line<i.lastLine()&&(s=nt(s.line+1,0)),a.line<r.viewFrom||s.line>r.viewTo-1)return!1;a.line==r.viewFrom||0==(e=pi(i,a.line))?(t=Xe(r.view[0].line),n=r.view[0].node):(t=Xe(r.view[e].line),n=r.view[e-1].node.nextSibling);var l,c,u=pi(i,s.line);if(u==r.view.length-1?(l=r.viewTo-1,c=r.lineDiv.lastChild):(l=Xe(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,p=t.getAttribute("cm-marker");if(p){var h=e.findMarks(nt(i,0),nt(r+1,0),(A=+p,function(e){return e.id==A}));return void(h.length&&(o=h[0].find(0))&&u(Ze(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)$/i.test(t.nodeName)&&(l=!0),f&&(a=!0)}else 3==t.nodeType&&u(t.nodeValue.replace(/\u200b/g,"").replace(/\u00a0/g," "));var A}for(;d(t),t!=n;)t=t.nextSibling,l=!1;return o}(i,n,c,t,l)),p=Ze(i.doc,nt(t,0),nt(l,Ge(i.doc,l).text.length));d.length>1&&p.length>1;)if(V(d)==V(p))d.pop(),p.pop(),l--;else{if(d[0]!=p[0])break;d.shift(),p.shift(),t++}for(var h=0,f=0,g=d[0],A=p[0],v=Math.min(g.length,A.length);h<v&&g.charCodeAt(h)==A.charCodeAt(h);)++h;for(var m=V(d),y=V(p),b=Math.min(m.length-(1==d.length?h:0),y.length-(1==p.length?h:0));f<b&&m.charCodeAt(m.length-f-1)==y.charCodeAt(y.length-f-1);)++f;if(1==d.length&&1==p.length&&t==a.line)for(;h&&h>a.ch&&m.charCodeAt(m.length-f-1)==y.charCodeAt(y.length-f-1);)h--,f++;d[d.length-1]=m.slice(0,m.length-f).replace(/^\u200b+/,""),d[0]=d[0].slice(h).replace(/\u200b+$/,"");var w=nt(t,h),C=nt(l,p.length?V(p).length-f:0);return d.length>1||d[0]||it(w,C)?(vo(i.doc,d,w,C,"+input"),!0):void 0},Fa.prototype.ensurePolled=function(){this.forceCompositionEnd()},Fa.prototype.reset=function(){this.forceCompositionEnd()},Fa.prototype.forceCompositionEnd=function(){this.composing&&(clearTimeout(this.readDOMTimeout),this.composing=null,this.updateFromDOM(),this.div.blur(),this.div.focus())},Fa.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))},Fa.prototype.updateFromDOM=function(){var e=this;!this.cm.isReadOnly()&&this.pollContent()||tr(this.cm,(function(){return hi(e.cm)}))},Fa.prototype.setUneditable=function(e){e.contentEditable="false"},Fa.prototype.onKeyPress=function(e){0==e.charCode||this.composing||(e.preventDefault(),this.cm.isReadOnly()||nr(this.cm,ja)(this.cm,String.fromCharCode(null==e.charCode?e.keyCode:e.charCode),0))},Fa.prototype.readOnlyChanged=function(e){this.div.contentEditable=String("nocursor"!=e)},Fa.prototype.onContextMenu=function(){},Fa.prototype.resetPosition=function(){},Fa.prototype.needsContentAttribute=!0;var Qa=function(e){this.cm=e,this.prevInput="",this.pollingFast=!1,this.polling=new R,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(!ve(i,e)){if(i.somethingSelected())Ba({lineWise:!1,text:i.getSelections()});else{if(!i.options.lineWiseCopyCut)return;var t=$a(i);Ba({lineWise:!0,text:t.text}),"cut"==e.type?i.setSelections(t.ranges,null,W):(n.prevInput="",r.value=t.text.join("\n"),E(r))}"cut"==e.type&&(i.state.cutIncoming=+new Date)}}e.wrapper.insertBefore(this.wrapper,e.wrapper.firstChild),A&&(r.style.width="0px"),he(r,"input",(function(){a&&s>=9&&t.hasSelection&&(t.hasSelection=null),n.poll()})),he(r,"paste",(function(e){ve(i,e)||Oa(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)&&!ve(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=Pa(),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=Zn(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;S(t.cursorDiv,e.cursors),S(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&&E(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&&(!m||B()!=this.textarea))try{this.textarea.focus()}catch(e){}},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||je(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 tr(t,(function(){ja(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=di(n,e),c=i.scroller.scrollTop;if(o&&!p){n.options.resetSelectionOnContextMenu&&-1==n.doc.sel.contains(o)&&nr(n,to)(n.doc,Dr(o),W);var u,d=r.style.cssText,h=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&&A(),M){Me(e);var g=function(){ge(window,"mouseup",g),setTimeout(v,20)};he(window,"mouseup",g)}else setTimeout(v,50)}function A(){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=h,r.style.cssText=d,a&&s<9&&i.scrollbars.setScrollTop(i.scroller.scrollTop=c),null!=r.selectionStart)){(!a||a&&s<9)&&A();var e=0,o=function(){i.selForContextMenu==n.doc.sel&&0==r.selectionStart&&r.selectionEnd>0&&""==t.prevInput?nr(n,co)(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!=Ma&&r(e,t,n)}:r)}e.defineOption=n,e.Init=Ma,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){Br(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(nt(i,o))}i++}));for(var r=n.length-1;r>=0;r--)vo(e.doc,t,n[r],nt(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!=Ma&&e.refresh()})),n("specialCharPlaceholder",en,(function(e){return e.refresh()}),!0),n("electricChars",!0),n("inputStyle",m?"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){xa(e),vr(e)}),!0),n("keyMap","default",(function(e,t,n){var i=Xo(t),r=n!=Ma&&Xo(n);r&&r.detach&&r.detach(e,i),i.attach&&i.attach(e,r||null)})),n("extraKeys",null),n("configureMouse",null),n("lineWrapping",!1,Ia,!0),n("gutters",[],(function(e,t){e.display.gutterSpecs=gr(t,e.options.lineNumbers),vr(e)}),!0),n("fixedGutter",!0,(function(e,t){e.display.gutters.style.left=t?li(e.display)+"px":"0",e.refresh()}),!0),n("coverGutterNextToScrollbar",!1,(function(e){return Yi(e)}),!0),n("scrollbarStyle","native",(function(e){qi(e),Yi(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=gr(e.options.gutters,t),vr(e)}),!0),n("firstLineNumber",1,vr,!0),n("lineNumberFormatter",(function(e){return e}),vr,!0),n("showCursorWhenSelecting",!1,mi,!0),n("resetSelectionOnContextMenu",!0),n("lineWiseCopyCut",!0),n("pasteLinesPerSelection",!0),n("selectionsMayTouch",!1),n("readOnly",!1,(function(e,t){"nocursor"==t&&(Di(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,Da),n("allowDropFileTypes",null),n("cursorBlinkRate",530),n("cursorScrollMargin",0),n("cursorHeight",1,mi,!0),n("singleCursorHeightPerLine",!0,mi,!0),n("workTime",100),n("workDelay",100),n("flattenSpans",!0,Br,!0),n("addModeClass",!1,Br,!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,Br,!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)&&nr(this,t[e])(this,n,r),Ae(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"](Xo(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:ir((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:ir((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:ir((function(e,t,n){"string"!=typeof t&&"number"!=typeof t&&(t=null==t?this.options.smartIndent?"smart":"prev":t?"add":"subtract"),et(this.doc,e)&&La(this,e,t,n)})),indentSelection:ir((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&&(La(this,r.head.line,e,!0),n=r.head.line,i==this.doc.sel.primIndex&&Bi(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)La(this,l,e);var c=this.doc.sel.ranges;0==o.ch&&t.length==c.length&&c[i].from().ch>0&&Xr(this.doc,i,new kr(o,c[i].to()),W)}}})),getTokenAt:function(e,t){return bt(this,e,t)},getLineTokens:function(e,t){return bt(this,nt(e),t,!0)},getTokenTypeAt:function(e){e=ct(this.doc,e);var t,n=ft(this,Ge(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 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Un={escape:/^\\([!"#$%&'()*+,\-./:;<=>?@\[\]\\^_`{|}~])/,autolink:/^<(scheme:[^\s\x00-\x1f<>]*|email)>/,url:zn,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:zn,text:/^(`+|[^`])(?:(?= {2,}\n)|[\s\S]*?(?:(?=[\\<!\[`*_]|\b_|$)|[^ ](?= {2,}\n)))/,punctuation:/^([\spunctuation])/};function Fn(e){return e.replace(/---/g,"—").replace(/--/g,"–").replace(/(^|[-\u2014/(\[{"\s])'/g,"$1‘").replace(/'/g,"’").replace(/(^|[-\u2014/(\[{\u2018\s])"/g,"$1“").replace(/"/g,"”").replace(/\.{3}/g,"…")}function Yn(e){let t,n,i="";const r=e.length;for(t=0;t<r;t++)n=e.charCodeAt(t),Math.random()>.5&&(n="x"+n.toString(16)),i+="&#"+n+";";return i}Un._punctuation="!\"#$%&'()+\\-.,/:;<=>?@\\[\\]`^{|}~",Un.punctuation=Mn(Un.punctuation).replace(/punctuation/g,Un._punctuation).getRegex(),Un.blockSkip=/\[[^\]]*?\]\([^\)]*?\)|`[^`]*?`|<[^>]*?>/g,Un.escapedEmSt=/\\\*|\\_/g,Un._comment=Mn(Rn._comment).replace("(?:--\x3e|$)","--\x3e").getRegex(),Un.emStrong.lDelim=Mn(Un.emStrong.lDelim).replace(/punct/g,Un._punctuation).getRegex(),Un.emStrong.rDelimAst=Mn(Un.emStrong.rDelimAst,"g").replace(/punct/g,Un._punctuation).getRegex(),Un.emStrong.rDelimUnd=Mn(Un.emStrong.rDelimUnd,"g").replace(/punct/g,Un._punctuation).getRegex(),Un._escapes=/\\([!"#$%&'()*+,\-./:;<=>?@\[\]\\^_`{|}~])/g,Un._scheme=/[a-zA-Z][a-zA-Z0-9+.-]{1,31}/,Un._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])?)+(?![-_])/,Un.autolink=Mn(Un.autolink).replace("scheme",Un._scheme).replace("email",Un._email).getRegex(),Un._attribute=/\s+[a-zA-Z:_][\w.:-]*(?:\s*=\s*"[^"]*"|\s*=\s*'[^']*'|\s*=\s*[^\s"'=<>`]+)?/,Un.tag=Mn(Un.tag).replace("comment",Un._comment).replace("attribute",Un._attribute).getRegex(),Un._label=/(?:\[(?:\\.|[^\[\]\\])*\]|\\.|`[^`]*`|[^\[\]\\`])*?/,Un._href=/<(?:\\.|[^\n<>\\])+>|[^\s\x00-\x1f]*/,Un._title=/"(?:\\"?|[^"\\])*"|'(?:\\'?|[^'\\])*'|\((?:\\\)?|[^)\\])*\)/,Un.link=Mn(Un.link).replace("label",Un._label).replace("href",Un._href).replace("title",Un._title).getRegex(),Un.reflink=Mn(Un.reflink).replace("label",Un._label).replace("ref",Rn._label).getRegex(),Un.nolink=Mn(Un.nolink).replace("ref",Rn._label).getRegex(),Un.reflinkSearch=Mn(Un.reflinkSearch,"g").replace("reflink",Un.reflink).replace("nolink",Un.nolink).getRegex(),Un.normal=Bn({},Un),Un.pedantic=Bn({},Un.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:Mn(/^!?\[(label)\]\((.*?)\)/).replace("label",Un._label).getRegex(),reflink:Mn(/^!?\[(label)\]\s*\[([^\]]*)\]/).replace("label",Un._label).getRegex()}),Un.gfm=Bn({},Un.normal,{escape:Mn(Un.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.!#$%&'*+\/=?_`{\|}~-]+@)))/}),Un.gfm.url=Mn(Un.gfm.url,"i").replace("email",Un.gfm._extended_email).getRegex(),Un.breaks=Bn({},Un.gfm,{br:Mn(Un.br).replace("{2,}","*").getRegex(),text:Mn(Un.gfm.text).replace("\\b_","\\b_| {2,}\\n").replace(/\{2,\}/g,"*").getRegex()});class Wn{constructor(e){this.tokens=[],this.tokens.links=Object.create(null),this.options=e||hn,this.options.tokenizer=this.options.tokenizer||new Pn,this.tokenizer=this.options.tokenizer,this.tokenizer.options=this.options,this.tokenizer.lexer=this,this.inlineQueue=[],this.state={inLink:!1,inRawBlock:!1,top:!0};const t={block:Rn.normal,inline:Un.normal};this.options.pedantic?(t.block=Rn.pedantic,t.inline=Un.pedantic):this.options.gfm&&(t.block=Rn.gfm,this.options.breaks?t.inline=Un.breaks:t.inline=Un.gfm),this.tokenizer.rules=t}static get rules(){return{block:Rn,inline:Un}}static lex(e,t){return new Wn(t).lex(e)}static lexInline(e,t){return new Wn(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);else 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);else if(n=this.tokenizer.fences(e))e=e.substring(n.raw.length),t.push(n);else if(n=this.tokenizer.heading(e))e=e.substring(n.raw.length),t.push(n);else if(n=this.tokenizer.hr(e))e=e.substring(n.raw.length),t.push(n);else if(n=this.tokenizer.blockquote(e))e=e.substring(n.raw.length),t.push(n);else if(n=this.tokenizer.list(e))e=e.substring(n.raw.length),t.push(n);else if(n=this.tokenizer.html(e))e=e.substring(n.raw.length),t.push(n);else 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);else if(n=this.tokenizer.table(e))e=e.substring(n.raw.length),t.push(n);else if(n=this.tokenizer.lheading(e))e=e.substring(n.raw.length),t.push(n);else{if(r=e,this.options.extensions&&this.options.extensions.startBlock){let t=1/0;const n=e.slice(1);let i;this.options.extensions.startBlock.forEach((function(e){i=e.call({lexer:this},n),"number"==typeof i&&i>=0&&(t=Math.min(t,i))})),t<1/0&&t>=0&&(r=e.substring(0,t+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);else 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);else if(e){const 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){this.inlineQueue.push({src:e,tokens:t})}inlineTokens(e,t=[]){let n,i,r,o,a,s,l=e;if(this.tokens.links){const 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)+"["+$n("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)+"["+$n("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)+"++"+l.slice(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);else 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);else if(n=this.tokenizer.link(e))e=e.substring(n.raw.length),t.push(n);else 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);else if(n=this.tokenizer.emStrong(e,l,s))e=e.substring(n.raw.length),t.push(n);else if(n=this.tokenizer.codespan(e))e=e.substring(n.raw.length),t.push(n);else if(n=this.tokenizer.br(e))e=e.substring(n.raw.length),t.push(n);else if(n=this.tokenizer.del(e))e=e.substring(n.raw.length),t.push(n);else if(n=this.tokenizer.autolink(e,Yn))e=e.substring(n.raw.length),t.push(n);else if(this.state.inLink||!(n=this.tokenizer.url(e,Yn))){if(r=e,this.options.extensions&&this.options.extensions.startInline){let t=1/0;const n=e.slice(1);let i;this.options.extensions.startInline.forEach((function(e){i=e.call({lexer:this},n),"number"==typeof i&&i>=0&&(t=Math.min(t,i))})),t<1/0&&t>=0&&(r=e.substring(0,t+1))}if(n=this.tokenizer.inlineText(r,Fn))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);else if(e){const t="Infinite loop on byte: "+e.charCodeAt(0);if(this.options.silent){console.error(t);break}throw new Error(t)}}else e=e.substring(n.raw.length),t.push(n);return t}}class Hn{constructor(e){this.options=e||hn}code(e,t,n){const i=(t||"").match(/\S*/)[0];if(this.options.highlight){const 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+bn(i,!0)+'">'+(n?e:bn(e,!0))+"</code></pre>\n":"<pre><code>"+(n?e:bn(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){const 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){const 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=Dn(this.options.sanitize,this.options.baseUrl,e)))return n;let i='<a href="'+bn(e)+'"';return t&&(i+=' title="'+t+'"'),i+=">"+n+"</a>",i}image(e,t,n){if(null===(e=Dn(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}}class qn{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""}}class Qn{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={}){const n=this.serialize(e);return this.getNextSafeSlug(n,t.dryrun)}}class Gn{constructor(e){this.options=e||hn,this.options.renderer=this.options.renderer||new Hn,this.renderer=this.options.renderer,this.renderer.options=this.options,this.textRenderer=new qn,this.slugger=new Qn}static parse(e,t){return new Gn(t).parse(e)}static parseInline(e,t){return new Gn(t).parseInline(e)}parse(e,t=!0){let n,i,r,o,a,s,l,c,u,d,p,h,f,g,A,v,m,y,b,w="";const C=e.length;for(n=0;n<C;n++)if(d=e[n],this.options.extensions&&this.options.extensions.renderers&&this.options.extensions.renderers[d.type]&&(b=this.options.extensions.renderers[d.type].call({parser:this},d),!1!==b||!["space","hr","heading","code","table","blockquote","list","html","paragraph","text"].includes(d.type)))w+=b||"";else switch(d.type){case"space":continue;case"hr":w+=this.renderer.hr();continue;case"heading":w+=this.renderer.heading(this.parseInline(d.tokens),d.depth,Cn(this.parseInline(d.tokens,this.textRenderer)),this.slugger);continue;case"code":w+=this.renderer.code(d.text,d.lang,d.escaped);continue;case"table":for(c="",l="",o=d.header.length,i=0;i<o;i++)l+=this.renderer.tablecell(this.parseInline(d.header[i].tokens),{header:!0,align:d.align[i]});for(c+=this.renderer.tablerow(l),u="",o=d.rows.length,i=0;i<o;i++){for(s=d.rows[i],l="",a=s.length,r=0;r<a;r++)l+=this.renderer.tablecell(this.parseInline(s[r].tokens),{header:!1,align:d.align[r]});u+=this.renderer.tablerow(l)}w+=this.renderer.table(c,u);continue;case"blockquote":u=this.parse(d.tokens),w+=this.renderer.blockquote(u);continue;case"list":for(p=d.ordered,h=d.start,f=d.loose,o=d.items.length,u="",i=0;i<o;i++)A=d.items[i],v=A.checked,m=A.task,g="",A.task&&(y=this.renderer.checkbox(v),f?A.tokens.length>0&&"paragraph"===A.tokens[0].type?(A.tokens[0].text=y+" "+A.tokens[0].text,A.tokens[0].tokens&&A.tokens[0].tokens.length>0&&"text"===A.tokens[0].tokens[0].type&&(A.tokens[0].tokens[0].text=y+" "+A.tokens[0].tokens[0].text)):A.tokens.unshift({type:"text",text:y}):g+=y),g+=this.parse(A.tokens,f),u+=this.renderer.listitem(g,m,v);w+=this.renderer.list(u,p,h);continue;case"html":w+=this.renderer.html(d.text);continue;case"paragraph":w+=this.renderer.paragraph(this.parseInline(d.tokens));continue;case"text":for(u=d.tokens?this.parseInline(d.tokens):d.text;n+1<C&&"text"===e[n+1].type;)d=e[++n],u+="\n"+(d.tokens?this.parseInline(d.tokens):d.text);w+=t?this.renderer.paragraph(u):u;continue;default:{const e='Token with "'+d.type+'" type was not found.';if(this.options.silent)return void console.error(e);throw new Error(e)}}return w}parseInline(e,t){t=t||this.renderer;let n,i,r,o="";const 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s,c,d=n.params.query;if(o.setValue(d),r.query===d&&r.data===t&&r.context===a)c=r.results;else{u&&(u.clear(),u=null);try{s=Date.now(),c=e.query(d,t,a),s=Date.now()-s}catch(e){const t=e.details&&e.details.loc,n=o.cm.doc;if(t){const[t,i]=e.details.loc.range;u="EOF"===e.details.token||t===i||"\n"===d[t]?n.setBookmark(n.posFromIndex(t),{widget:lt("span","discovery-editor-error"," ")}):n.markText(n.posFromIndex(t),n.posFromIndex(i),{className:"discovery-editor-error"})}return r={},l.innerHTML='<div class="report-error query-error">'+Rt(e.message)+"</div>",{error:e}}r={data:t,context:a,query:d,results:c},l.innerHTML="",e.view.render(l,{view:"expand",header:`text:"${p=c,Array.isArray(p)?`Array (${Ko(p,"element","elements")})`:p&&"object"==typeof p?`Object (${Ko(Object.keys(p),"key","keys")})`:`Scalar (${null===p?"null":typeof p})`} in ${parseInt(s,10)}ms"`,expanded:i,onToggle:e=>i=e,content:{view:"struct",expanded:1}},c)}var p;return{data:c}}}}(e,t),o=function(e,t){let n={};const i=Array.isArray(e.options.viewPresets)?oa.concat(e.options.viewPresets):oa;let r,o,a,s,l,c;const u=new e.view.ViewEditor(e).on("change",(e=>c.checked&&t({view:e},!0))),d=lt("div","buttons"),p=lt("div","form view-editor-form",[lt("div","view-editor-form-header",[lt("div","report-editor-tabs view-mode",l=["Default","Custom"].map((e=>lt("div",{class:"report-editor-tab","data-mode":e.toLowerCase(),onclick:()=>t({view:"Default"===e?void 0:ra},!0)},e)))),lt("div","report-editor-tabs presets",i.map((({name:e,content:n})=>function(e,t,n){return lt("div",{class:"report-editor-tab",onclick:()=>n({view:t})},e||"Untitled preset")}(e,n,t)))),lt("div","view-editor-form-header-links",'<a href="#views-showcase" class="view-link">Views showcase</a>')]),r=lt("div",{class:"view-editor-form-content",hidden:!0},[lt("button",{class:"view-button formatting",title:"Prettify (input should be a JSON)",onclick(){u.focus();try{const e=u.getValue().trim(),n=new Function("return 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href="#views-showcase" class="view-link">Views showcase</a><br><br>'+[...e.view.entries].sort().map((([e,t])=>`<div><a class="item view-link${t.options.usage?" with-usage":""}" ${t.options.usage?'href="#views-showcase:'+e+'"':""}>${e}</a></div>`)).join("");return h(),e.view.on("define",pi(h,100)),{el:p,render(t,i,o){const a=Jo(i,n.context),s="string"==typeof i.params.view?"custom":"default";let c=i.params.view,d=null;if(u.setValue(c),r.hidden="custom"!==s,l.forEach((e=>e.classList.toggle("active",e.dataset.mode===s))),c||"default"!==s||(c=ra),n.view!==c||n.data!==t||n.context!==a){o.innerHTML="";try{d=Function("return "+(c?"0,"+c:"null"))(),e.view.render(o,d,t,a)}catch(t){e.view.render(o,(e=>{e.className="report-error render-error",e.innerHTML=Rt(String(t))+"<br>(see details in console)",console.error(t)}))}n={data:t,context:a,view:c}}}}}(e,t),a=lt("div",{class:"report-editor discovery-hidden-in-dzen",hidden:!0},[r.el,o.el]),s=lt("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){const{header:r,queryEditor:o,viewEditor:a,reportEditorEl:s,reportContentEl:l}=n();s.hidden=i.params.noedit,r.render(t,i);const 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:Go,decodeParams:Zo})}const sa="\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\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 | Expanding 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 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,54:ss,57:31,58:ls,60:cs,61:us,62:ds,63:ps,64:hs,67:38,68:39,72:fs,73:gs,76:As,83:17},{7:140,9:Qs,12:77,13:30,14:Qa,15:Ga,16:6,17:Za,19:Va,20:9,22:Ja,23:Xa,24:Ka,42:15,43:16,44:es,45:ts,46:ns,47:is,48:rs,49:os,50:as,51:26,52:27,53:28,54:ss,57:31,58:ls,60:cs,61:us,62:ds,63:ps,64:hs,67:38,68:39,72:fs,73:gs,76:As,83:17},{7:141,9:Qs,12:77,13:30,14:Qa,15:Ga,16:6,17:Za,19:Va,20:9,22:Ja,23:Xa,24:Ka,42:15,43:16,44:es,45:ts,46:ns,47:is,48:rs,49:os,50:as,51:26,52:27,53:28,54:ss,57:31,58:ls,60:cs,61:us,62:ds,63:ps,64:hs,67:38,68:39,72:fs,73:gs,76:As,83:17},{7:142,9:Qs,12:77,13:30,14:Qa,15:Ga,16:6,17:Za,19:Va,20:9,22:Ja,23:Xa,24:Ka,42:15,43:16,44:es,45:ts,46:ns,47:is,48:rs,49:os,50:as,51:26,52:27,53:28,54:ss,57:31,58:ls,60:cs,61:us,62:ds,63:ps,64:hs,67:38,68:39,72:fs,73:gs,76:As,83:17},{7:143,9:Qs,12:77,13:30,14:Qa,15:Ga,16:6,17:Za,19:Va,20:9,22:Ja,23:Xa,24:Ka,42:15,43:16,44:es,45:ts,46:ns,47:is,48:rs,49:os,50:as,51:26,52:27,53:28,54:ss,57:31,58:ls,60:cs,61:us,62:ds,63:ps,64:hs,67:38,68:39,72:fs,73:gs,76:As,83:17},{7:144,9:Qs,12:77,13:30,14:Qa,15:Ga,16:6,17:Za,19:Va,20:9,22:Ja,23:Xa,24:Ka,42:15,43:16,44:es,45:ts,46:ns,47:is,48:rs,49:os,50:as,51:26,52:27,53:28,54:ss,57:31,58:ls,60:cs,61:us,62:ds,63:ps,64:hs,67:38,68:39,72:fs,73:gs,76:As,83:17},{7:146,9:Qs,11:il,12:77,13:30,14:Qa,15:Ga,16:6,17:Za,19:Va,20:9,22:Ja,23:Xa,24:Ka,42:15,43:16,44:es,45:ts,46:ns,47:is,48:rs,49:os,50:as,51:26,52:27,53:28,54:ss,55:147,56:[1,145],57:31,58:ls,60:cs,61:us,62:ds,63:ps,64:hs,67:38,68:39,72:fs,73:gs,76:As,83:17,85:90},{12:100,13:148,14:Qa,15:Ga,57:149},{4:150,6:3,7:4,8:5,9:qa,12:14,13:30,14:Qa,15:Ga,16:6,17:Za,19:Va,20:9,22:Ja,23:Xa,24:Ka,42:15,43:16,44:es,45:ts,46:ns,47:is,48:rs,49:os,50:as,51:26,52:27,53:28,54:ss,57:31,58:ls,59:Ha,60:cs,61:us,62:ds,63:ps,64:hs,67:38,68:39,72:fs,73:gs,76:As,83:17},{4:151,6:3,7:4,8:5,9:qa,12:14,13:30,14:Qa,15:Ga,16:6,17:Za,19:Va,20:9,22:Ja,23:Xa,24:Ka,42:15,43:16,44:es,45:ts,46:ns,47:is,48:rs,49:os,50:as,51:26,52:27,53:28,54:ss,56:Ha,57:31,58:ls,60:cs,61:us,62:ds,63:ps,64:hs,67:38,68:39,72:fs,73:gs,76:As,83:17},{12:100,13:152,14:Qa,15:Ga,57:153},{4:154,6:3,7:4,8:5,9:qa,12:14,13:30,14:Qa,15:Ga,16:6,17:Za,19:Va,20:9,22:Ja,23:Xa,24:Ka,42:15,43:16,44:es,45:ts,46:ns,47:is,48:rs,49:os,50:as,51:26,52:27,53:28,54:ss,57:31,58:ls,59:Ha,60:cs,61:us,62:ds,63:ps,64:hs,67:38,68:39,72:fs,73:gs,76:As,83:17},Wa(Ps,[2,123]),{18:[1,155]},Wa(gl,[2,16],{23:ys,24:bs,25:ws,26:Cs,27:xs,28:Ms,29:ks,30:Ts,31:Ds,32:Is,33:Ss,34:Ns,35:Ls,36:zs,37:Bs,38:js,39:Os,40:Es,41:$s}),Wa(tl,Zs),Wa(tl,Xs,{58:el}),{9:Qs,12:77,13:30,14:Qa,15:Ga,16:157,42:15,43:16,44:es,45:ts,46:ns,47:is,48:rs,49:os,50:as,51:26,52:27,53:28,54:ss,57:31,58:ls,60:cs,61:us,62:ds,63:ps,64:hs,67:38,68:39,72:fs,73:gs,76:As,83:156},Wa(Al,[2,20],{23:ys,24:bs,25:ws,26:Cs,27:xs,28:Ms,31:Ds,32:Is,33:Ss,34:Ns,35:Ls,36:zs,37:Bs,38:js,39:Os,40:Es}),Wa(vl,[2,21],{31:Ds,32:Is,33:Ss}),Wa(vl,[2,22],{31:Ds,32:Is,33:Ss}),Wa(_s,[2,8]),{7:158,9:Qs,12:77,13:30,14:Qa,15:Ga,16:6,17:Za,19:Va,20:9,22:Ja,23:Xa,24:Ka,42:15,43:16,44:es,45:ts,46:ns,47:is,48:rs,49:os,50:as,51:26,52:27,53:28,54:ss,57:31,58:ls,60:cs,61:us,62:ds,63:ps,64:hs,67:38,68:39,72:fs,73:gs,76:As,83:17},Wa(_s,[2,10]),{7:159,9:Qs,12:77,13:30,14:Qa,15:Ga,16:6,17:Za,19:Va,20:9,22:Ja,23:Xa,24:Ka,42:15,43:16,44:es,45:ts,46:ns,47:is,48:rs,49:os,50:as,51:26,52:27,53:28,54:ss,57:31,58:ls,60:cs,61:us,62:ds,63:ps,64:hs,67:38,68:39,72:fs,73:gs,76:As,83:17},{7:162,9:Qs,12:77,13:30,14:Qa,15:Ga,16:6,17:Za,19:Va,20:9,22:Ja,23:Xa,24:Ka,42:15,43:16,44:es,45:ts,46:ns,47:is,48:rs,49:os,50:as,51:26,52:27,53:28,54:ss,57:31,58:ls,59:[1,160],60:cs,61:us,62:ds,63:ps,64:hs,65:161,67:38,68:39,72:fs,73:gs,76:As,83:17},{56:[1,163]},Wa(tl,[2,118]),{56:[1,164],66:[1,165]},{11:il,56:[2,124],85:166},Wa(ml,yl,{85:167,11:il,21:ms,23:ys,24:bs,25:ws,26:Cs,27:xs,28:Ms,29:ks,30:Ts,31:Ds,32:Is,33:Ss,34:Ns,35:Ls,36:zs,37:Bs,38:js,39:Os,40:Es,41:$s}),Wa(ml,[2,113]),Wa(bl,[2,128],{16:6,20:9,42:15,43:16,83:17,51:26,52:27,53:28,13:30,57:31,67:38,68:39,12:77,7:168,9:Qs,14:Qa,15:Ga,17:Za,19:Va,22:Ja,23:Xa,24:Ka,44:es,45:ts,46:ns,47:is,48:rs,49:os,50:as,54:ss,58:ls,60:cs,61:us,62:ds,63:ps,64:hs,72:fs,73:gs,76:As}),Wa(ml,[2,116],{16:6,20:9,42:15,43:16,83:17,51:26,52:27,53:28,13:30,57:31,67:38,68:39,12:77,7:169,9:Qs,14:Qa,15:Ga,17:Za,19:Va,22:Ja,23:Xa,24:Ka,44:es,45:ts,46:ns,47:is,48:rs,49:os,50:as,54:ss,58:ls,60:cs,61:us,62:ds,63:ps,64:hs,72:fs,73:gs,76:As}),{7:162,9:Qs,12:77,13:30,14:Qa,15:Ga,16:6,17:Za,19:Va,20:9,22:Ja,23:Xa,24:Ka,42:15,43:16,44:es,45:ts,46:ns,47:is,48:rs,49:os,50:as,51:26,52:27,53:28,54:ss,57:31,58:ls,59:[1,170],60:cs,61:us,62:ds,63:ps,64:hs,65:171,67:38,68:39,72:fs,73:gs,76:As,83:17},{21:ms,23:ys,24:bs,25:ws,26:Cs,27:xs,28:Ms,29:ks,30:Ts,31:Ds,32:Is,33:Ss,34:Ns,35:Ls,36:zs,37:Bs,38:js,39:Os,40:Es,41:$s,59:[1,172]},{7:173,8:46,9:qa,12:14,13:30,14:Qa,15:Ga,16:6,17:Za,19:Va,20:9,22:Ja,23:Xa,24:Ka,42:15,43:16,44:es,45:ts,46:ns,47:is,48:rs,49:os,50:as,51:26,52:27,53:28,54:ss,57:31,58:ls,60:cs,61:us,62:ds,63:ps,64:hs,67:38,68:39,72:fs,73:gs,76:As,83:17},Wa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new SyntaxError('[Discovery] Widget#queryToConfig(): unsupported object entry type "'+e.type+'"');let t;switch(e.key.type){case"Literal":t=e.key.value;break;case"Identifier":t=e.key.name,e.value=e.value||e.key;break;case"Reference":t=e.key.name.name,e.value=e.value||e.key;break;default:throw new SyntaxError('[Discovery] Widget#queryToConfig(): unsupported object key type "'+e.key.type+'"')}if("view"===t||"postRender"===t)throw new SyntaxError('[Discovery] Widget#queryToConfig(): set a value for "'+t+'" property in shorthand notation is prohibited');i[t]="when"===t||"data"===t||"whenData"===t?"Literal"===e.value.type&&"string"!=typeof e.value.value?e.value.value:gp.syntax.stringify(e.value):"Literal"!==e.value.type||"string"==typeof e.value.value&&"="===e.value.value[0]?"="+gp.syntax.stringify(e.value):e.value.value}return console.log(i),i}querySuggestions(e,t,n,i){return function(e,t,n,i,r){try{let o=vp.get(e);if(!o||o.query!==t||o.data!==i||o.context!==r){const n={tolerant:!0,stat:!0};vp.set(e,o={query:t,data:i,context:r,offset:-1,suggestions:null,api:null}),o.api=e.queryFnFromString(t,n)(i,r)}if(null===o.api)return null;if(-1!==o.offset&&function(e,t,n){if(t===n)return!0;const i=e.stat(t)||[],r=e.stat(n)||[];if(i.length!==r.length)return!1;for(let e=0;e<i.length;e++){const t=i[e],n=r[e];for(const e of Object.keys(t))if(t[e]!==n[e])return!1}return!0}(o.api,o.offset,n))return o.suggestions;const a=o.api.suggestion(o.offset=n,{sort:!0,filter:bp,limit:50});if(a){o.suggestions=[];for(const e of a.sort(yp))o.suggestions.push(...e.suggestions.map((t=>({type:e.type,from:e.from,to:e.to,text:e.text,value:"value"===e.type?wp(t,e.text):t}))))}else o.suggestions=null;return o.suggestions}catch(e){return console.groupCollapsed("[Discovery] Error on getting suggestions for query"),console.error(e),void console.groupEnd()}}(this,e,t,n,i)}pathToQuery(e){return e.map(((e,t)=>"*"===e?0===t?"values()":".values()":"number"!=typeof e&&/^[a-zA-Z_][a-zA-Z_$0-9]*$/.test(e)?0===t?e:"."+e:0===t?`$[${JSON.stringify(e)}]`:`[${JSON.stringify(e)}]`)).join("")}getQueryEngineInfo(){return{name:"jora",version:gp.version,link:"https://github.com/discoveryjs/jora"}}addQueryHelpers(){console.error('[Discovery] "Widget#addQueryHelpers()" method was removed, use "addQueryHelpers()" instead, i.e. setPrepare((data, { addQueryHelpers }) => addQueryHelpers(...))')}initDom(){const e=lt("div","discovery init"),t=e.attachShadow({mode:"open"}),n=ca(t,this.options.styles),i=t.appendChild(lt("div"));this.dom={},this.dom.ready=Promise.all([n]),this.dom.wrapper=e,this.dom.root=t,this.dom.container=i,i.classList.add("discovery-root","discovery"),i.append(this.dom.nav=lt("div","discovery-nav discovery-hidden-in-dzen"),this.dom.sidebar=lt("nav","discovery-sidebar discovery-hidden-in-dzen"),this.dom.content=lt("main","discovery-content",[this.dom.pageContent=lt("article")])),this.dom.detachDarkMode=this.darkmode.subscribe((e=>i.classList.toggle("discovery-root-darkmode",e)),!0),this.dom.ready.then((()=>{getComputedStyle(this.dom.wrapper).opacity,this.dom.wrapper.classList.remove("init")}))}setContainer(e){e instanceof Node?e.append(this.dom.wrapper):this.dom.wrapper.remove()}disposeDom(){"function"==typeof this.dom.detachDarkMode&&(this.dom.detachDarkMode(),this.dom.detachDarkMode=null),this.dom.container.remove(),this.dom=null}addGlobalEventListener(e,t,n){return document.addEventListener(e,t,n),()=>document.removeEventListener(e,t,n)}addHostElEventListener(e,t,n){const i=this.dom.container;return i.addEventListener(e,t,n),()=>i.removeEventListener(e,t,n)}addBadge(){console.error("Widget#addBadge() is obsoleted, use Widget#nav API instead")}scheduleRender(e){const t=xp.get(this);if(!t.has(e)&&(t.add(e),!t.timer))return t.timer=Promise.resolve().then((async()=>{for(const e of t)switch(e){case"sidebar":await this.renderSidebar();break;case"page":await this.renderPage()}t.timer=null})),t.timer}cancelScheduledRender(e){const t=xp.get(this);t&&(e?t.delete(e):t.clear())}getRenderContext(){return{page:this.pageId,id:this.pageRef,params:this.pageParams,actions:this.actions,dataLoaded:this.dataLoaded,...this.context}}renderSidebar(){if(xp.get(this).delete("sidebar"),this.dataLoaded&&this.view.isDefined("sidebar")){const e=Date.now(),t=this.data,n=this.getRenderContext();return this.view.setViewRoot(this.dom.sidebar,"sidebar",{data:t,context:n}),this.dom.sidebar.innerHTML="",this.view.render(this.dom.sidebar,"sidebar",t,n).then((()=>console.log(`[Discovery] Sidebar rendered in ${Date.now()-e}ms`)))}}encodePageHash(e,t,n){let i=Dp(this,e,"encodeParams",Mp)(n||{});return i&&"string"!=typeof i&&(Array.isArray(i)||(i=Object.entries(i)),i=i.map((e=>e.map(encodeURIComponent).join("="))).join("&")),`#${e!==this.defaultPageId?encodeURIComponent(e):""}${"string"==typeof t&&t||"number"==typeof t?":"+encodeURIComponent(t):""}${i?"&"+i:""}`}decodePageHash(e){const t=(e.indexOf("&")+1||e.length+1)-1,[n,i]=e.substring(1,t).split(":").map(decodeURIComponent),r=Dp(this,n||this.defaultPageId,"decodeParams",kp),o=e.substr(t+1).split("&").filter(Boolean).map((e=>{const t=e.indexOf("=");return-1!==t?[decodeURIComponent(e.slice(0,t)),decodeURIComponent(e.slice(t+1))]:[decodeURIComponent(e),!0]}));return{pageId:n||this.defaultPageId,pageRef:i,pageParams:r(o)}}setPage(e,t,n,i=!1){return this.setPageHash(this.encodePageHash(e||this.defaultPageId,t,n),i)}setPageRef(e,t=!1){return this.setPage(this.pageId,e,this.pageParams,t)}setPageParams(e,t=!1){return this.setPage(this.pageId,this.pageRef,e,t)}setPageHash(e,t=!1){const{pageId:n,pageRef:i,pageParams:r}=this.decodePageHash(e);return!(this.pageId===n&&this.pageRef===i&&lr(this.pageParams,r)||(this.pageId=n,this.pageRef=i,this.pageParams=r,this.scheduleRender("page"),e===this.pageHash)||(this.pageHash=e,this.emit("pageHashChange",t),0))}renderPage(){xp.get(this).delete("page");const e=this.data,t=this.getRenderContext(),{pageEl:n,renderState:i,config:r}=this.page.render(this.dom.pageContent,this.pageId,e,t);return this.view.setViewRoot(n,"Page: "+this.pageId,{config:r,data:e,context:t}),this.dom.pageContent=n,this.nav.render(this.dom.nav,e,t),Tp(this.dom.container,"page",this.pageId),Tp(this.dom.container,"dzen",Boolean(this.pageParams.dzen)),Tp(this.dom.container,"compact",Boolean(this.options.compact)),i.then((()=>{if(this.pageParams["!anchor"]){const e=n.querySelector("#"+CSS.escape("!anchor:"+this.pageParams["!anchor"]));if(e){const t=n.querySelector(".view-page-header");e.style.scrollMargin=t?t.offsetHeight+"px":"",e.scrollIntoView(!0)}}})),i}}const Sp=e=>/^\./.test(e);function Np(e){const t=e.options.upload||!0,n=t.accept?String(t.accept):"application/json,.json",i=n.split(","),r=[{view:"button-primary",onClick:"=#.actions.uploadFile",content:'text:`Open file ${#.actions.uploadFile.fileExtensions | $ ? "(" + join(", ") + ")" : ""}`'}];(t.dragdrop||void 0===t.dragdrop)&&(e.dom.container.addEventListener("drop",(t=>{e.loadDataFromEvent(t)}),!0),e.dom.container.addEventListener("dragover",(e=>{e.stopPropagation(),e.preventDefault()}),!0),r.push('html:"<span style=\\"color: #888; padding: 0 1ex\\"> or </span>"','text:"drop a file on the page"')),e.preset.define("upload",r),e.actions.unloadData=()=>{e.unloadData()},e.actions.uploadFile=Object.assign((()=>{lt("input",{type:"file",accept:n,onchange:t=>e.loadDataFromEvent(t)}).click()}),{fileExtensions:i.filter((e=>Sp(e))),mimeTypes:i.filter((e=>!Sp(e)))})}function Lp(e){e.setPageHash(location.hash),e.cancelScheduledRender(),window.addEventListener("hashchange",(()=>e.setPageHash(location.hash)),!1),e.on("pageHashChange",(function(t){const n=e.pageHash||"#";("#"!==n||location.hash)&&(t?location.replace(n):location.hash=n)}))}const zp={request:{value:0,title:"Awaiting data"},receive:{value:.1,title:"Receiving 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c,u=0;if(this.lastStage||(this.startTime=l,this.domReady.then((()=>{const e=Math.max(0,this.appearanceDelay-Bp(performance.now()-l));e&&this.el.style.setProperty("--appearance-delay",`${e}ms`),getComputedStyle(this.el).opacity,this.el.classList.remove("init")}))),s&&(null!==this.lastStageStart&&this.recordTiming(this.lastStage,this.lastStageStart,l),this.lastStage=t,this.lastStageStart=l,this.awaitRepaint=l),n){const{done:e,elapsed:t,units:i,completed:r,total:o}=n;o?(u=e?1:r/o,c="bytes"===i?Math.round(100*u)+"%":`${r}/${o}`):(u=e?1:.1+Math.min(.9,t/2e4),c="bytes"===i?(r/1048576).toFixed(1)+"MB":r)}this.el.style.setProperty("--progress",r+u*a),this.el.querySelector(".title").textContent=c?`${o} (${c})...`:"done"!==t?`${o}...`:o,(s||l-this.awaitRepaint>65&&l-this.lastStageStart>200)&&(await(async()=>{if(await new Promise((e=>setTimeout(e,1))),!document.hidden)return Promise.race([new Promise(requestAnimationFrame),new Promise((e=>setTimeout(e,8)))])})(),this.awaitRepaint=performance.now())}finish(){this.finished||(this.finished=!0,null!==this.lastStageStart&&this.recordTiming(this.lastStage,this.lastStageStart),this.recordTiming("done",this.startTime),this.onFinish(this.timings))}dispose(){this.finish(),this.el.remove()}}let Ep=!1,$p=!1,_p=!1;try{new ReadableStream({}),$p=!0}catch(e){}try{new ReadableStream({type:"bytes"}),Ep=!0}catch(e){}try{new Response(new Blob).getReader(),_p=!0}catch(e){}function Pp(e){return"function"==typeof e.arrayBuffer?e.arrayBuffer():new Promise(((t,n)=>{const i=new FileReader;i.readAsArrayBuffer(e),i.onload=i.onerror=({type:e})=>{i.onload=i.onerror=null,"load"===e?t(i.result||i):n(new Error("Failed to read the blob/file"))}}))}function Rp(e){let t=0;if("function"==typeof e.stream)return e.stream();if(Ep)return new ReadableStream({type:"bytes",autoAllocateChunkSize:524288,pull(n){const i=n.byobRequest.view;return Pp(e.slice(t,t+i.byteLength)).then((function(r){const o=new 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i=this.dom.loadingOverlay;switch(e){case"init":if(i.classList.remove("error","done"),n.el.parentNode)return;i.innerHTML="",i.append(n.el),i.classList.add("init"),requestAnimationFrame((()=>i.classList.remove("init")));break;case"success":i.classList.add("done");break;case"error":i.classList.add("error"),i.innerHTML="",console.error(t),this.view.render(i,[{view:"block",className:"action-buttons",content:[{view:"preset/upload",when:this.preset.isDefined("upload")}]},t.renderContent||{view:"alert-danger",content:[{view:"h3",content:['badge:"Error"',"text:errorText"]},'text:"(see details in the console)"']}],{options:this.options,errorText:Rt(t.message||String(t)),errorStack:t.stack?Rt(t.stack).replace(/^Error:\s*(\S+Error:)/,"$1"):""},{actions:this.actions}).then((()=>{n?.onErrorRender&&n.onErrorRender(t,i)}))}}async setDataProgress(e,t,n=this.progressbar({title:"Set data"})){try{this.setLoadingState("init",{progressbar:n}),await 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this.trackLoadDataProgress(qp((()=>({stream:e,totalSize:t}))))}loadDataFromEvent(e){return"modelfree"===this.options.mode&&this.defaultPageId!==this.reportPageId&&(this._defaultPageId=this.defaultPageId,this.defaultPageId=this.reportPageId,this.setPageHash(this.pageHash,!0),this.cancelScheduledRender()),this.trackLoadDataProgress(Gp(e))}loadDataFromFile(e){return this.trackLoadDataProgress(Qp(e))}loadDataFromUrl(e,t,n){return this.trackLoadDataProgress(Zp(e,t,n))}unloadData(){this.dataLoaded&&"modelfree"===this.options.mode&&this._defaultPageId!==this.defaultPageId&&(this.defaultPageId=this._defaultPageId,this.setPageHash(this.pageHash,!0),this.cancelScheduledRender()),super.unloadData()}initDom(){super.initDom(),this.dom.container.append(this.dom.loadingOverlay=lt("div","loading-overlay done"))}renderPage(){return document.title=this.getRenderContext().name||document.title,super.renderPage()}}const eh={"font-family":"Tahoma, Verdana, Arial, 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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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a,n,i,r,s,o,l,h,d,_,f,u,c,w,m,b,g,p,v,k,y,x,z,A,E=t.state;a=t.next_in,z=t.input,n=a+(t.avail_in-5),i=t.next_out,A=t.output,r=i-(e-t.avail_out),s=i+(t.avail_out-257),o=E.dmax,l=E.wsize,h=E.whave,d=E.wnext,_=E.window,f=E.hold,u=E.bits,c=E.lencode,w=E.distcode,m=(1<<E.lenbits)-1,b=(1<<E.distbits)-1;t:do{u<15&&(f+=z[a++]<<u,u+=8,f+=z[a++]<<u,u+=8),g=c[f&m];e:for(;;){if(f>>>=p=g>>>24,u-=p,0===(p=g>>>16&255))A[i++]=65535&g;else{if(!(16&p)){if(0==(64&p)){g=c[(65535&g)+(f&(1<<p)-1)];continue e}if(32&p){E.mode=16191;break t}t.msg="invalid literal/length code",E.mode=_e;break t}v=65535&g,(p&=15)&&(u<p&&(f+=z[a++]<<u,u+=8),v+=f&(1<<p)-1,f>>>=p,u-=p),u<15&&(f+=z[a++]<<u,u+=8,f+=z[a++]<<u,u+=8),g=w[f&b];a:for(;;){if(f>>>=p=g>>>24,u-=p,!(16&(p=g>>>16&255))){if(0==(64&p)){g=w[(65535&g)+(f&(1<<p)-1)];continue a}t.msg="invalid distance code",E.mode=_e;break t}if(k=65535&g,u<(p&=15)&&(f+=z[a++]<<u,(u+=8)<p&&(f+=z[a++]<<u,u+=8)),(k+=f&(1<<p)-1)>o){t.msg="invalid distance too far back",E.mode=_e;break 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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['BinaryJSON'] = (() => {
|
||
const exports = {};
|
||
const module = { exports };
|
||
((module, exports) => {
|
||
"use strict";
|
||
/*
|
||
Get from https://github.com/discoveryjs/json-ext/blob/binary/src/binary.js
|
||
Thanks to @lahmatiy
|
||
*/
|
||
Object.defineProperty(exports, "__esModule", { value: true });
|
||
exports.decode = exports.encode = exports.Writer = void 0;
|
||
/* eslint-disable */
|
||
// @ts-nocheck
|
||
const hasOwnProperty = Object.hasOwnProperty;
|
||
const MAX_UINT_8 = 255;
|
||
const MAX_UINT_16 = 65535;
|
||
const MAX_UINT_24 = 16777215;
|
||
const MAX_UINT_28 = 268435455;
|
||
const MAX_UINT_32 = 4294967295;
|
||
const MAX_VLQ_8 = 127;
|
||
const MAX_VLQ_16 = 16383;
|
||
const MAX_VLQ_24 = 2097151;
|
||
const ARRAY_ENCODING_DEFAULT = 0;
|
||
const ARRAY_ENCODING_VLQ2 = 1;
|
||
const ARRAY_ENCODING_SINGLE_VALUE = 2;
|
||
const ARRAY_ENCODING_ENUM = 3;
|
||
// 1st byte of type bitmap (most common types)
|
||
const TYPE_TRUE = 0; // value-containing type
|
||
const TYPE_FALSE = 1; // value-containing type
|
||
const TYPE_STRING = 2;
|
||
const TYPE_UINT_8 = 3; // [0 ... 255 (0xff)]
|
||
const TYPE_UINT_16 = 4; // [0 ... 65535 (0xffff)]
|
||
const TYPE_UINT_24 = 5; // [0 ... 16777215 (0xff_ffff)]
|
||
const TYPE_UINT_32 = 6; // [0 ... 4294967295 (0xffff_ffff)]
|
||
const TYPE_UINT_32_VAR = 7; // [4294967296 ... ]
|
||
// 2nd byte of type bitmap
|
||
const TYPE_NEG_INT = 8;
|
||
const TYPE_FLOAT_32 = 9;
|
||
const TYPE_FLOAT_64 = 10;
|
||
const TYPE_OBJECT = 11;
|
||
const TYPE_ARRAY = 12;
|
||
const TYPE_NULL = 13; // value-containing type
|
||
// type 14 is reserved
|
||
// type 15 is reserved
|
||
// array non-storable types (out of 2-bytes type bitmap)
|
||
const TYPE_UNDEF = 16; // array non-storable & value-containing type
|
||
const STORABLE_TYPES = 0xffff;
|
||
const VALUE_CONTAINING_TYPE = (1 << TYPE_TRUE) |
|
||
(1 << TYPE_FALSE) |
|
||
(1 << TYPE_NULL) |
|
||
(1 << TYPE_UNDEF);
|
||
const ARRAY_NON_WRITABLE_TYPE = VALUE_CONTAINING_TYPE |
|
||
(1 << TYPE_OBJECT);
|
||
const TEST_FLOAT_32 = new Float32Array(1);
|
||
const EMPTY_MAP = new Map();
|
||
const LOW_BITS_TYPE = 0;
|
||
const LOW_BITS_FLAGS = 1;
|
||
const MIN_CHUNK_SIZE = 8;
|
||
const DEFAULT_CHUNK_SIZE = 64 * 1024;
|
||
const typeIndex = new Uint8Array(32);
|
||
// vlq4
|
||
// ----
|
||
// encode a number up to uint29, effective for a seria of numbers
|
||
// .... .... | .... .... | .... .... | .... !xxx
|
||
// lower 3bits are used to encode number of 4-bits groups needed to encode a number (0 - 4bits (0 or 1), 1 - 12bits ...)
|
||
//
|
||
// vlq4_36
|
||
// ----
|
||
// encode a number up to uint33, effective for a seria of numbers
|
||
// .... | .... .... | .... .... | .... .... | !!!! !xxx
|
||
// lower 3bits are used to encode number of 4-bits groups needed to encode a number (0 - 8bits, 1 - 12bits, ...)
|
||
//
|
||
// vlq4_24
|
||
// -------
|
||
// encode a number up to uint21 (+uint7), effective for a seria of numbers
|
||
// !!!! !!!0
|
||
// uint7 (0...127, 1 byte)
|
||
// .... .... | .... !!!! | !!!! !xx1
|
||
// uint8-uint21 (128...2_097_279, 1-3bytes, step 4bits)
|
||
//
|
||
// vlq4_16x2
|
||
// -------
|
||
// encode a number up to uint31 (+uint7 +uint17), effective for a seria of ...
|
||
// !!!! !!!0
|
||
// uint7 (0...127, 1 byte)
|
||
// .... | .... !!!! | !!!! !xx1
|
||
// uint8-uint21 (128...131_199, 1-2.5bytes, step 4bits)
|
||
// .... | .... .... | !!!! !!!! | !!!! !!!! | !!!x x111
|
||
// uint8-uint21 (131_200...2_147_614_847, 3-5.5bytes, step 4bits)
|
||
//
|
||
// vlq4_16x2_3
|
||
// -------
|
||
// encode a number up to uint27 (+uint3 +uint13), effective for a seria of ...
|
||
// !!!0
|
||
// uint7 (0...7, 0.5 byte)
|
||
// .... .... | !!!! !xx1
|
||
// uint8-uint21 (8...8_199, 1-2bytes, step 4bits)
|
||
// .... .... | .... !!!! | !!!! !!!! | !!!x x111
|
||
// uint8-uint21 (8_200...134_225_927, 2.5-4bytes, step 4bits)
|
||
//
|
||
// vlq8_4
|
||
// -------
|
||
// encode a number up to uint30, effective for a seria of numbers when uint17+ are dominates
|
||
// .... .... | .... .... | .... .... | !!!! !!xx
|
||
// uint8-uint21 (0...1_073_741_823, 1-4bytes, step 8bits)
|
||
//
|
||
// vlq8_small_big
|
||
// --------------
|
||
// encode a number up to uint37, good for a seria of numbers when most numbers are uint7 and uint32+
|
||
// !!!! !!!0
|
||
// uint7 (0...127, 1 byte)
|
||
// .... .... | .... .... | .... .... | !!!! !!!! | !!!! !xx1
|
||
// uint8-uint37 (0...137_438_953_471, 2-5bytes, step 8bits)
|
||
//
|
||
// vlq8_32
|
||
// --------------
|
||
// encode a number up to uint62, good to encode big numbers
|
||
// .... .... | .... .... | .... .... | !!!! !!!! | !!!! !!!! | !!!! !!!! | !!!! !!!! | !!!! !!xx
|
||
// (5-8bytes, step 8bits)
|
||
// const TYPE_NAME = Object.fromEntries(Object.entries({
|
||
// TYPE_TRUE, TYPE_FALSE,
|
||
// TYPE_STRING,
|
||
// TYPE_UINT_8, TYPE_UINT_16, TYPE_UINT_24, TYPE_UINT_32,
|
||
// TYPE_UINT_32_VAR, TYPE_NEG_INT,
|
||
// TYPE_FLOAT_32, TYPE_FLOAT_64,
|
||
// TYPE_OBJECT,
|
||
// TYPE_ARRAY,
|
||
// TYPE_NULL,
|
||
// TYPE_UNDEF,
|
||
// INLINED: 18,
|
||
// COLUMN: 19
|
||
// }).map(([k, v]) => [v, k]));
|
||
function getType(value) {
|
||
switch (typeof value) {
|
||
case 'undefined':
|
||
return TYPE_UNDEF;
|
||
case 'boolean':
|
||
return value ? TYPE_TRUE : TYPE_FALSE;
|
||
case 'string':
|
||
return TYPE_STRING;
|
||
case 'number':
|
||
if (!Number.isFinite(value)) {
|
||
return TYPE_NULL;
|
||
}
|
||
if (!Number.isInteger(value)) {
|
||
TEST_FLOAT_32[0] = value;
|
||
return TEST_FLOAT_32[0] === value ? TYPE_FLOAT_32 : TYPE_FLOAT_64;
|
||
}
|
||
if (value < 0) {
|
||
return TYPE_NEG_INT;
|
||
}
|
||
// The return expression is written so that only 2 or 3 comparisons
|
||
// are needed to choose a type
|
||
return (value > MAX_UINT_16
|
||
? value > MAX_UINT_24
|
||
? value > MAX_UINT_32
|
||
? TYPE_UINT_32_VAR
|
||
: TYPE_UINT_32
|
||
: TYPE_UINT_24
|
||
: value > MAX_UINT_8
|
||
? TYPE_UINT_16
|
||
: TYPE_UINT_8);
|
||
case 'object':
|
||
return Array.isArray(value)
|
||
? TYPE_ARRAY
|
||
: value !== null
|
||
? TYPE_OBJECT
|
||
: TYPE_NULL;
|
||
}
|
||
}
|
||
class Writer {
|
||
constructor(chunkSize = DEFAULT_CHUNK_SIZE) {
|
||
this.chunks = [];
|
||
this.stringEncoder = new TextEncoder();
|
||
this.chunkSize = chunkSize > MIN_CHUNK_SIZE ? chunkSize : MIN_CHUNK_SIZE;
|
||
this.createChunk();
|
||
}
|
||
get value() {
|
||
this.flushChunk();
|
||
const resultBuffer = Buffer.concat(this.chunks);
|
||
this.chunks = null;
|
||
return resultBuffer;
|
||
}
|
||
createChunk() {
|
||
this.bytes = new Uint8Array(this.chunkSize);
|
||
this.view = new DataView(this.bytes.buffer);
|
||
this.pos = 0;
|
||
}
|
||
flushChunk() {
|
||
this.chunks.push(this.bytes.subarray(0, this.pos));
|
||
this.bytes = this.view = null;
|
||
this.pos = 0;
|
||
}
|
||
ensureCapacity(bytes) {
|
||
if (this.pos + bytes > this.bytes.length) {
|
||
this.flushChunk();
|
||
this.createChunk();
|
||
}
|
||
}
|
||
writeVlq(num) {
|
||
// 8: num << 1 | 0 – 7 bits data | xxxx xxx0
|
||
// 16: num << 2 | 01 - 14 bits data | xxxx xx01 xxxx xxxx
|
||
// 24: num << 3 | 011 – 21 bits data | xxxx x011 xxxx xxxx xxxx xxxx
|
||
// 24+: num << 3 | 111 – 28+ bits data | xxxx x111 xxxx xxxx xxxx xxxx 0xxx xxxx
|
||
// | xxxx x111 xxxx xxxx xxxx xxxx 1xxx xxxx var
|
||
if (num <= MAX_VLQ_8) {
|
||
this.writeUint8(num << 1 | 0b0000);
|
||
}
|
||
else if (num <= MAX_VLQ_16) {
|
||
this.writeUint16(num << 2 | 0b0001);
|
||
}
|
||
else if (num <= MAX_VLQ_24) {
|
||
this.writeUint24(num << 3 | 0b0011);
|
||
}
|
||
else {
|
||
const lowBits = num & MAX_UINT_28;
|
||
this.writeUint32(((num > lowBits) << 31) | (lowBits << 3) | 0b0111);
|
||
if (num > lowBits) {
|
||
this.writeUintVar((num - lowBits) / (1 << 29));
|
||
}
|
||
}
|
||
}
|
||
writeReference(ref) {
|
||
this.writeVlq((ref << 1) | 1);
|
||
}
|
||
writeString(str, shift = 1) {
|
||
this.writeVlq(Buffer.byteLength(str) << shift);
|
||
let strPos = 0;
|
||
while (strPos < str.length) {
|
||
const { read, written } = this.stringEncoder.encodeInto(strPos > 0 ? str.slice(strPos) : str, this.pos > 0 ? this.bytes.subarray(this.pos) : this.bytes);
|
||
strPos += read;
|
||
this.pos += written;
|
||
if (strPos < str.length) {
|
||
this.flushChunk();
|
||
this.createChunk();
|
||
}
|
||
else {
|
||
break;
|
||
}
|
||
}
|
||
}
|
||
writeTypeIndex(types, bitmap) {
|
||
let typeIdx = 0;
|
||
let typeCount = 0;
|
||
while (bitmap > 0) {
|
||
if (bitmap & 1) {
|
||
typeIndex[typeIdx] = typeCount++;
|
||
}
|
||
typeIdx++;
|
||
bitmap >>= 1;
|
||
}
|
||
const bitsPerType = 32 - Math.clz32(typeCount - 1);
|
||
let shift = 0;
|
||
let chunk = 0;
|
||
for (let i = 0; i < types.length; i++) {
|
||
chunk |= typeIndex[types[i]] << shift;
|
||
shift += bitsPerType;
|
||
if (shift >= 8) {
|
||
this.writeUint8(chunk);
|
||
shift -= 8;
|
||
chunk >>= 8;
|
||
}
|
||
}
|
||
if (shift > 0) {
|
||
this.writeUint8(chunk);
|
||
}
|
||
}
|
||
writeUint8(value) {
|
||
this.ensureCapacity(1);
|
||
this.view.setUint8(this.pos, value);
|
||
this.pos += 1;
|
||
}
|
||
writeUint16(value) {
|
||
this.ensureCapacity(2);
|
||
this.view.setUint16(this.pos, value, true);
|
||
this.pos += 2;
|
||
}
|
||
writeUint24(value) {
|
||
this.ensureCapacity(3);
|
||
this.view.setUint16(this.pos, value, true);
|
||
this.view.setUint8(this.pos + 2, value >> 16);
|
||
this.pos += 3;
|
||
}
|
||
writeUint32(value) {
|
||
this.ensureCapacity(4);
|
||
this.view.setUint32(this.pos, value, true);
|
||
this.pos += 4;
|
||
}
|
||
writeUint64(value) {
|
||
this.ensureCapacity(8);
|
||
this.view.setBigUint64(this.pos, BigInt(value), true);
|
||
this.pos += 8;
|
||
}
|
||
// The number is stored byte by byte, using 7 bits of each byte
|
||
// to store the number bits and 1 continuation bit
|
||
writeUintVar(value) {
|
||
if (value === 0) {
|
||
return this.writeUint8(0);
|
||
}
|
||
let bytesNeeded = 0;
|
||
let n = value;
|
||
while (n > 0) {
|
||
bytesNeeded += n <= MAX_UINT_28 // 28bits
|
||
? Math.ceil((32 - Math.clz32(n)) / 7)
|
||
: 4;
|
||
n = (n - (n & MAX_UINT_28)) / 0x10000000;
|
||
}
|
||
this.ensureCapacity(bytesNeeded);
|
||
for (let i = 0; i < bytesNeeded - 1; i++) {
|
||
this.view.setUint8(this.pos++, 0x80 | (value & 0x7f));
|
||
value = value > MAX_UINT_32
|
||
? (value - (value & 0x7f)) / 0x80
|
||
: value >>> 7;
|
||
}
|
||
this.view.setUint8(this.pos++, value & 0x7f);
|
||
}
|
||
writeFloat32(value) {
|
||
this.ensureCapacity(4);
|
||
this.view.setFloat32(this.pos, value);
|
||
this.pos += 4;
|
||
}
|
||
writeFloat64(value) {
|
||
this.ensureCapacity(8);
|
||
this.view.setFloat64(this.pos, value);
|
||
this.pos += 8;
|
||
}
|
||
get written() {
|
||
return this.chunks.reduce((s, c) => s + c.byteLength, 0) + this.pos;
|
||
}
|
||
}
|
||
exports.Writer = Writer;
|
||
function encode(input, options = {}) {
|
||
function findCommonSubstring(prev, value) {
|
||
const maxLength = Math.max(prev.length, value.length);
|
||
if (maxLength > 4) {
|
||
for (let i = 0; i < maxLength; i++) {
|
||
if (prev[i] !== value[i]) {
|
||
if (i > 4) {
|
||
return i;
|
||
}
|
||
break;
|
||
}
|
||
}
|
||
}
|
||
return 0;
|
||
}
|
||
function writeStringReference(str) {
|
||
const ref = strings.get(str);
|
||
if (ref !== undefined) {
|
||
writer.writeReference(ref);
|
||
return true;
|
||
}
|
||
return false;
|
||
}
|
||
function writeString(value) {
|
||
if (value === '') {
|
||
writer.writeReference(0); // empty string reference
|
||
return;
|
||
}
|
||
if (!writeStringReference(value)) {
|
||
const prevStringCommonLength = findCommonSubstring(prevString, value);
|
||
if (prevStringCommonLength > 0) {
|
||
writer.writeUint8(0);
|
||
writer.writeVlq(prevStringCommonLength);
|
||
writer.writeString(value.slice(prevStringCommonLength), 0);
|
||
}
|
||
else {
|
||
writer.writeString(value);
|
||
}
|
||
strings.set(value, stringIdx++);
|
||
prevString = value;
|
||
}
|
||
}
|
||
function writeObject(object, ignoreFields = EMPTY_MAP) {
|
||
let entryIdx = 0;
|
||
for (const key in object) {
|
||
if (hasOwnProperty.call(object, key) && !ignoreFields.has(key)) {
|
||
const entryValue = object[key];
|
||
if (entryValue === undefined) {
|
||
continue;
|
||
}
|
||
const entryType = getType(entryValue);
|
||
let keyId = objectKeys.get(key);
|
||
if (keyId === undefined) {
|
||
objectKeys.set(key, keyId = objectKeys.size);
|
||
}
|
||
if (entryIdx >= objectEntryDefs.length) {
|
||
objectEntryDefs[entryIdx] = new Map();
|
||
}
|
||
const defId = (keyId << 4) | entryType;
|
||
const refId = objectEntryDefs[entryIdx].get(defId);
|
||
if (refId !== undefined) {
|
||
// def reference
|
||
writer.writeReference(refId);
|
||
}
|
||
else {
|
||
writer.writeVlq(2);
|
||
writeString(key);
|
||
writer.writeUint8(entryType);
|
||
objectEntryDefs[entryIdx].set(defId, objectEntryDefs[entryIdx].size);
|
||
}
|
||
x(entryType, object[key]);
|
||
entryIdx++;
|
||
}
|
||
}
|
||
writer.writeUint8(0);
|
||
}
|
||
function arrayTypeCount(elemTypes, type) {
|
||
let count = 0;
|
||
for (let i = 0; i < elemTypes.length; i++) {
|
||
if (elemTypes[i] === type) {
|
||
count++;
|
||
}
|
||
}
|
||
return count;
|
||
}
|
||
function collectArrayObjectInfo(array, elemTypes, typeBitmap) {
|
||
let hasInlinedObjectKeys = false;
|
||
let objectKeyColumns = EMPTY_MAP;
|
||
if (typeBitmap & (1 << TYPE_OBJECT)) {
|
||
hasInlinedObjectKeys = true;
|
||
// count objects
|
||
let objectCount = typeBitmap === (1 << TYPE_OBJECT)
|
||
? array.length // when TYPE_OBJECT is a single type in an array
|
||
: arrayTypeCount(elemTypes, TYPE_OBJECT);
|
||
if (objectCount > 1) {
|
||
hasInlinedObjectKeys = false;
|
||
objectKeyColumns = new Map();
|
||
// collect a condidate keys for a column representation
|
||
for (let i = 0, objIdx = 0; i < elemTypes.length; i++) {
|
||
if (elemTypes[i] === TYPE_OBJECT) {
|
||
const object = array[i];
|
||
for (const key of Object.keys(object)) {
|
||
const value = object[key];
|
||
if (value === undefined) {
|
||
continue;
|
||
}
|
||
let column = objectKeyColumns.get(key);
|
||
const valueType = getType(value);
|
||
const valueTypeBit = 1 << valueType;
|
||
if (column === undefined) {
|
||
column = {
|
||
key,
|
||
values: new Array(objectCount),
|
||
types: new Uint8Array(objectCount).fill(TYPE_UNDEF),
|
||
typeBitmap: 0,
|
||
typeCount: 0,
|
||
valueCount: 0,
|
||
valueContainedCount: 0
|
||
};
|
||
objectKeyColumns.set(key, column);
|
||
}
|
||
if ((column.typeBitmap & valueTypeBit) === 0) {
|
||
column.typeBitmap |= valueTypeBit;
|
||
column.typeCount++;
|
||
}
|
||
column.values[objIdx] = value;
|
||
column.types[objIdx] = valueType;
|
||
column.valueCount++;
|
||
if (valueTypeBit & VALUE_CONTAINING_TYPE) {
|
||
column.valueContainedCount++;
|
||
}
|
||
}
|
||
objIdx++;
|
||
}
|
||
}
|
||
// exclude keys for which the column representation is not byte efficient
|
||
for (const column of objectKeyColumns.values()) {
|
||
const hasUndef = column.valueCount !== array.length;
|
||
const typeCount = column.typeCount + hasUndef;
|
||
if (typeCount > 1) {
|
||
const bitsPerType = 32 - Math.clz32(typeCount - 1);
|
||
const typeBitmapIndexSize = Math.ceil((bitsPerType * array.length) / 8);
|
||
const valueCount = column.valueCount - column.valueContainedCount;
|
||
const columnSize = 1 + /* min key reprentation size */
|
||
1 + /* min array header size */
|
||
typeBitmapIndexSize +
|
||
valueCount;
|
||
const rawObjectSize = column.valueCount * (1 + !hasInlinedObjectKeys) + valueCount;
|
||
if (columnSize <= rawObjectSize) {
|
||
// use column representation
|
||
if (hasUndef) {
|
||
column.typeBitmap |= 1 << TYPE_UNDEF;
|
||
column.typeCount++;
|
||
}
|
||
}
|
||
else {
|
||
// drop
|
||
hasInlinedObjectKeys = true;
|
||
objectKeyColumns.delete(column.key);
|
||
}
|
||
}
|
||
}
|
||
}
|
||
}
|
||
return {
|
||
objectKeyColumns,
|
||
hasInlinedObjectKeys
|
||
};
|
||
}
|
||
function writeArray(array, column = null) {
|
||
// an empty array
|
||
if (array.length === 0) {
|
||
writer.writeUint8(0);
|
||
return;
|
||
}
|
||
// collect array element types
|
||
let elemTypes = null;
|
||
let typeBitmap = 0;
|
||
let typeCount = 0;
|
||
let encoding = ARRAY_ENCODING_DEFAULT;
|
||
let values = null;
|
||
if (column !== null) {
|
||
elemTypes = column.types;
|
||
typeBitmap = column.typeBitmap;
|
||
typeCount = column.typeCount;
|
||
}
|
||
else {
|
||
elemTypes = new Uint8Array(array.length);
|
||
for (let i = 0; i < array.length; i++) {
|
||
const elem = array[i];
|
||
const elemType = elem === undefined
|
||
? TYPE_NULL
|
||
: getType(elem);
|
||
const elemTypeBit = 1 << elemType;
|
||
elemTypes[i] = elemType;
|
||
if ((typeBitmap & elemTypeBit) === 0) {
|
||
typeCount++;
|
||
typeBitmap |= elemTypeBit;
|
||
}
|
||
}
|
||
}
|
||
// try to apply column representation for objects
|
||
const { objectKeyColumns, hasInlinedObjectKeys } = collectArrayObjectInfo(array, elemTypes, typeBitmap);
|
||
// array header prelude (1 byte)
|
||
// =====================
|
||
//
|
||
// [vlq((len << 2) | encoding)] [header-prelude]? [type-list | type-bitmap]? [encoding-params]?
|
||
// ─┬──────────────────────── ─┬──────────── ─┬───────────────────── ─┬─────────────
|
||
// └ 1-9 bytes └ 1 byte └ 1-2 bytes └ 1 byte
|
||
//
|
||
// Encoding:
|
||
//
|
||
// 7 65 4 3210
|
||
// ─ ── ─ ────
|
||
// a bb c dddd
|
||
// ┬ ─┬ ┬ ─┬──
|
||
// │ │ │ └ lowBitsType (lowBitsKind=0) or lowBitsFlags (lowBitsKind=1)
|
||
// │ │ └ lowBitsKind
|
||
// │ └ extraTypesBits
|
||
// └ hasUndef
|
||
//
|
||
// (b) extraTypesBits:
|
||
// 00 – no extra bytes
|
||
// 01 – list of types (1 byte = 2 types)
|
||
// 10 – bitmap 1 byte
|
||
// 11 – bitmap 2 bytes
|
||
//
|
||
// (c) lowBitsKind:
|
||
// 0 – type (highest bit in typeBitmap)
|
||
// 1 – flags
|
||
//
|
||
// (d) lowBitsFlags:
|
||
// x xx 1 e f g h
|
||
// ┬ ┬ ┬ ┬
|
||
// │ │ │ └ hasNulls (TYPE_NULL is used, omitted in a type list/bitmap)
|
||
// │ │ └ encodedArrays (TYPE_ARRAY is used, omitted in a type list/bitmap)
|
||
// │ └ hasObjectInlineKeys (TYPE_OBJECT is used, omitted in a type list/bitmap)
|
||
// └ hasObjectColumnKeys (TYPE_OBJECT is used, omitted in a type list/bitmap)
|
||
//
|
||
// special cases:
|
||
// 1) 0 xx 0 xxxx
|
||
// ─┬──
|
||
// └ TYPE_OBJECT or TYPE_NULL or TYPE_ARRAY? - can be reserved for a special cases
|
||
// since having these types can be represented with "0 00 1 flags" notation
|
||
// - TYPE_NULL - ARRAY_ENCODING_VLQ2
|
||
// - TYPE_OBJECT - other encodings
|
||
//
|
||
// 2) 0 01 0 xxxx
|
||
// ┬─ ─┬──
|
||
// │ └ type0
|
||
// └ 1 extra byte for 1-2 extra types:
|
||
// 1 type -> type byte: type1 | type1
|
||
// 2 types -> type byte: type2 | type1
|
||
//
|
||
// 3) 0 01 1 xxxx
|
||
// ┬─ ─┬──
|
||
// │ └ flags
|
||
// └ 1 extra byte for 1-2 types:
|
||
// 1 type -> type byte: type0 | type0
|
||
// 2 types -> type byte: type1 | type0
|
||
//
|
||
const hasUndef = (typeBitmap >> TYPE_UNDEF) & 1;
|
||
const hasNulls = (typeBitmap >> TYPE_NULL) & 1;
|
||
const hasArrays = (typeBitmap >> TYPE_ARRAY) & 1;
|
||
const hasObjectColumnKeys = objectKeyColumns.size !== 0;
|
||
const lowBitsFlags = (hasObjectColumnKeys << 3) |
|
||
(hasInlinedObjectKeys << 2) |
|
||
(hasArrays << 1) |
|
||
(hasNulls << 0);
|
||
const lowBitsKind = lowBitsFlags !== 0 || (typeCount === 1 && hasUndef) // has any flag or all elements are undefined (an object key column)
|
||
? LOW_BITS_FLAGS // flags
|
||
: LOW_BITS_TYPE; // type
|
||
const lowBitsType = lowBitsKind === LOW_BITS_TYPE
|
||
? encoding === ARRAY_ENCODING_DEFAULT
|
||
? 31 - Math.clz32(typeBitmap & STORABLE_TYPES)
|
||
: TYPE_NULL // special case
|
||
: 0;
|
||
const headerTypeBitmap = typeBitmap & (STORABLE_TYPES ^ // switch off type bits used in lowBitsFlags
|
||
(lowBitsKind === LOW_BITS_TYPE ? 1 << lowBitsType : 0) ^
|
||
((hasObjectColumnKeys || hasInlinedObjectKeys) << TYPE_OBJECT) ^
|
||
(hasArrays << TYPE_ARRAY) ^
|
||
(hasNulls << TYPE_NULL));
|
||
const extraTypeCount = typeCount - hasUndef - (lowBitsKind === LOW_BITS_TYPE
|
||
? 1
|
||
: (hasObjectColumnKeys || hasInlinedObjectKeys) + hasArrays + hasNulls);
|
||
const extraTypesBits = extraTypeCount <= 0
|
||
? 0b00 // no extra bytes
|
||
: extraTypeCount <= 2
|
||
? 0b01 // list of types, 1 byte for extra 1-2 types
|
||
: headerTypeBitmap <= 0xff
|
||
? 0b10 // bitmap, 1 byte
|
||
: 0b11; // bitmap, 2 bytes
|
||
// write header
|
||
const header =
|
||
// a
|
||
(hasUndef << 7) |
|
||
// bb
|
||
(extraTypesBits << 5) |
|
||
// c
|
||
(lowBitsKind << 4) |
|
||
// dddd
|
||
(lowBitsKind === LOW_BITS_TYPE ? lowBitsType : lowBitsFlags);
|
||
if (column === null) {
|
||
writer.writeVlq(array.length);
|
||
}
|
||
writer.writeUint8(header);
|
||
// console.log(
|
||
// 'header:', header.toString(2).padStart(8, 0),
|
||
// 'typeBitmap:', typeBitmap.toString(2).padStart(8, 0),
|
||
// 'headerTypeBitmap:', headerTypeBitmap.toString(2).padStart(8, 0),
|
||
// 'columns:', [...objectColumnKeys.keys()],
|
||
// value
|
||
// );
|
||
// extra types
|
||
switch (extraTypesBits) {
|
||
case 0b01: {
|
||
const type1 = 31 - Math.clz32(headerTypeBitmap);
|
||
const type2 = 31 - Math.clz32(headerTypeBitmap ^ (1 << type1));
|
||
writer.writeUint8(type2 === -1
|
||
? (type1 << 4) | type1
|
||
: (type2 << 4) | type1);
|
||
break;
|
||
}
|
||
case 0b10:
|
||
writer.writeUint8(headerTypeBitmap);
|
||
break;
|
||
case 0b11:
|
||
writer.writeUint16(headerTypeBitmap);
|
||
break;
|
||
}
|
||
switch (encoding) {
|
||
case ARRAY_ENCODING_SINGLE_VALUE:
|
||
writer.writeUint8(elemTypes[0]);
|
||
x(elemTypes[0], array[0]);
|
||
break;
|
||
case ARRAY_ENCODING_ENUM: {
|
||
const map = new Map();
|
||
if (typeBitmap & (1 << TYPE_TRUE)) {
|
||
map.set(true, map.size);
|
||
}
|
||
if (typeBitmap & (1 << TYPE_FALSE)) {
|
||
map.set(false, map.size);
|
||
}
|
||
if (typeBitmap & (1 << TYPE_NULL)) {
|
||
map.set(null, map.size);
|
||
}
|
||
if (typeBitmap & (1 << TYPE_UNDEF)) {
|
||
map.set(undefined, map.size);
|
||
}
|
||
for (const val of values) {
|
||
map.set(val, map.size);
|
||
}
|
||
const bitsPerValue = 32 - Math.clz32((values.size + typeCount) - 1);
|
||
let shift = 0;
|
||
let chunk = 0;
|
||
for (let i = 0, maxRef = map.size - values.size; i < array.length; i++) {
|
||
let x = map.get(array[i]);
|
||
if (x > maxRef) {
|
||
maxRef++;
|
||
x = getType(array[i]);
|
||
}
|
||
chunk |= x << shift;
|
||
shift += bitsPerValue;
|
||
if (shift >= 8) {
|
||
writer.writeUint8(chunk);
|
||
shift -= 8;
|
||
chunk >>= 8;
|
||
}
|
||
}
|
||
if (shift > 0) {
|
||
writer.writeUint8(chunk);
|
||
}
|
||
for (const val of values) {
|
||
x(getType(val), val);
|
||
}
|
||
break;
|
||
}
|
||
case ARRAY_ENCODING_VLQ2:
|
||
// const t = performance.now();
|
||
// write index
|
||
for (let i = 0; i < array.length; i += 2) {
|
||
writer.writeUint8((array[i] > 0x07 ? 0x08 : 0x00) | (array[i] & 0x07) |
|
||
(array[i + 1] > 0x07 ? 0x80 : 0x00) | ((array[i + 1] & 0x07) << 4));
|
||
}
|
||
// write values
|
||
for (let i = 0; i < array.length; i++) {
|
||
if (array[i] > 0x07) {
|
||
writer.writeUintVar((array[i] - (array[i] & 0x07)) / 8);
|
||
}
|
||
}
|
||
// tt += performance.now() - t;
|
||
break;
|
||
default:
|
||
// write array's element values depending on type's number
|
||
if (typeCount > 1) {
|
||
// an array with multi-type values
|
||
// write element's type index
|
||
// const x1 = writer.written;
|
||
writer.writeTypeIndex(elemTypes, typeBitmap);
|
||
// console.log('index', writer.written - x1);
|
||
// write elements
|
||
// const x2 = writer.written;
|
||
if ((typeBitmap & ARRAY_NON_WRITABLE_TYPE) !== typeBitmap) {
|
||
for (let i = 0; i < array.length; i++) {
|
||
const elemType = elemTypes[i];
|
||
if (elemType !== TYPE_OBJECT) {
|
||
x(elemType, array[i]);
|
||
}
|
||
}
|
||
}
|
||
// console.log('values', writer.written - x2);
|
||
}
|
||
else {
|
||
// an array with a single type
|
||
if ((typeBitmap & ARRAY_NON_WRITABLE_TYPE) !== typeBitmap) {
|
||
const writeValue = writeTypedValue[elemTypes[0]];
|
||
for (const elem of array) {
|
||
writeValue(elem);
|
||
}
|
||
}
|
||
}
|
||
// write object column keys
|
||
if (hasObjectColumnKeys) {
|
||
// write column keys
|
||
writer.writeVlq(objectKeyColumns.size);
|
||
for (const key of objectKeyColumns.keys()) {
|
||
writeString(key);
|
||
}
|
||
// write column values
|
||
for (const column of objectKeyColumns.values()) {
|
||
writeArray(column.values, column);
|
||
}
|
||
}
|
||
// write objects
|
||
if (hasInlinedObjectKeys) {
|
||
for (let i = 0; i < array.length; i++) {
|
||
if (elemTypes[i] === TYPE_OBJECT) {
|
||
writeObject(array[i], objectKeyColumns);
|
||
}
|
||
}
|
||
}
|
||
}
|
||
}
|
||
function x(elemType, value) {
|
||
switch (elemType) {
|
||
case TYPE_STRING:
|
||
writeTypedValue[elemType](value);
|
||
break;
|
||
case TYPE_UINT_8:
|
||
writeTypedValue[elemType](value);
|
||
break;
|
||
case TYPE_UINT_16:
|
||
writeTypedValue[elemType](value);
|
||
break;
|
||
case TYPE_UINT_24:
|
||
writeTypedValue[elemType](value);
|
||
break;
|
||
case TYPE_UINT_32:
|
||
writeTypedValue[elemType](value);
|
||
break;
|
||
case TYPE_UINT_32_VAR:
|
||
writeTypedValue[elemType](value);
|
||
break;
|
||
case TYPE_NEG_INT:
|
||
writeTypedValue[elemType](value);
|
||
break;
|
||
case TYPE_FLOAT_32:
|
||
writeTypedValue[elemType](value);
|
||
break;
|
||
case TYPE_FLOAT_64:
|
||
writeTypedValue[elemType](value);
|
||
break;
|
||
case TYPE_OBJECT:
|
||
writeTypedValue[elemType](value);
|
||
break;
|
||
case TYPE_ARRAY:
|
||
writeTypedValue[elemType](value);
|
||
break;
|
||
}
|
||
}
|
||
const writer = new Writer(options.chunkSize);
|
||
const strings = new Map();
|
||
let prevString = '';
|
||
let stringIdx = 1;
|
||
const objectKeys = new Map();
|
||
const objectEntryDefs = [];
|
||
const inputType = getType(input);
|
||
const noop = () => { };
|
||
const writeTypedValue = {
|
||
[TYPE_TRUE]: noop,
|
||
[TYPE_FALSE]: noop,
|
||
[TYPE_NULL]: noop,
|
||
[TYPE_UNDEF]: noop,
|
||
[TYPE_STRING]: writeString,
|
||
[TYPE_UINT_8]: writer.writeUint8.bind(writer),
|
||
[TYPE_UINT_16]: writer.writeUint16.bind(writer),
|
||
[TYPE_UINT_24]: writer.writeUint24.bind(writer),
|
||
[TYPE_UINT_32]: writer.writeUint32.bind(writer),
|
||
[TYPE_UINT_32_VAR]: writer.writeUintVar.bind(writer),
|
||
[TYPE_NEG_INT]: (value) => writer.writeUintVar(-value),
|
||
[TYPE_FLOAT_32]: writer.writeFloat32.bind(writer),
|
||
[TYPE_FLOAT_64]: writer.writeFloat64.bind(writer),
|
||
[TYPE_OBJECT]: writeObject,
|
||
[TYPE_ARRAY]: writeArray
|
||
};
|
||
writer.writeUint8(inputType);
|
||
writeTypedValue[inputType](input);
|
||
return writer.value;
|
||
}
|
||
exports.encode = encode;
|
||
function decode(bytes) {
|
||
function readVlq() {
|
||
let num = view.getUint8(pos);
|
||
if ((num & 0x01) === 0) {
|
||
num = num >> 1;
|
||
pos += 1;
|
||
}
|
||
else if ((num & 0x02) === 0) {
|
||
num = view.getUint16(pos, true) >> 2;
|
||
pos += 2;
|
||
}
|
||
else if ((num & 0x04) === 0) {
|
||
num = (view.getUint8(pos + 2) << 13) | (view.getUint16(pos, true) >> 3);
|
||
pos += 3;
|
||
}
|
||
else {
|
||
const low32 = view.getUint32(pos, true);
|
||
num = (low32 >> 3) & MAX_UINT_28;
|
||
pos += 4;
|
||
if (low32 & 2147483648) {
|
||
num += readVarNum() * (1 << 29);
|
||
}
|
||
}
|
||
return num;
|
||
}
|
||
function readVarNum() {
|
||
let base = 0x80;
|
||
let byte = view.getUint8(pos++);
|
||
let value = byte & 0x7f;
|
||
while (byte & 0x80) {
|
||
byte = view.getUint8(pos++);
|
||
value += (byte & 0x7f) * base;
|
||
base *= 0x80;
|
||
}
|
||
return value;
|
||
}
|
||
function readType() {
|
||
const type = view.getUint8(pos);
|
||
pos += 1;
|
||
return type;
|
||
}
|
||
function readString() {
|
||
const num = readVlq();
|
||
const isReference = num & 1;
|
||
if (isReference) {
|
||
// reference
|
||
return strings[num >> 1];
|
||
}
|
||
// definition
|
||
const prevStringLen = num === 0 ? readVlq() : 0;
|
||
const len = num === 0 ? readVlq() : num >> 1;
|
||
let value = stringDecoder.decode(bytes.subarray(pos, pos + len));
|
||
if (num === 0) {
|
||
value = prevString.slice(0, prevStringLen) + value;
|
||
}
|
||
pos += len;
|
||
strings.push(value);
|
||
prevString = value;
|
||
return value;
|
||
}
|
||
function readObject(object = {}) {
|
||
let entryIdx = 0;
|
||
while (true) {
|
||
const type = readVlq();
|
||
// zero reference is end of the list
|
||
if (type === 0) {
|
||
break;
|
||
}
|
||
if (entryIdx >= objectEntryDefs.length) {
|
||
objectEntryDefs[entryIdx] = [];
|
||
}
|
||
if (type & 1) {
|
||
// reference
|
||
const [key, entryType] = objectEntryDefs[entryIdx][type >> 1];
|
||
object[key] = readValue(entryType);
|
||
}
|
||
else {
|
||
// definition
|
||
const key = readString();
|
||
const entryType = readType();
|
||
objectEntryDefs[entryIdx].push([key, entryType]);
|
||
object[key] = readValue(entryType);
|
||
}
|
||
entryIdx++;
|
||
}
|
||
return object;
|
||
}
|
||
function readArray(flags) {
|
||
const arrayLength = typeof flags === 'number' ? flags : readVlq();
|
||
if (arrayLength === 0) {
|
||
return [];
|
||
}
|
||
const result = new Array(arrayLength);
|
||
const header = view.getUint8(pos);
|
||
const hasUndef = (header >> 7) & 1; // a
|
||
const extraTypes = (header >> 5) & 0b11; // bb
|
||
const lowBitsKind = (header >> 4) & 1; // c
|
||
const lowBits = header & 0x0f; // dddd
|
||
const lowBitsFlags = lowBitsKind === LOW_BITS_FLAGS
|
||
? lowBits
|
||
: 0x00;
|
||
const specialEncoding = lowBitsKind === LOW_BITS_TYPE && lowBits === TYPE_NULL
|
||
? ARRAY_ENCODING_VLQ2
|
||
: ARRAY_ENCODING_DEFAULT;
|
||
const lowBitsType = lowBitsKind === LOW_BITS_TYPE
|
||
? specialEncoding === ARRAY_ENCODING_DEFAULT
|
||
? lowBits
|
||
: TYPE_UINT_32_VAR
|
||
: 0x00;
|
||
const hasObjectColumnKeys = (lowBitsFlags >> 3) & 1; // e
|
||
const hasObjectInlineKeys = (lowBitsFlags >> 2) & 1; // f
|
||
const escapedArrays = (lowBitsFlags >> 1) & 1; // g
|
||
const hasNulls = (lowBitsFlags >> 0) & 1; // h
|
||
const extraTypesList = extraTypes === 0b01 ? view.getUint8(pos + 1) : 0;
|
||
let typeBitmap = (lowBitsKind === LOW_BITS_TYPE ? 1 << lowBitsType : 0) |
|
||
(extraTypes === 0b01
|
||
? (1 << (extraTypesList & 0x0f)) | (1 << (extraTypesList >> 4))
|
||
: extraTypes === 0b10
|
||
? view.getUint8(pos + 1)
|
||
: extraTypes === 0b11
|
||
? view.getUint16(pos + 1, true)
|
||
: 0) |
|
||
(hasUndef << TYPE_UNDEF) |
|
||
(hasNulls << TYPE_NULL) |
|
||
(escapedArrays << TYPE_ARRAY) |
|
||
((hasObjectColumnKeys || hasObjectInlineKeys) << TYPE_OBJECT);
|
||
pos += 1 + (extraTypes === 0b00 ? 0 : extraTypes === 0b11 ? 2 : 1);
|
||
// console.log(arrayLength,
|
||
// 'header:', header.toString(2).padStart(8, 0),
|
||
// 'typeBitmap:', typeBitmap.toString(2).padStart(8, 0),
|
||
// { specialEncoding, extraTypes, hasObjectColumnKeys, hasObjectInlineKeys }
|
||
// );
|
||
switch (specialEncoding) {
|
||
case ARRAY_ENCODING_VLQ2: {
|
||
let indexPos = pos;
|
||
pos += Math.ceil(arrayLength / 2);
|
||
for (let i = 0, indexByte = 0; i < arrayLength; i++) {
|
||
if ((i & 1) === 0) {
|
||
indexByte = view.getUint8(indexPos++);
|
||
}
|
||
const n = indexByte & 0x0f;
|
||
if (n <= 0x07) {
|
||
result[i] = n;
|
||
}
|
||
else {
|
||
result[i] = readVarNum() * 8 + (n & 0x07);
|
||
}
|
||
indexByte = indexByte >> 4;
|
||
}
|
||
break;
|
||
}
|
||
default: {
|
||
let typeCount = 0;
|
||
let typeIdx = 0;
|
||
const needOwnTypeIndex = typeBitmap & ((1 << TYPE_OBJECT) | (1 << TYPE_ARRAY));
|
||
while (typeBitmap > 0) {
|
||
if (typeBitmap & 1) {
|
||
typeIndex[typeCount++] = typeIdx;
|
||
}
|
||
typeIdx++;
|
||
typeBitmap >>= 1;
|
||
}
|
||
let objects;
|
||
if (typeCount > 1) {
|
||
const bitsPerType = 32 - Math.clz32(typeCount - 1);
|
||
const mask = (1 << bitsPerType) - 1;
|
||
const typeMapping = needOwnTypeIndex
|
||
? typeIndex.slice(0, typeCount)
|
||
: typeIndex;
|
||
let indexPos = pos;
|
||
let left = 0;
|
||
let byte = 0;
|
||
objects = [];
|
||
pos += Math.ceil(bitsPerType * arrayLength / 8);
|
||
for (let i = 0; i < arrayLength; i++) {
|
||
if (left < bitsPerType) {
|
||
byte |= view.getUint8(indexPos) << left;
|
||
left += 8;
|
||
indexPos++;
|
||
}
|
||
const elemType = typeMapping[byte & mask];
|
||
if (elemType !== TYPE_OBJECT) {
|
||
result[i] = readValue(elemType);
|
||
}
|
||
else {
|
||
objects.push(result[i] = {});
|
||
}
|
||
byte >>= bitsPerType;
|
||
left -= bitsPerType;
|
||
}
|
||
}
|
||
else {
|
||
const elemType = typeIndex[0];
|
||
if (elemType === TYPE_OBJECT) {
|
||
objects = result;
|
||
for (let i = 0; i < arrayLength; i++) {
|
||
objects[i] = {};
|
||
}
|
||
}
|
||
else {
|
||
for (let i = 0; i < arrayLength; i++) {
|
||
result[i] = readValue(elemType);
|
||
}
|
||
}
|
||
}
|
||
if (hasObjectColumnKeys) {
|
||
const keysLength = readVlq();
|
||
const keys = new Array(keysLength);
|
||
// read keys
|
||
for (let i = 0; i < keysLength; i++) {
|
||
keys[i] = readString();
|
||
}
|
||
// read column values
|
||
for (let i = 0; i < keysLength; i++) {
|
||
const key = keys[i];
|
||
const vals = readArray(objects.length);
|
||
for (let j = 0; j < objects.length; j++) {
|
||
if (vals[j] !== undefined) {
|
||
objects[j][key] = vals[j];
|
||
}
|
||
}
|
||
}
|
||
}
|
||
if (hasObjectInlineKeys) {
|
||
for (const object of objects) {
|
||
readObject(object);
|
||
}
|
||
}
|
||
}
|
||
}
|
||
return result;
|
||
}
|
||
function readValue(type) {
|
||
switch (type) {
|
||
case TYPE_NULL:
|
||
return null;
|
||
case TYPE_TRUE:
|
||
return true;
|
||
case TYPE_FALSE:
|
||
return false;
|
||
case TYPE_UNDEF:
|
||
return undefined;
|
||
case TYPE_STRING:
|
||
return readString();
|
||
case TYPE_UINT_8: {
|
||
const value = view.getUint8(pos);
|
||
pos += 1;
|
||
return value;
|
||
}
|
||
case TYPE_UINT_16: {
|
||
const value = view.getUint16(pos, true);
|
||
pos += 2;
|
||
return value;
|
||
}
|
||
case TYPE_UINT_24: {
|
||
const value = view.getUint16(pos, true) + (view.getUint8(pos + 2) << 16);
|
||
pos += 3;
|
||
return value;
|
||
}
|
||
case TYPE_UINT_32: {
|
||
const value = view.getUint32(pos, true);
|
||
pos += 4;
|
||
return value;
|
||
}
|
||
case TYPE_UINT_32_VAR: {
|
||
return readVarNum();
|
||
}
|
||
case TYPE_NEG_INT: {
|
||
return -readVarNum();
|
||
}
|
||
case TYPE_FLOAT_32: {
|
||
const value = view.getFloat32(pos);
|
||
pos += 4;
|
||
return value;
|
||
}
|
||
case TYPE_FLOAT_64: {
|
||
const value = view.getFloat64(pos);
|
||
pos += 8;
|
||
return value;
|
||
}
|
||
case TYPE_OBJECT:
|
||
return readObject();
|
||
case TYPE_ARRAY:
|
||
return readArray();
|
||
}
|
||
}
|
||
const stringDecoder = new TextDecoder('utf8', { ignoreBOM: true });
|
||
const view = new DataView(bytes.buffer, bytes.byteOffset, bytes.byteLength);
|
||
const objectEntryDefs = [];
|
||
const strings = [''];
|
||
let prevString = '';
|
||
let pos = 0;
|
||
const ret = readValue(readType());
|
||
return ret;
|
||
}
|
||
exports.decode = decode;
|
||
//# sourceMappingURL=binary-json.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 = BinaryJSON.decode(inflator.result);
|
||
return { id, data };
|
||
})
|
||
);
|
||
},
|
||
};
|
||
}
|
||
|
||
const jsonExtAPIName = _makeJsonExtAPI();
|
||
</script>
|
||
<script type="text/plain" data-id="build-stats.json">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</script><script 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7Cdd39qf5rH2yu9eoxkNscLfadORmk4ugalfLxHXfevko+fo66NPk39VoWEcMw5zZVj/fFrWgagm9IGgx2/R6nTmC4GcBODF/LbwKRCzgelimbH7W3TCYHH5HyYjE4aNi5g4KMWPkbKOjVK7uKhOVASwlQYV4lioK5I0Lldpukt0Jtnu6TwAPxQUbbKldupU7NjP3LnGUCexrh5wrAXtx1JW8iT8cYg29TKI7kmDgxtIZgUfp7bLnMDGR7Y2AIFcx0sMi8T0xlgTZIgF0tmUbxuduCM8HEs5mYJud4fkzxV4fnG04xB7WOyD6We6uQ+uRqpg3msvWvj+52feooza7YYsoa3qMxSHAwRPi0rHTZ7U0g4Q1wgPP1oMc2ihTfY8UR27zxOacSWydHJaAEd69RmhMF3fbr5KPAeayEnMEtswYqVNcDHYItympXlwyQGGToRDSwk40SPVhUP6oNDUlJ16Nk4m2AzggwJVFWuUuOabmELyheENGAR+4r3nxe5HMGiRVmaZCZfLjOlDIbFRPCJF+g6L/WTcm08aDevJF7Bh7JfdVRNBSYP1wFwvFhJtZ2iHoBYM8gWChQWG5F0lDRKxaOrznk8Av1ChpNYTokDnBa57gTIrMf4W6f5FE7TQhjKXeQtWSnvHpYOUNwd8KyklJnr0EZMSfMzsRQrEE6zq19Ewc57U4SSEnGCiBJDMIb9SYFsCKmcEKytND688b2i49ZYPlXYRwqGV3bGwLf2FKCH2TkxnyMMmuxLMMCncaOHdhSqnGCHMJxlQsEeHPLC7Vth8MUj45LQeHCHRsxRBP/hgfMrHMywPF6cm/R6pWEYNbalWFpN9pzJZbdvd013ZYgPCpHT5expuMoBm07LIrdren12LgtHu1zD0DW9FWhsQpxhYXAKlg4DRgcvwsIxeXArWVVzsARg5eAaarjFgMTs70Hp7pDWKKk4NG8ubVYbx0eWk6L0Y2kz6a3685NuPyBkcnkS3RkHeV6xOmDxp3EBS3wvZiJlqYz7RcXImyI6tv/i43e2FyyiCpzi7tIYKKET792q02AuG+xVngCkUTw6fQWR7+BrbAiJwP0hiTCL9DEDsGcxyw3yN2LttFtElvKwBxMayC03Id5RkjLxmsW3tyncJVExF7nGkTzGSrn0UCdeargPAwKLYgDU3pEjIma5s7AXCCVS7xR0wMjFEVE0WIwcNCX+HfL3cqpCha6D68n6lCtbuabXodge4ATnkro7UxmoitfgWulUTmsGC338qChJL1haLlYv0RRwU1NQzLWi7IVFf/ziUskF5ONW47KP+7Kz8Ha83vOIj+5THdyv0b5IzR4jOydRRhMVxVguiQMkFYIYYopb1dEEuGNrZU9yzMaslX2N8bNtOowfftCCEuMBI0Z4kQI/LhdLw2en+gMGCn2Vs6Gj1ygy4qMF2FmM6iTyBDld1DMJggJwHAp1A/TnBhNfaDzCAYUUqEHXJVuyylOl6kTyrhwsUai7CrtDsXYk3eTBXcrKusovRg55Wb0NgeagIJcd86r8zcknlBTwSpJqKUjc2KcTBRHnS4MnXAOtR9hZXn1v46POxVUTj+Y3biHV8tR18mRBi9UcesPqYdB1zMND0o60o6oFfbQo5pG05IottUsx4foiWto3mhHg+MnNod4g9hvPLZkbwkMIMKA5vNsV5/a0Ty6YnOVgZuVJ1ZvTgkegigTgpLSEBhSF3htKEiDgA6WgEjg4VspjDZAQZMxqqboRkpaKXIcBFVjisFUXnibbiytILh3lSrYWeJ/CPbmOY1JI4+WL7+021BbL9RBd968uVv2W2bEsm+DRMJNDQrPyC7N2zKtKUKJgPeG4Q27MWPWIDKXyoppu5bG+HzsEw2lQwt2gLUtyHhROqaOPmvHl2XvyKDkJMOIry9Y0KTi09Fq8/mYl9erG3TzKZjNZ4E3T61DoTZaYgrACtpi7Avmc6lFAjcugSkKTPRKRPxR+8sbVknMiFteG78lsR1RhO7LqIY0P+gzNPUwSYlYfSwp24ZWUkWg8WS8owS/2CSc8rUJJA4teykJ4cB0G5QvH+c2lK3YSu3xjkzhseDJ+97cUUn6gnw+sVjw7vh6GRvn0fuXTg2PGNCwuKduk3ei636u0eJHxXa/woMNLdR2mC4VFf6ylEEaHl21IfSioD+J0c5/EGbjSTch9QUEfsV/LvjyyDuG7N2gkDKWvITmylXoIqRGiKrxVTiY1vS6WF5LxAnM0vQ4NLXGZwy8pWnXGoV+F1t9ktlFiSRZoUzo1dW1ZAitssgGeTw/CdiMTFNAsAfjYIikaNZ49ctgUqU+77KOSn5lhSYFf+EA5kRR8cT/KjJniMC2aXguizUzhiPIpBMVsTqmWOegjLUi30KSNSo+A9Sw4IBKOUVOlNIv9GvGHHG+d0fbOdbwZ3keYguNrZ+Q6DqihloLtRtO7QWnbofo/eBV5yUfl9mcQB0mgdW1XeDTWa6vtdWl6XDgsFIxTyfELtIuslP0gXipWMIwyhzY6qg2LhifEZbMFZnAwpWGDFJw3Xj7DBR1uev0eATOWu8lAP2K2GnE+WliMjm030pcXjz/500+o56JLIcnD2wl1IhReWfk1vQ348Nm5wvcWeYqt0uBo1AAHfSV8HZB1/M77mgudua+4Rg5GNJKUmiVSUFwcKCESjUm6aSgprZWWvnSa6EFwcxsJxcCaRUItulh8oKZR1VNU8bOwR6e9Qgpl+EiigKO0pIFAR/vgUZ4jW+GISj8y3YoJTz/K/yCbKQqLrTDk8vcmN0oEuyCpJpu5wklC+gkHY47Q4Oe3wrdqSqJLQ0BAj/AxmcpOe1MKxkIqEBkH8pMk/BX8SkMXOfnA3Sh1sbhDAuqq8oWrrqKISD59MDUrwM4sWEe3wYaaYdFs3crHZH8rzEbyWXR+C9npkXwyh87yMbmM5fppLH1jTgdutFRtQVOOlLtiprGxGUVY081Tx4T0vXct/13+u/x3+e/y3+W/y3+X/y7/Xf67/Hf5r9nfjsAk+iPg/w52TE5O4KsDk7fdNmnnzxrlj1smJ0+egn+r4pOn7KEr/zwKrz2Q2L3LPaq6fRtpGP+5ll8zcdsB8uJbJtcMkrt96OcA+Tl4C/y6BVoYnJjso1D31kzcsmvl6KDl67UQHmHSPTA4ecvELX0TuAsDk31roOEJ18TqWyZXw60B9+QAxhq8RYk4UbxSt+lRPIXOTuC/8p/Gw9++7dZ1U9f3Mu9+0f5G8brrXrL/+h+t28/84kUvb6y/7qaXPDD52D3/fGtf9i3VxzuYsa3uXvr/UF+mmps20r+ld9NHPR+hT1QN0SJVSweZND1A30z/P+oz9LdbPkB1eXyeTzU0fnbv315/J0Xt/yr9cfr/0F+nn6Q/T/8t/Z9rPjtcc8L96o53vWSX5811l7vXVh1u+lB2MFI38+Vr+KH1/nUTb4v86OX7Q22bPt7+wd5/afqrFnrLtR219U2DLf/RfDP1qfrWO1//Dupj1Nep7hPTd9EXPa+hv+H+e/r99Bnqlcy3mGP0k6u2Uu+nw/Ql9zDTSt1NfYy+tPpTk1zguyvX0F+4/hfUF6gO5ofM3UyUftTzu6rUymT1UwzrztB83evdT1NnmOqq55kt1B3U5upvw4fSzA+o6RqKyrnf4LmlegPzkdo1zAc9Q1XvoF7a+B53hzvlfpD6N+ZV9GNUH/Mn1G/o11CHqVvd99F11G+ZDvpDNX7qOep47Seq3+t5dvUD9Hup2+seCpylf0T9nHkJ/WkmSD/LPMq8jHlPFUWPV/2YStPra1/Z93t3a90t9GupnuoXURc8H/O0VdVSO6lPN32SfrixverDnk9dM+1+nM4yf3nif9x3bP3ptde5z3ga6c1UjnmCqa06Sm1hDjFr6WbqW3X/17OK6WJS7jPUVHWM8a7/TO049S/HoVunqx+g/jf1OMzeH6pfwfza00xFmGHPBc8tnk7mGepVHi/zH1Vnq/Ke31ffx2yvijLuFZupe+jvUz+m/6779bXu2jXrvkZ9tPFe6tGGWyieanLX0E8wP3U/Uf9n9Bs8lPvHD9ZudO9ufi+TdP9u3XXu25lnalnmFCN4nu7fSk3f8E+1+Ttfd7nhi42f9L3sxW/Y4t3Q7P2g/7a2h4/UXdfV8eTLPzVC3d59+28+fP3AwQ942NEPrN59/R2d122ooY+27nv1/z3s+ce3/tePq13Xdl7+yfQH9tW6m4I3ut/n/lJVbUN79fOek7W1jVuv21N/V12m9gueiebJ6gvM2urOxr7qv6QPMa9svlj1j+69VWeZbU3DdK5quGljPVd3z+rfe1Y0bGnKMU9fk6v/Sc2Hao4y76vKu+9jbqzKMEdgCGLM3vpfeZ6i31Hb5n5/0+vpHzDvWvHVF/+2rmX9Bc8bma80nB/8heddzG1Vf+r+RM1/u69teKimtvrnNbs8f1o34r6+6uGGmyc+3LDjukfcf+p+7Ypz7vGmJ+t+33QH/T36TRs+XJVc+dqmj9QG1721+kuenXWPvXd3zVx3x4Y3V7+idj/zAXpr9dtr6uu+ymypfmnVe9zvovMrP1g3WcVU/XW1yORXvN7zjq2faXkp8wXqzzwbVv6y4TL9pPu97vvc767/Tc2frHgn/Qv3F+svN8YaHnd3uU/W/5en+UUHa/+ubqIxV1Ndv7LqdEst8033M+4LntfuetuL/q35a+uPuP/zmg3Mx1oDzATz2ur73ZernqntbPd7bqnvqNlJ/8mKjpr61b3Ve+v/Z+PPqv+k7j9X8HXhmhfXXNjzfca75uvXU6OrBj/415s3PPDRN51In3j3s2978kHqIv++9Hfu+uZB9843+N3fHd5xhD4ztuLr1K+P/OLbnqfYZ6kzbz3/Fuqrf0197q7k336Efpqpog+4f73y8apZerM7W9O/Ysq9turRmv+iX+e+l/6LapZ5uPl1dO/K71R1ut012+uepCZr7mM+7/5kfZv7gdo0/Sn3iap3NQ4zf6j6eu3/NDxV/4eqv6jbUvWWF4+1/LLu1dWHV3y25UXXbah+bPVvrn0lBSvw9nXR+sfq9q3e3/IS5m+BPD0JZOrj9FfpzDWDL/lfnk/72l61bYj+z/CvOs/sP+b+YO/H29s27Q/96OVvi6ybWO/nh758Td3MYORD2cNNa6sud7+5bpfnXS95dccJ93BNe3bzjUD7eulPNTe95b7v3UP9oj5A/TuVpb/1Xd5zjH5bdb8n/F4aEbFXPcl8w/0x+jVAyO6mWqlh5pI7DMRsK/XkqmP0t5hXMmeAmP09fYJ+A/U+90TVt6gA9R2mlfnUz6iv1FPvX5+n7mE+T22kRGYr1Ubvv5baTD31CP0zpov+NbOf6qeepQ9T36Qepo5R91F30i+nXwwvfZY6Sq2gnqEO0q+n3051fMHF3Eu1tb2KuqnqNuocc/7oR6kZqpd6KcXRv409u+Jm91mq2b2Z+tLbW6nwfno3tW+K9QSpB+jbqDdRY1+m290/7KN+ytzu/jUVoJ+kXtl02P3rA0HPu5m/aLyVvkx56e98gW6hf7up2kVHqe9fOuRxUZcpkU5Qf0G9hPpw1YuZD1NvPk79B/2tV/cwX6KgAXov/Ri9k9pR90v3N5iv0NPVz66kT/+B+gz1XSbqjjA76XfRX6fe99c3egLUD378qiYgS430v1JP0wfrfuq59Bkqy3yGvr3mKJxW26g/UF+mBWoX9cQnT9Arq2ep/6a/eZmK09/+/sFL9G+pH1TRr3107vN0nP41RVFP/g/9wZ730Y3uv3K31H6T+UXVp2t8tVPXjFV7q77H7Gd+zzQwg8wc9UTjI56b6Le7v1az1SNSe92/o9L1P6Wr3C+FkXlHXatnqGm69g/VbM0vmf+i/qH6uzVtdHjlT2re7nm159vu38FA1NDrYIfW0BPVv6IeYj5J3Uz9jefP6R/WvZzeXv8PLzpX/YNrbqA/x8zUvyX8NuZGOub+C3rW8z/0N6rf4Xnc/aLq9czHq5+mP8rsq9s8uqPmujUM8xP6FPNs/XTt7dVvrJ2k3kr9dPVHmJ81PVX7SPV0y1HPM8yjVf/9wEDVE9vf/WLOk62+jf4T6nXuWc/L6YHq29117sfoV1E3Vr+r4a3u/6Yynpvr/oPpcN/Z+WXqE80Xf8l8tOEPNW+iPkt/n35X9Tk6Vr2hNkvtqTlZ93Hm+3WvZ2L0vsYLzN/V1NRcrvp4bdpzqfpl7r2rfk79nP4Zvdb9kd4fN440vOTFH6JftvK71Dev+T3loZ9yv5vuafmK+401jVV/zgxSxzyh+htW/aun1vPeqt+tb/Y81PC/q1ZWf9rzuOcY9b7jn4RzhI7+CX1/7Rfd/4e+h5lk/umHdYHz5/3UG2bovdTXmEvvqX2K6mJ+yXjpu5n3/YoZo141Q91KvYihm3/UW/U6z1z1V/59L/PFUWrQva0mC6S8nr7c7ndT1B0MVbPBfZJ6cc1fNTXUX3j2LT9x854PMGerf9P4D7dVfe0fqZlqH9PM1MLI33/KS62jRuh6+lVf+uEQ9XF3Lf3zxi/Q/0J10qepl8J++q+nqW9QKz0PPPaRyOv9VXHqu/Sz++h26ss/pz50TVUDPeoZqArB2pz5Z+Z26g9PUo01b3EfdndStcztns9R76bq3K+lvkN9agP1j6t6nvwE9eg3vtLtrv/rhh3XbH9089882NRMraHH2qk/pf6K3kC9a8uL3Q3MO2Fb/yP1SU+QedrzO+pvmv/VcxPzPJWkfn7C84PeP+ym72JoeuMN19LnmS+5n2L+uSpI/bRqDfVmaooeg7X3w6pPUV+j3uO+hdniXuGpp1ro6+nj1Jfr5ty/WrHD01TzOWobvdf9ESZEf9bz2+oQ3eERPQ9TY9R7qB9QP6KPUB+nbqHaYvRTnh76PPVZKuXeA9RlnftZ6oPAKD1M/bS2mrm96il6pmYvdQHGSmAeoX5BJahj9EnqkOcR+mPMF6mHanhmypOFj38lNU0N0H/1feYS1Uq/GnifJ5+knqbOU+M1P/BcrnuK+hx9kb6GXlP1l8xbgdwccv9r9WuYbPUJOuX5uXtz1XDtk9Q/V+2lP0f9W/XfVfV4GqteRG+v/Si9ks7WfJvZ7dlc+yH6T+lP0v/NvMLdR69Y972aJ6o3uW+r20y/iRY8X3T/G/3VP3hru6tP0Y8w395BM3/O/APzFffZ2gepxqo596o6lvoA85s/g4/cRz3sTtLvZ/ZWvYGJBDrpaeoV1F1V19TsbH6k9nD1R2p30Z9h/p5ax3S7r6d+BPzms+6f0W+l6umfBRs/QT12D/XrFa+t/SnTTH/hLPXZlvfBKAWqf1a9teGh39N56neez9X9v6bPMd3U939FXU+/v/7GtY/Vzq7yU9thlf5+5Z3U2+o/Qt9VPwTE8p3uD9A/ox6lDlJfB3p1kjpes3FFG0zkN+tm3Y0v+rXn1+7twPgN1v0L8wnPt4HQrE7ys3ySqVr+s/xn+c/yn+U/y380f+pa3Pzmxkb67K7nd73pCB9Ls9zh7kw+lRNm+G4U9iFkeC83nU8d9iaJ+1nHja9jFHVo+OzMcRT7vwM5IXUXH2y76y6pubvSuGTcXShc9a67vDd6i09QWqO78hkB30ap/W8lD0ZxCBcpNTcKaC9tqZq5q7Exfxdd1CK299aw3d9Jum9uoU/eRc44l9uzk27c6Q6kkDNUUjiG3S3q3auRm0W23n1ycwNN39nocjejHtff7EYff+Yuuq7xRmhk86rn2la5A7001XRxs3sLceBB2SLoiPp7oT3kPtzobmx0j//KvX1z/Y7xX7ncq5GvSc7lxlWqSSGwHB93uQewDwryyURuKnm4R7k7Gin3FiGOnGwTAp+hBwfcnkY6TVyCZK+Po96XeHt9XsmTyL0LVdseElEdzTj2t6Ent7hXY2AG3prOkCjVvdKNFvzE7+6i3BEUq1Z8iG61Y8cW5L/pcntFXJqITVLuFjGTnmZTcJFghSTq6dkboK3z6D/8Zs/uuyn3nY0NNPNx96WGhip6e/PZxscb3etJRY1sA73a/fzmRvdF+P8l+P/dGRLHHyeuVXsL39vodq13NbovN9AbNrtbSCi2y72NP5pOsik8aTTt3oZcjqTst+hTL2+m/e7GLY3uXdpmYUYRcHzwKPLCzja43DekM+IsjK/i1jD6yhlpTeyGrxPzuYaH6N9tIq3AqKIax+Tt3hh5vsPbz6ZSYs7L4ade5Fvqlfy+0oI6+0Yuu8NLmjKG8ApZb4ZP8Mj/j497ExlxxovqF6EbObLNst7YnDc3zWd5eeJ3eI0SVOpkaoNVs60UviTBqeyjWMxzahNRH0PH35vlOJS5EoGZQMVEKwjigylHspgBSr5qJiDklpSCzBQyibNN2wAsFtK0gCv68plASVlBLaAyUpSJBVhWOVWmcDja3gKo4ENqCmQ1Sbkj4hCrCAU0AZUdDo1BCh7attaIwp/XGKJ0LJDfHaIk4vY0yftMCkjISaBR+NHj16v9WXXogBqgUmTAOj+SzpaWkaQYbTOQQhiFMYwqP4UxWLEKoymYQfyUGQInpFHOuVEbn6z22FaHjZhgFdxZUWGHrJTmQR9FnYvKoDe6RQRNQEuKjKLIC7kCqj4ebn1ACkEuOvsaghZTaBsAKRJ7qwMLsJ+u/mDI6afxjBac4qemcEUy07UlYeqXkzVFIUGIxXxilqDq7I6mCMqSw3YB5Zrn5vDKxOs2IKW0f6aQhQBWksB5t5iTY0ls4KgTGtvDASZkFJWFKNBFO0jFZF5ykNcocmw2XU+lyAMZNmGwhw1x0B4iftxOsErCrI2RNZWEzQekkMgXhV0VChRZw5tTeoMiMJyYniPFSM03bgGvGMkIe0QRmG3IL5oTp9J6BJZwpiveoKI5UOCUMWU1QCqE1eqgKIKRTSGM0wLZRlHT1PL4Zmt22D6Ta4t5tcuWWjGJRbbO8hMKoNY9zFsOSd7OhyIgIav8APV5qJM3xzYnKQMaB/wnr11hzv6hhalhP60RKsaOWhRekmPJ9XgtBWpJiSRrlP15VOuVjxdRTU47/fzd5pywQQkYR1zbUaC+KFA9Z8hmqRFJqFaxASkjDDq55oOP08GWg4/z5MilMGy1IMc0FZoYlW4AWzSVYXP5JGvGqKkbw6JjoaUJ9MteMwakfgC2cV7OcuMAb29qVsjxDl92syikJFUWSVz1yMhq+TyWMtrE+3AkYVeJ/GgsyJRgLu9kq52sqZhjCjuRYbnDsNhMYZc3+0JsdsPGBlNIZx2fXyPjOTZj76PKJjqWzTj5EB10s0/AIr0iw/cSIovvvH63Op7eNi1Uo1WKEBby0vaT0Fwr8qVHLCvIhsTEfK4vnjVT1VwR9R5J+J7JzyjSrVlj7M+gZK92NHf9kiRuDqWT28oKWE4NZwNek6fSGFKnAJI1sJlYyakzcJtAqKoomytktXlvjUG16XxNDlfdLL9m8Cn7E6CTtsgMGGsgbAMWivYaQ2oLapizDiibYf+0YKRLkME0+UyNIRXpmSum4C4qoqXSO2aHEYYjJcqsoFR1F5AWdBBVsDM/6TTlskitM8vXSXhjPAf3pCIi9k5k+TDtV+X1q6QOXh9PWkX2OnnlmboFYFwOC+k0akHOEGXEwKDaiZl81nS3ETsHTqxlqO3XKzFjBqpJ1GEIOM4meLQlLVs0LF9mA0eCH+JZlPHNhKKaYDl9WbH+mQ2cAhk1qJFnbU9SFHo3VWOrs9WaAJbW5DIFJ4yAfGjZOI9U9qNRlPvK4qgvNQshc4zlB+8TR4rqSDvWlGKpSZsIGvWiI4uNJq+sDVQBl0SVqlh2o0rb5Nr8zbIVQiqoascIWESZFQXOpunFkZ1GAlbkq3WEJ2citkYYFQ1lAh1IYtWxBz8O97Mog72jD8dsqmQFs4ch2QWNgIkjE1swUpL8TgqrJblhuh8NqvX2JTOwRY34DiMsQg4cIu0ztniaVKzVx5ArA+PMXaLhxjQp5mQIrawiuyhKgUqY02QrmonCXVM/z2wgNFlR9SEmpHTQ9/N3qjLXGSsjVGAVVz6M8VMoZ52h+Ktb8LQ8ZYWZ8dmqqEoltcE29SJ6sLZb1ynOuojql35VYcRFV5YoBB87jS6sbgXDK0VxG0g2XcqIXtJadtYmrq2Q1kKTGNpEvaCoyGkOiMs7DIiGNFytr7AzRkXVhl24fpKPuVLqkslUWkj1wSaUGF4zFJ1awSaA2lKUZqAisPIF98N8dv8snyEpow1R1On2TQClOt6mk1FUoAzOpHNzpNd2YTN5o1Xr1N2QWA/gykrNoAI09dDRFgq3HgZN/fPxHJ/ucQjvN4Ofv+KIVOEt1klxigl8cVYwZDT1Ma0HuWKqo8Wx5l0Nhjg7Cqn5m+NsKKksLXZOVVmVUzxd5SqkkeK1M2gLR2EFEnHVMtU+6UOjycqQyIlKKbcIT2FGyCui2nLgRe1cC0Y6hfRHMSs38IVwjx4RYwIq9Cb5PppA4pAEUt/CxsiRqi7I8970jNN30kaCs413FLB2izm5tIu1CkqJhaAd9U8WKeyZNnVLXpkKGVoMpKhwMhISs+noHeM4osnBwBURHI1dEW1IFO370y+0D/489KrlqEqtJPmy9Z5yyJCdOdHijEsp7+1hlacxtaX/vKp1lzNsunuENY0vdRqPKus4R8m/dkARqy6kbYGOsyAZSk33w3zBPwJreAI7CzMoirWmxosSfajC08kuitKvqhwcEwvTQvpwmehneTaJdd+mPIgjvbAilHSeimENqOEy0CvoZACWEU03gUm1sXIV1xav01a30oeChY0oHcioe8RZCwVSaWVDA6BpEUY/o9D8uh7cu0FZsshUt64EXFAfZ4Mv4GQfsGJVdDP9oAkXUlkvFFR5Ey1Z4wPGAE/ch7wr2FQ2yTrUQTj2bJYRSUaMsnCKJckcYctOAI6Q7Ph/6GOOolq3GVzs1hkecmzjnPmXV8KNCOtOzVlmR344NjUTZcix9uWCypmTK2+x1TA9JsdzgZGZFtLIQdD5SV5W8ONCWHnNUPriM8A6IACHLAfGhu02I2SzzgN/MDY2ppXbQjk82ZgiOtIB2qSxIU+3GuyD0Tpt6VbTk1ULXOHUFHatb/asRc5MPw7tE8607eUpFB0q+xzo4ZyqkhwKbI6YchWr7Xpw+7WqUpWmy1EFuZhBHM58LcrzH3BmxrcDY9u6jF6K0oeZsellGtIqyFqW6VNdwiXiisQLyxpVNnpPz80ayFfSZMFWztHaMd/mwLnWNudW4KHYTNxskcpwIIYImTk7kAvAbvVneFjbZtEJBA7NvzXUwmeuWDgmjHgeLgL7JPNBrgefuV5RB9n0MFHALWo8YFlOW87csezAlM1TyYnUzDkrObjHGpAQFwxrs2kFhhWsPacWzbFm3Q/JQQSzauYus0pwFKJnH7oY7mS7P4iTtv8CzJjaAtecqHb6c+VVNZLiZDeqvczHJ7MV0IfABOYWXK1SWU+dMngHpwnNnNnAC2e+gqYVA0XsIDo3GJfxkpuEhDN7cTk2ZoJj3rFSnsJs92k5CyewZlAwHDZokRbWDAqxfH2p7BGUxNc65kAZm2DdA7uRDJixsf1dhROzLHinPF5Ool8oxfRisV7YemH9YaaZgueJbhOx3BdavsmeZU5j1XI9+L01SEUmm99M+U4l4NWQkWdB/OXLci+vnHLPmUM15rSEOC/PjDNuaAEUgYviK7iQyVDn5eiGDDEmocy6OA4ctcrzpuuXLsrzcSO8DopldhwNaiOKtCxtLV6NNlW21hBjQixm4aKwUGF4D0avHU8jD9OMJelVwC0E5bUbwuYkEMsmXbaRqKTcKJZ563ydKm4rnezMTl4LAzptK0GzYyfnogBg02d04fznCIPUF8dHqh2esbLKTTupgMv1qZuHtnT+7HcZKEvc3u3cC8GGa+BiWsvHWCko1/Xg5ZXYRCXInnCmh4oatMIWcmdqYon67M/npkSbmaOsU2GVe24grto0LEOtLJaovC1m3Ur7pdXnOlK2OtKEGhDscoKenEUslRtfs5DFBCxjJhwfTIt/2lQu8bx9P2QdhUL6+kwqIUx16aT7le7Pi9DE8ihNP1moXfrlTeaTtnLeqYHnk3tCTnOHvS1zhZYOoDk1qB3BOUh56Swvg83smFc6fYMtz2UH+SMdpEtwkHFZPvYrXfnniic4sJVKmrPvq8NpahOpjBP7Y9DCrGGNjgVLoGA7G4KjnJNOWAfbNumrIBWCI52ko+QJ80vCubAm78WxX1+JuIgyndfmG09RpsHdtnm5QtENu50a6TX4B4SsEBOSQm5u8CjH4zx3Vhu90NStwBykWRjmiXkqqCrkIbCc1H/x04BgmmgycEsui4XMBE9Ni1lVZnJjMW6hMqj+UVXSW3A7lAbLgaFsfv42jux4GKMfzsgpY+PR/L16nLrolJHPdh5ePUhKQAGyzrCczUyZOScWr4CjRIVwifPiyjUlQ0VkmUUt3ShOsOdVO1J3zzhpYPGKT86jkyVrzwayOl2z1IKdjM2FOpNskkOnMk9oLcl+gplrxEjaqz2psI3bPFuuynzRZlZbgyqdeEdJh15/EhglpJgxGLPKRb06tkBKuRAkfa8B8NJX9ZZhqCzWjSY9RXwbitbaGzetnVpZU+UVreZkH9PEbucsHQjKjWojGciEODWVtPPKSmUNkcq8OuDZ1RgZ7H1jgWLPs9FeEpAJNqZlz8srQ4v09gUPTjNA63q15JadgrUVrmwrEbsK1b+FiRWs3njliuTOqKRQMzjnpXIlgAwfz3OkTpHhiGWl1FzZ7iQSpZUQRbZRJc+WPEaEU+If+kpeo2EAVVq0EhiQDnD5lZR0oQczjkT9vPpAKj7EfoF4wEhXFC3gar9SJU/iVal9OMXLNdXg7AC2Xk7oqKnshGGTbD6FhFRUiljMHFYbAUwKC8/QOqtQSAkoc1ZXiY3SFHZedktty3g0XG+8npZVQLY6owBegN48wtOFPeVgiHRwFqBzD11P5+3PXH6BJ+6RDvsTl1/oeTtG0RzSyBn2RH5ayXfnhYLek/ThdQX5SKLc+n2RoYRUnD863z6VWg6VFa2HoC2JtTVgCGSkP8Kikku+ToI90/+CFa1ckJKU+HwzB7EfRf0CrVfpyJeCLXj+CdyVd76w41BxRStnSlgF/lVJJQaBJnMWn1pElIdepseWOQAd+05YAzmItl+YahMLVVZUjUZqshoJBFpcpxUoJJcF4mVvRkO10AufXYDg2PSTdVISAyMUlBp8jpRyNFZUqm25u5FLADqsLf2FKuZscRU4IyyJ5ANXtYeCw+qw4pFUUmTjRNFomukSKNYRNhO3d7hhjJtgqVv2wMrrYHErelTYS32+0a/W1V/L9XlQ4slHAO4iEI60ufWJdN+WhUcFOp6fmuKzcIqbSkELWvJDWkk3ZXheMjGaAC9afRAH9rv5lNW1DWir/u7V4HxSZuaVouWPW+AaJLIQXV7U9OJ5X8zT9i6VvLVjQC8QKZKko0RLroNR1CEj9e8e9NMUQbYV9yVjhoy4BhSVWzYT10vs7jNoJTgpqlG+qf4mwjBW2kIvAUs030FJlGHR1DpWgWoojgtHO3AgmE9BFDsbUR8HOzzyFoXH51d/xSomVAuOrDlmIUUVKe9irjctAXZaPdtB/y0Kzczfy0S/BU5Mz5G64/ZoloyH+bMB5PietY8rE8rdyXwGzxS0MTGdn4mN8QmDFhxncy/bE8ZOvW4HcfjOSnsvdEouUzi7rjg2XGzm7zVTdqWdshMJ4Lh+4NAyLDJYO8cv27uHSAYzwAaZ6jJeEOn+y0p3VvnECcSJzVk7V1s5pkXLuVCCQRZrYVytyZpuYrfRfCwpcJK2xjk60XCan/ILkUHJnActO9WSReh5Gd5xB6x6WYYfW9ETmYwEUsmp3HYsUQyVNgQ8TYgoyERJ8cgAn5ozUQioMfqTIOsNZQQ+FVcNTnlOasXVbgF3lXqe5bNqn6H5+pMRB0AzCFvOeovpcabtMlmJaeCGYJ+hAUK0a5wM5ii5WwJt2/9M1rohUjPC51gYW1YBR7zDVKpC10Pfe1D2Cln2HTEGW/YdKYVf9h1Z9h1Z9h1Z9h1Z9h1Z9h0xgV72HVn2HSm3mWXfkWXfkWXfkWXfEQO8Zd8RXfhl35Fl35Fl35Fl3xFr4GXfkWXfEVsYy74jy74jy74jy74jy74jy74j9pCWfUes0Jd9Ryzgln1HMMKy74g+yLLvyBX2HTk2Xk+bO49UxGnEuvwIi1hqxE+b1KkuwMg1JKzgxvgp2LnGRmVcRAQN6CyPKoaY8pS61UqcwM6/looJGboKyrAUcCfENNIu20CxWz8Ro2A4pL1I8ZZDT2DHgLYU4G04AsiG834Q901WTUUdmAgMPpf6hQxn5djyQvZ3UoADI5K17cS0dD2krpjTk92qzkW2HFWgsaost/RcoBw5HxHDmY2+jvN8avecHcByimbbhauo51M5RYi0fkjGKPPwYVqIwkX2ChkuXHkjW0AVr4FUhu9W0k5ho4Xx81qiZZgIMKE2JjzZC8ufzXlB6XIqTzl3l5Ognb1i4X3sHAE7csjTolkurgUu0+XYS3D+7n6OgIloOM6babZtYJbz0lv5WFZwWHNMhenspQre2xHeH1FltXJwyqzGVoIN3IihaVu/CevjrgRFLvHkCMlx4ThlvnmHHrPzKzlXDs7ueXr3EvOCjUALmz7C88N27mEsN3VLHjgWmTd3hCnJI/PyRJ4P7rIzdKVL/dnC1inMVy7eILCqSROtsGUD44eFdJqNoZJDhsWJiYwmuzo6cNu27TyOKuOgXlk6tGFPc6x7IpM+ILBJccoUGkMY+jI5dF3HFawcjMACubrvEbBpTS6/bQY6DER6nMvwvKlvfAV95+2cYUTcYxNYy3ZVeONXoDylsok0sUFn5UaGeBYVw5BM0xZ031FLsqlRt6HFjTFQIFk4cpcbmIDNLXZ8+a++yAIHNUKvvkAELPvsRXYfpQbS0rtyCKgq6lSfwlHWVhzDcsiDIbxE+vewyGhsr3YsmW/kUx+zW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KLbYEsxLfUlcEBuKFDHyLi+29ZMSJwk6zKXEt2fS6uyxQOattP10rN6aZ7VWSsbpEjzxtDUoxWLUIK798xcTDq6aDxmCY7iX/Ch+330Um/efJ3xoOjRnjMZntcLLxnGo3opc+7p9afaGqHNvcJ4aFznlbz/GQiN83XjaZszGpgfxUxglqdiJKERrWiHluOB9Ga88ArbrkaCM/Pr0kBhzBFvB/rnLmbVvgSLjBpRzARmaz4Dfj3XEAZilvJSELPj2g4TDMQ091KFEGwqHvQ7akO/KCPIjxc5hxYvgZUHR0yW0qw1lEy8G1GY5KDS0SSVnfGH/bHS4nTAbBNXiTS1TgZjgzit6VJMPYniwkxBFNmko6lIho9nyxFyrXGaiWlANacR0R+7jOdgw5re9TTiMUMNpcShTE3fF41ufOYFw4DaTDeV84F4YDQQDCRKKkM2tufGmJ/uJigm+hck9Z0kSKTyRNlUTGlOb6z29s3i0V7i0llaIJjYh2T0d8MaSgbZ5F7iG+7Y+fEHJkZiftmsi6EUotCxxyLj/pyePqa9J8RgbJBCrsRgVhQ0wWs0E/OEcU+RMTaumQhM0mLGqiRxPXJ6JBN/EH+VGq+UalBJxgMzpKDORp3iCZioQZXoA5OBaBRTMMz+1RLRaYA9WvDWjKkTx6TV79zgOgFN7ZQvyZa4KcNvxi2PSwH1gkSuh1ExzJYf9QtWkh1z1Vg64Uu1e27eGt6ZkZC+VbqSzKnnR9AJunfDOaXZb8+LoBfUnKl3I7JoKTbhc4PrBFQaj+/V24G9T6bmC2IaiJNrfFHPhXyJJhv3xxa+UQsYReznF7FbsW/W980kVFoS8U4IC6KYkej6PoiKiOKmUorEApqqif1yi1SKZwNzdkPVQxc5E6YeqYjlUPVIpyMRHZtO6nF0LQkq4wz4/ZPAvTQJJyco2vnQ2f9h0lSaemisolhE029yznm+HEdoMH+Oap3+UYtE3/neCD28VWAGpVjkDyOREDrOveLXjWraGlxOUEnH7R/X3SUqx8w5KaETsCSHHoWRigZne2r0lu/kwGy8PwOyRkLbE/YezffuySOJdmTdaGouG4scIjVx3rRENymm7Q2yCH14tMqYAUDjB2GzAakvBW3GsicTzBheEnylAzCGopl3JPOlsPhs1p2N8ZPD5yLyziX9cDmkcm5kKnDFQF8pxatOQRzd0OyAGU4pdRfn1Y9JI31q75bSjqMjQKvGMXHqeS+uhEo7+50Xy0ThsgZITUfYg68jE5W5NwdJpdpXhXjf9n88GhmJmcwrhjZFxZ3SxZ4tuZp76344jirBvOsePE7lRTUWqSQ3VSat3GLwwZHYFW0/s2pmcU01VykuZYsfm9E111uyXy9jUc4ELpvK2548gO2PUeE9+BwzGmkPFjxKc2tmLHypDs2y0QxGUG4gNhfHpOfkvfha26PV6BL9upmNYIq/ZKPpqzTyoj1v09aZSNmN7AXikZnYatKAmfidwUCUygR9aLXKbOSfExM4JiwHq0XfmwUdWWjLmdyYSWBPJngKWIOZyCbs92Qi5zqAb8cz/fKWSoM9KzcFtCG/h+gwqO8htmH/9Rrxpdo3kkLpBpAyqpmzfjT1YyxSvorGQBSjhpZkI0XtwVHNffv5QeUz+UU3G2pENBHFtFOCEPJ2I2OX0o/BiOZpIZXAe/F4WrqLAVw1NhZS4qBGdJLZKNScjqnAkmbehIOJ5+gyq9CDg6l4Osek1SMUs91RupmxPm2LWSoh9Rebc8PL2/fMdI7SPfTmxSwhDl391NxopBGVqWg1N9kWiVVkh6NGbIOdbK/uSUqLtVeOtX9OUkz5njPB82lQSewyFsNEI0izDWOBJyJj8bevBxITjJ6k9U6jcTPeGRIYV7EqZ2j83gfzhFIkeTt/Mdm3FPOG++5222BKumkUODFsD+LZbE3y04jF1i9NRtqrf3Fzcc5pD9Wl+SLPCa8bslSv5arxdGOY9HNu1qdMbvisiB6JJqN0yNKl/Pxo7H2nY0y6U4knO8FECw56ir1MuAn/2GSkeLBI+HIgFpJcaxYJ7LkRDcQ+NvJ2+WyHlHzR0PSvzvJwyU7oDfgMNe2vXjWCftCBkSn/uJSXThhEcZQa0dwBk4k1EYhGtfdL5AfTqT/TflEhkzBDY2cQi7uMV4bWCyfbosL3F/fXhDonoznIhtULdSZw2cCyeX5YvVDm/MdiaDlc8RwoQ+uG0z09x8L04/+62xAU4XQ3ISjCGa5LZWi9cBkdvMF0c8MbCpnQVevs3VEY28je54+FApnDosVjSU2Y74qraASD/sjM2ZEu8GH2rUgg3O+/ltQ+ja3tHjmsvTlMx6dy+3goEAZBJTYCQv1z8cmsE7nfH4pM6R/204jdFYiD0K1zulgjHjX+VkIUWk20c5nMKI1tZBxQj5lL3mZjU9uO+5kCG37MpVPokc9onKLDrEY8kwVVdDqTMYvpIzSi+bTNaGrEoCJjcS6tHs9gDNYZM61eXGqIo/m4OLD7eGa7XuaOgczqRjcYsdQX7uVNaMhJRwWrE5OdTZbOL5mPzkxE6OummB1zqinG/TD6RqcUgY14y/WPBOl0UHeL8PNxvitZb2VzHIOv19eU5wRkLg+Kh+yn7hiMhtNV+ypCF7GwoQypdxLBsK9iRcDzhioIQxmsdAMnRgpD64XLLq9h2QcCn+j75FAs7DISwCOPOf4OCqJEmQTzdnswGLne5Q9/XNRNgByjMxiJ+0/HAiC2ajVKMiCZkpadK2iH0zOABo+pmmE0ckNPgsFgrI/oni3FYLGIrs4FgnTFRq5c0c+y2qZ87dD756QEdeED/ugIFVp1gu2HR27DDlH6R7QtlMuPizRePz0EQ82X6gTyx+FXPDDlP4vbp4rVOpuy6amSaKCgtv3GzHPdozOS83JvJKbvOkDVyblGuOuBxNiECSc0BQ91ujIGQCNl2rtGpRCDgZBuFiiv1X4eDY6M+Sfoge+3+7LXRewE50UcmMQBUM0pCT1RhQzPF44nozhDxYUjZjQ6N2QUOh30VRoW5DvpRGEfu1sQ2oyfnmKOtf2XgSh84TyzpDmOt7Xuaznk7ohFrkMheunKu1qATjwG2pGUHJqoPNZ1LYRWJrWM2Jl1QNSZjKF7FyQjbQ/hbGdHjtWjgjDFvIh7gAJi/sKFqLwAsmxW8NiopyTJAGrGjoBKgOLuzNGue1w+El/w9Iw/wVgO5IEyRbVAOs6QFGESk/6PVdulYDhSCVHcJRQ9yTal3qjMkwmzjSs7uujyR1Vz0xMJX+mTpNCCh7RDYwo90IUU4qpKwHCyL1Jg5TF/wZGmh1swxkcShYwCw0Vo0eKBcdWa9yaDiUAnzGUm1Z72BcbogfewdKEaRtWbvWowP5p4CI9N4DHRMzBH10ix3z+eHFOntQK3XYo9WxN+dLKkSueMMHQ6HCNRbBdPWIPPsMMPtNLbx7RKqc0W2JOMdWWN5/3+y2oPcfBSWdHOPgeOlOtph/r5moAZaJApsWnrk+8uvkIZgb57KxpkX/16qZrtyPMzNxINvB3PHSMKPdGFAnHVQUTehJKpfxK885u0DkaTgeB4Z3AkHj/H1gnzyq4eaH+94e7Jb5aJsC+9YBVEMeUF6wvyLaURaY9OnL6W/pj0g35t/CbpxvgSeAT6evj6+eLc9zwXXzzPw7/OS5c5JXrB0Q/41XRroxvYoI8aQ65TvnjHJDoBXzrXMOhc46vl0qIEXxCGPDq8COcCJm35f8mM3++XpfkXbC5+D+bb98G2eak2tvfNSnRxE82GLGGWZv3xi7XHaCBOrvz0ZTRn+MUZIfxKW/szYZKPnfQwY+WudFt1RYMbNjv3oo26fYUtqH3BJs32x6CYbugXbhzsK2F7y7Q1q6+uXSpjEV/abHpxppeMRXtRJpC+OlaGDEZ6afNnL8ZBXlq52IOVipe2IZ63bYgXbPGhhDgv7TZ8cRYTvoJmEL74M/hFT8UbPhtu8hC2gUPK5s7Zmj0NqxfK6InQ/Tgv+IIPl+3zWR/TMUo/s/NzfOjm5bkYA6HMnYvRC/fFnCoxdlxk38+CfF3PeBg4v7E/BzJe0BGK4ickXvTxBzK1UT6GiyLtUZzrqW3MVDzery2ZBtfD9Pbzk6lPy8f9/miQ7WRQy7ji8b7upM1fT1PZRDsm7WAgU//mFb80j1bLovxs3/K3P1o7U6ohLau55EboSBz5aSA+Qbe4w3V/JKi1/9evEXZPVaPSNCNjY7iNU7nhXyXUaKRYCLqhNHM00wAt6ARhtzJCrU7IYGTMWMCQ8sS6Xris4xSdUJLEXyRUTDEx1QkWV4qeuuHkBVK9QFSLVyRQMp57mqgwiC86PoIekw03a14EQ0GL13UyUCy9ZFGCShqlp6RBcsI9/zm+6PTCGShh3gGCwgDRrN9lvUDFSDJpiCKTSGi55nj0QhYhyaQmscXYiZq4zFrIVOMv4s7KuAY/lJ89nzFXcxuMBtM3v4NFfZlwD16EDI5G/mCU1jIeJ8kmoWgPA5Gv+NGDuj9+Giq7C2YGVDaEGkcZW+PAvNYp8D2dy9Q5x8hEM9yzxIjpD16ZoKcmPbEYFfB/Do4XTYXKA8xIJsw4QtGERkfKD7OvHSqzzXEApilI3DKJ3CA3fp3DHRwJv2YXDyie71euRtDYJFqa1PGRngkj72wvFq7ffyUQ1zn5YubQVEknNIy5pza/5Tdr+zVGXYhfVh7904/BNltrHWvOjxtmO5blncsDCX+U02e1mT2ohjZ+Soy5A/ciFrM3pD4SFF8n1NiDCfwRlTJFt8nu+97NUuLsw37P84F4YDQQDCQ+9twY81PtX7G92AVJFXFlbHj3J4xSiT0mg0qvkuIPTIzE/PIahNboTHerR8KXMU7R1SPq957qznR3ReJeKLR+kD0zrxnUkGf10ne2GdqpZm671x4m4qXs69gPlzcmXMaY8Qhi2varUbujpVgVfF7GjV4qKF4qKIpKxV8iFUZxWtlvbccLVClotmdm7p6fXcbPMo8z5lziOvYzjJnD0bSnQmcOIX8oEvjEzxTh6b8XHEFzJ5EpaalEba6RF+SFaBVMiUQK2xovhDsWZ3r7y6G+GtpMQ1q1F9Vps1VGprjXqA6yRzZAqEbjuSH2zX4Im4JmRRfc8BaXjCFqSDsmxFSVIyoDyStQdwn/uK7NB7MnVkrYNiXrw8Yi0Y/Zxr09mos0OCYXNdVEbqy8SxtMnx5ygzxngzJ6VjrVNSTFY+RbQzEaQ8XCiW5UySzIaCSZaB+PG46QaxjESAQ1SxsG4skOGNiOVqOxlMYAjATPO2tvIIovHA2EYTYg5cxAgVQOuhcNnj0abjB9b5LZgTAYXJ6l4w5rOqMxFoMdbGfTzaKefdW0YMUjyMelUcFa3LmCumCh7z2Hagvls1L5asaiMfFQSCxpyA0SHRIoGbOmlDYJFY8jKUSKB0T3uKZLINnPNh3vbCDOtr8xDlA8QrFTyEgTjAQNVmaubqdo8IGRy9QejcHUlYei5dPH5mIWnFk2HHOsyMll3YTUz+EacZlXeKTVQCTts6oGIrOR07RvP9Wzn0biRUbRWUlxRqKluTPjujx/+dJM3Ow5R9Me0wuPSJqJrXL80Hx0ZqXRZL4z5xfNRCo5owVH+sxEztN3momKKkrz5KA44WcqWu7pO1NRs2fw9uoduHSfq/vt5XP/3DGW7u/QrE/CUj0MluYx0LRnOtPu5sz5ZDPjP82MZzRzPszM+Qkz6/2rVD80e3QJU6qDF3O+KDKhydTigXDeYpzalD0/zPPVU2ouD36RynKoqvKoPwatDjmH3nkenrNd6WoVph7yhe1xmT+AWoZzSVw708phToh91sohd/XcSMS09tTv1XKT6tTE8GAonVgmU1xFLJJMMM8AanWUfbr/LWfIrJ0J6296B/SKzvQKltCleaRk8l+nDyaVu+rXvhGXbI3HtDhJToD9Vf2VaEXZGMXKmiXJJKreyZb9MW5nLpLx0F8Pi3goYOg7Kt3PjbUae3T0etSLstVldpeMcq5d4qTM6HTMqMmUPF8EZ/Fni/oCznNybm/URb25I8zG3cmadtxqyuVnCU7DdB1ZPa+FXeO7WQwu7T6XVdt92mShDF0kD+r7JErxd2TAT1ER9zmGnbTo+QSRzi9G0ViiB12fxPMfjkuLtPn3k7TK0GaEbD6d3GgspxTzXiQ2ril05ITY76NrWTojn3ynKjaF5y80/WlAI2UD7LfULfFefRHGiOns/NUkM6ZezNnc6dP2krd/hiC+PN55n5/Fg2Ln9LUcvZXEzQ3tminO1lTYpKrXIvLJL5ZnDHCo96rM4/3s3bmcl0z9ou96IAy8yQNtHIuEpT1IahlSC7ennI0mcSZWOAjJ90NMFlVpeCNHT/buhsagg5jSHJ0Y4msmz64U99Rh0P2GCT8U++/d4Tn4S8h6PMyzOKcdxbxXAjrAoPJK1/BrCU4A9t1W/1fPAP+ejkDpvaZwD0cJU29TcdR2nxZXI/pjl9ESJHBZQ/ES1yOnRzKxB/GXB2o0qMMviyYwMBmIRtGWjA5XMHtqxuxWDQNbGvZkCv3rbcPcXOhiFs8VsTKnmSci8YSaY8hCYdnwZtISTZQzPpTlFUWDlmaa3JjFceP2wM3rskyfds/b8mE40rf9H49GRmJmYuXt0jCx1eI5W5J5YYaZv1Y2ls2aS5bZwkg0Gvy4OxIHiT3SCdOoxEgw8Antw6cDN3S5RDapXEMFezhDSDcvmoxTYF3aTOTzaOe33z8G8nSuAktHbSwRTu8o063o645LVjabNKZcii1hkyZ+83fXGIxlxvprjjmMmOR0fXAiGRrNdcdrIIXeJIxKKi7ElVFVdtoY2zmiu2dEd5nInIFFM2O3rg49N1xxQ4HGjff540gWgSn/WeRWxUwU6hvGGxnNnyKVqox/Iacg9+mUVHFDTqWco2IdgQqCVFsfjiej6HhG6lQFIeOUZqT5HFpbjRcQUZbPj4SnRuJapmyMnWxU7M1T6aVZl/Yj8YSmU3TqRr79MjSGquCZDZeENhiL+dW9zRt3BK/vwN2oi3a/ru91NNETC0Zgbud/u7+H/s17ioc3I1ZpKiVNCjJG6nOWL/oi0WQ0O9PLeTbCtC3qB0tHciYAOY9011EuY4PI9lM9wfxTk5kjqDjHZouoKis10ZFYZpCVpbOcANA+/oR6xlUWbGbLfmGAearXVpxKAV7s+sgeJ2m5ErYxDyuljJIGR6L8M9JqB/qKE1AgLlFNdxhrBhkWtmHwb8pH4tDo8bdHgXwmW6LhK3mNmf94n5vStKvaHCes5JPqV3GTmXa+5afPZ6OjvKiQVVlJNzxh7KjGNqVoJgJ1EjOmx1PTfJnIgZreS+fdTPUJFTsgs/4bB46M+6OJiVfIgfSble/WdO1WrgyvDVdVWd9cH94Y3hxurNoarqjaGd4drrhUdan6Ut2lxkvWSzWBeDzpj5HK19CRNvzpG0lMiJdW3ll7x/8mqTzQPT5UtVPZdil5KXUpfWlltHzrzb2g/J2rIzC8jsUC0QSupkQ2R43ARUkJmWMkGRvzy7e3KNj16w32v/v3f2r764N/XXmt+kRdRfkbx771qqOi7ZXfLFv7e998w/f/HPjzss/Kbv9+2Z+UxS3Nf/H6f/EnZX/T3NzcWf4vf+k/1ZYvvrmH6ETlU/9H9fTvgVTVK39J6n/jFXKsraKM3voG+bu/+/fX6P8fl5X/ny1vh4HQhiV6f3t0ZNQftLINJXRIBCbuv9FyNf4NRgTsJ7R3m0gu1kqcCSVj5CUXLexUsGRfFm9NNLFx4z3/aAjGxctswZdcbFBQU3uUdeWLJzLpAeucGmEL8VKiaGtYMh9Gooe9/hidJZGJEyP0mDAIuN4IZINanCIXbYrkM6tm9CWJExIb8QUy55ZvkOOBV0JQCutYPG71497BsYQ1GkxeATIfxzMG0g4bWg059YURpNqiAceuxiHUr/5qLIn6rMRH3FALXsY/4odaYFCA3/kpwEiTUE8lP2R8RCtYXvfECmWRWuKQNDk+XaxZ8/s2pNAdZjVL62e6SdHbs3vOp2upJjt74yKfJz0jaQSYNcGLXWqNQlXz2QTuNWRM5mVvPqjN2eF8w99FLh6TpCI20vl4crFHLfmMYb1saseffJ3aOp+aFe0+1OXr8naR48FirZ+RWXCRZiARY/oacvFsfo12omWQ2MfYZhnlHpl+V2HVM2NZQbHeU+5r8oh9ObKMzDEqCznGUXWOUanGMSpVOUZlIcc4nuUYR1U5RqU2x6hX5Rj1x/N7WX2Tatc5qd51TuZ3nUqdrlNppOsIal3Hkdd1SGW9JBdBiSb9H7fEp66QytzONMSTSqOdqd6hQ4BQq9LL4tFIIEi3043EJ+k7j9Un/EH/ldhICAjzSoTds4xEo9aAXHsgtJHKkxrEWWmMOE8aIs6VsdWxtbH1sY2xzbGtse2xnbHdsYrxqvHq8brxxnHruDjeNu4Z944P8b7xoXH/eGg8OZ4aT4/PjzfYyX/8D73kF//HtT/55//TH/3x//anx8u+UdZU9itlJ8v+93/zb/9vUlZe9kpZbdk3y06UvVnWXPZXf1NWVlKUb/znf/r3W8r++z/4o//1V8r+h3+29if/oKyx7B9CrLcgxP/xF//X3/3nn9WU/TKk882yBoi19be7JUQhZWVcPQoJ26MydkZ3AVVjSogS2gDy37Yx71iKgqXga5KBVbsKVavEjoRdgPx3d6wKKhnxS5hA+ZEDW8Pl26MHfU0H/G9Wwe+r9IejyNWBmldRzvS/WY6ZL8f3v668t4v3VovfqxqDe+tf3L1Xc+6J7O7O87rfxu7vGr3/vNPXuu9l96vGX38t770p+c1tpT8re0VNlFZ8ij3nPD/Fz++82vz/niqL+cpm/tPfH3v9DbWQ5a/8Y+kP+8J1TrhXy62HV6oWqwpjvoFdYxuzfwDmM76mo9BBPJfwp/cS/Gy+MTESA378sQV1aRY/3blj8cPQmKRqhfrm8vrxFnmrXSIZHUBPU2P+9yKxSX+svoZvtVnt4onj8Jbw9ug5mj6/PfoupLwwjpGFFuUYXl9jhwi8HSK8WlOzDVOsnTc9l7yXdit9l4Yu+S/tvlnVFMLcIcoZR5D/5N5cGL8k5zwQQuWEJR71jwUuB/yx1XFSjp93pHzL0sLa+Np4eS3HQQ5cYq2daxWsdrfFzrdymKXXoV/p56g8kxvFz4Vx6XWXWpR6L4U0soUvFeClorPWYYOX8txe33WqJU9838V3OGhbWBxcqyjAy15/HdpkZ/TcytjRlTF+Z/TdlTGpTU62ZAWg+hqsD54r0iK7lLGXr1LuLP/JvYm5k6u+qSUjTjX6G/3lNU7Mm8tiF1o5t5V3Whz2Vs5p5UX9msgkX555X3nmXd+AkQ8+J9mrqLzmgTe54E2CzeJ2tvJ2q53XfwGOT+U4xLD/sj8VzSq1a74UOATvEuFdTpuFszuRlmx7fRcUJSM7Jf3QorTWuAZOdLUKLqu458J0teTL//P4Glpl8BonFIO3ilCOg0Vew8ZwmjobjJWX6gEwE0oSobnJk4mX/GdbCm4u+5chkzwyDrsbMsm32nnIbi3nxmzbGzjo0YIIBA9XYqsApO/Yaz2dbSmY1m5iRdE3ig2cg7WHe6/vudBSoBqjovIOFtiGL4MCOwT6Mtc+NH52Mxl9TdVleA12fzvUHbImRmPANsSxcztjR3fGeHHs3R2ZbUShbVpa8te7pGkH4yN2F/ARvWyiAFiOMhz7L/tTydtyJyvi5fIaN+vUgkjzWKR9i7+jryXX2j59jxdqg6OV7rIITnyRA3qCHlNkcm05E07lP7k3lRTfJb01O8PyX/ZflkYkeKnI0ZfaLaLYKrqtTuH11yt13o7SM+tmf1PxFdI8yJXuleaT8JZyFOMZm3jrNRPxWq77R6MjY5Mf5Wlph77R9lXSxejXyPxlRUunL+c+yTLVhrD/usXX39P0lsxegbvQ/lowf1+8LENmacBlQBziYQwTanme3kFqtHPAZy0iMFwR2F6t2Gp3WF0gVxwyRJV0AMjmlg4CeT/1A2cLt0qH+wq5YMAjaMmyWoiNy1mwYVkQYFi2tTqsnIuJBIJFcLeKTqsDimZrtQMbsVlEkEJAHnNYRKGVd8Lwsq/93cb6+3diyMuqr1RfgermmRwEL6Y8vQm6OgeCEMc794mn5epcRHynXeJpbpmnHdZ5UdtYLsqzDSI1S8GN4lGyrbiaIwHA5/0WVVWQ94oS8mgoNHA2odXOpBWbo5UTofHgyiVfASu1S0KBnd5jQgHe4+HKye7ptzIW4Zdf/QrxD+Zsl2nMlHVI2+FjTYaqFe1rwlV1a2XxCm3mhSvyL8prLjO6vJHDNwtUkUsASR51cE3Qqzib3cpxLsYf3UJx6vr1r8R4ndVqZ6ot8AtFQn3VaUelzOuMVNauyL+0SaVAQ70BAFLByb+Dx2HH4bS67KtX9Hm9F/VWVeNV4+y/7M8Mr0/kvDZfCb59hQ2BDhuyTZhuA0m+VmTI9vE+no6/Q/yQ4qLwkTwoSyx8nOVEReleMYGQhh+Rjr44IXdUTaB0TS/1qwHfTd/L/sv+VE7T8pX4jRPSfFa0wVRRoOP88yh+Rhq50fK23opB2wRCmlg4bbToLhiN6YwGf/Ps9+uv83SdHdfgy4UYO+p8hs60vhdPjmJXGvUPRmRXrB0xIOYx3JA3MRIO+4Pl5bXj/ssj8LS8PDkBlWOR1S/l5Q0Z9Uh5+cTI+Hi7rMjAuOx4Bp7Pwohq/4jWg9x/fWqlRx3la+UCc4Qn7SPzT4QmHifDUChaJvTop12qTBZScJGGf/OaWSC6mUblaebnwsQb5eUflFNbG7jDydLkuRGNsYPEmZtvWa4HEhNKtWjcEghb2JYOC+62sYwkLCA/81bOWV5OHrxhx2uXq1XEX4eo8obj4fro7PmRWAA313T5x4Lo8RveYzB5mogNUnGXd/mj/vC4Pzz2saVJX2mrljYkhmzILpSXX1OWvOSsUa4GEjZvwyLOlV6DNqp/bLVjMtOl1xTNDcGqr6Qch2brc8hWJJboYn3DdKIupiuGEZ6WseTMCZQjOVopNTzYW57o9EzcF4LA0oluyNN3DwiQteoAveSlS/z3O3mdZC/5tmEl8EA2PIedkfyghhOx7TkHiOWC9PofHMLy8TaOdtj9KqM9r7uXTmVUjy+SV0gZfrLTmFcUnwMHDpADArzz0NabpzdHW5oXDzhaFw+QE8dPHD/uH8b1lMwuy1wfoce8gWNlx8oOVF165RcOVMN/bxw9dGB1FFdr1nAN4MD6aKVi7VK8VHZg5Z1XyIE1/M//5gHX3QMbo1UHhqoqy1/5xwd2KivJgbZLlXpKJE9X9TBi8+LmxfLtYVLZpOaY1BfwBeRtEvGRy37PDT8u5w8FIAo+8wWGAvhjVJGYr0nxZEGayC8oJ39nWwrq4H3FxF5xOxQIBYQW5Z1koJwtXLhqHLSFLRzP42wfJnxuF13R4ejilCDgpFuwcmJjF9dxqezCzxA/niyDL+cpr1D+PpC8VFleflLxmgMpvLMcOJC+VHmw/Dv7MmRQXsDtXKoeTY4ujB5YGX2ljJLLKzK5RByO1oiDkctGR/07spQavhzArQzHVgPHyo+VHyfHCJDHoe3RQ76mQ1mqOHSIHEJiqDhwpuzQIaAD+D1So0MCv15uck8ftdgEYu5VegajA/36SsfXOuU8rgVkkO/VhxQmgOkm9PUAgjx9DXePbASyIIkWlnAmUXn/4GYA4etQgiSOUOdmXbgPaAsiHw/5ExORcSbGw73tAJk7JJk02QkgyNxh+RTIboDcOySd96i4Wgzk3uFggOW+6qoW4G3SRqXqq9Xw61iOw6I6SOSQdOCj8aoMkBsyJ0qsV7VA5mqUu7jFqwgydzSePY7fdhVB7r2RObrtuYqAOxkrRd6rCDJnoft3FWf5fXDzsGy1ZegqA0nUyzYbfeFQkprR8cNdC1vizJ5mCF1lIDOv4c/kVRnbbykBMa/TZeO32R8ImrrKsNkhI9RVHFsv8TXC+kvsM5S7r3D6ujS2NEYuXlTqyIpY/cFBP32V/JPD8jHm+av5IP/kjYxtoIWr5Hun5GkwtcCRyKR6Hs/zI+tYvLp4te1C2wUy1aLmrAiSWbpa/T4DmTsBrLk3hpbtske2l6/KaOvab5C5JjUrQitXzUF8H7HcAbiwfGElAzJbLx9cyRxZWb26Cty5vsCR9trV3fbddjJbmz1/jrfXr+aDPDzcOcKchW9c3YCfb2SqcvMqQuwQO8hsw2BsZGwSOL20wASPt64yQLYK7NpuX136CLE4JIPMduWf8Wa5VR683oGR4aSKMyVIcfcqmT6R7zMJ7ldMkun6XNdIcLcK7lrynYZXT1ZPkgfH8+z81E1m4etUx06HEuRBjdJWT+MkeXwka4vHOokgn9cXGNYWJ7VAHljyLeW1TS50IMh0i4YxYM8k+d7xPHu8XryXZ3XXB/cs+bZ1hybJ7Dv6Tr/9kwjyk/oCn96hSfLj43k2dJOTMshPjt+AThxAkYW1RmoyBTGaVa3npifT8OywXJnzk/OYeJ4RnoXJfJCfnFQ39704Sf4bh44376XJJWyc94CrREeiaEuR5X8Z7vYYc8q9MrkySf7nw7KP7VX8Ied/bRJBfq++wJH2Orzgfc1TVyDYgtSaSAazZus3JskfvpE5EbWJ+VM5MqUScWuSJI7l2PzZnmQg0y5NR0YQbGeSfP+0vKCs5acI++IkmRI0XBJhlwxWBMn3eM0zhlVBBjLVrGqgpjpIZpsL/RZhX4UnLWr+hbAbwrPjeZaMrUEZ5PFRhWkhMSgGydzxPFsxbUE1kO8rOrcnmA/IkIZ9GG9QBvnxsax3DeyRQTWQ3z8sn+IfCiLID0+qmuC44YdHx/Nst4SCoSD5RzXKg6PJIKLNjiA/PJZjiCUVXOpgID+sL7Brkg4WA/lJjdKkyTzcOKrI4UJwvR1h7bDCCxre84/iId7sueYbi1AEQaaQUZypZV0rwfOlIMPyh8sfkodCxqZcnvulRHw5iCC/Wd8ZDESpzRzoUZRLrQQZfB8iyG8elq2RrAZXIcIR7L5sX/9acC0o2hkgpQILJOvBdcjtuwFqmEbiobIhDPaTdlcghcGMb82R4Bh2ST+zR8QMVFEeimwNe+lmUMbK+yvvk9lTuv52sFcHEeQH9ZKBHNrytL9vB2HUnkLTJ7QTBxnID44qLHvsBneDqX4Z5Aencupe6hqdQeBGeCgSp7OhihCZumTKgw4OvCEye1LFCQ126xBJCLL/GDrLj4UkvzO0b8Pj5kJvMdizQ40hMnMs6xUGe3YIQWaOKoYgMcRAZo5TI9uKnh1qC5HvKvsxBGrKikbZVvTCg3fyDWrLZ5e7qQFgXwhBZs4WGG9FniV5oRj8OErzNBRiID+p7QrEx5JxyZfHDT/cOqqw9hqCD/mJRWGklt5Ows3DPunUeQqq6HieWdd0KI1Fy1ofmQ/VfcRAvnssx6zrQghBflDJUlsMLUIptNn0UmgpZP2IAj6pj1If+S74LlR/VP0RuSho231dDpG52lw7HSuh6gvmAMw5z573agixcyEf8LJc7/RroTXIwVGFkY31kD4gtML2x0YoT1GyGdq+wEDmjmRN126FEOReJSvjdkgGysP5zmJ2QjuhrQsI8kNl1nZD5FY9NQmiHEErwuReVqNTFc6CzFUyuyDV4Swqho2i7qISm0ObQ9sZbEnYwQM4F7UwBPArQILNqjYC6sJ14YWLSoQ61TD/EQOkE6ee/yK59s8bw7kgM0eyBrOt4dWLMtY+WPtg8/zmeXLRlWfAKkfeFMMI70XvRRI9oWLioy3cFt5p32kf+nDoQ0/XXkEudqHu8zIMScjTgS9mrlsy+itPmFw+wbTl45GQ1S9bUvCGkx0yUjpg+nIlyEVHXHnEgi3yd6IQh/wrjCCfHFWYSR+C34dlPSmI6RTkk9qoZD+FzaBCYSXIrYZkfELpbQmCJMNZrL6Xi80PNj9Y65JhvWC9APXDjEhQht8HDChjKAS6z+UROqKlwtZh6/AQYLVrtSt90QhWz6+eH7owdME/7B/2duRjpXml2dORi+3m7WZ2FqFxWAubH25+KA4z+CiqKHCtwnPBc8HfoYU2MRcVYxVjdcMyvBLKf8OwcjwdlkFaC5Xj82EEOUuV4wvhLEi9lnJ8MYwg9U3yDcuvWDjZJMVSOAtSr9CYL8PPfI35SpjwssZ8NYwgfEZjvhYmgqwxXw8XAxEyGvONsBbgbZLGfDO8Cb9yNeZb+EJJY74dlkEcWf66E9YC4XMGgt0wgvBKjXlFBEGErMa8KoKAOxk2VR1BEL5AY14HNzMa88YIA6kv1Jhb4W6BxlyMMJAWqjFvi8jYeUsJiJmvMfdEGEilQzYALrUdNLogN7o3wkBqm+XWg8f2zHNfpBhI7Um/5BQJY/K8HHUo8hJfFwB5SNbjkWO4XXIb+yMvsZ9QHmbGbWTp8fQ4qTSrkA9FyGhGIZ+M5IOMZhXyqQhpLaqQT0fSEdJgURrmp5OQCLHVF+jmF4Df1Sg9pS1GEMRlydfSL0VkEN6msLsFJMa7ZQpbjuwvCK+uvo+YA7HVdEXGkvK8djWyCrda0WgdTq1lQ2a0KHJJ1iCEJd8TwHqEnDqSVbdvRBigYgtWATYjmzDiFK4CbEFom+wjXXppZlDfhgIfy1kd2Inkg3RlVgd2I7vwM7s6UBFFENspOieXdvR0j7HZrfI9VVHC1xesHlRHGaA4BasHdXA3oxyiU6Mu1CbLPjoao41Rcqo2hpt6YuiVhCoEogyE7yi6zCBGSb3GMkNblJxUW2bwwP3CZQYv3C1YZvBFfVHiyF9mGIpmQd5tkjWUUFEZevZH1UAcQq4TAYjikKOEolkQR86yRDJKTis0HqkogrxbuCyRjmqBOAqWJebhZk+ObUgsiQf3z+YT9UJ0AapHa/ViMUpa81cvlvBe3urFMtwrWL1YAQIpsnqxGkWQvsLVi7UoOZe/erEelUH68lcvN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USkZzJG06Pp64iBnvlwZhJG35qK4quEoR5C+Tvl71Qjzvec7ym/Oj+qEcM9wz0XGa6/tYibw0gPYeytsbc+7SF0Xr0XMP7W+FujPTNx5up8OHdHMd6zMAxdJcApOHX+6q3BX9/06lXwAbjl5uLVz4v0WoGbS1fvZtSfqj+VWSvkTfOp6fBf4IicunUIeoS8aRghNDJELkQunD119tQQ4uzI2ZGhC0MXRhjO9iI+cHApj5HbgE8Rl3sdjNyVuPaZ0PjOdBR/OBtKGa73Xu8dQzS9MxuqP6z+0I/QbNQjGhCNiPFejuI+QuTD24eLDJcY6vsclH+PMNA3NyJDs2Gwb24MTcPwFJwZIlz/8PqHo30cl4YuDV2zUd5f3t8wJ869Phd8jwozzfV+jmvfm8DiItYiFrGIRfxG4E4vTixiEQvB4iLWrcHiItavDxYXsX79F7Fux5LU4qrU4qrU4qrU4qrUvbQqRSrl8ymJk3r4jZXDFxXDPyscxfB7Ry18NpXwu1UdfOGq4LdSEfx2KGvfAn3te0Jbe5KmNsyhpn0bVLRJC/t26lvPpYHcPIfm8Vhe57iYaRtPaBrfPi3jCc3iO33w6V7Awo9gObr+MzX8f5N08D+/LjrXPZ+sed7w0XRMPmhY+jbhTvPJvYDrNi4PEOiA4eJBw3sViwcN7zLZ8jYcNLxL5ct7RMK8G84D8pOAHP63EYvnAb9AWeRePw94dhLu7vOA85z6+zznAWlrbb7NMtomu/Em2eIG2WeFs0F272yPzbY1drduiy18S+w3YEPsntgOm7QVNtc+2G3YA6Ntrtu5oTXXFs/1ObZ2qvObOvVsO2diK+f2beNMbN3caQWQewELV0VxNlNHZmyh/iZtcn7+zT6+uTd5a2/wo+nonKRw1fg24U7zyb2AERsNpwmkaDW6qHB1j2JR4eruki0XFa7uPtx5havGkQlE3o68vahw9UXKInNJ4/eKwtWlSbi7Fa7mVqu6FQpXg/m7IiYw+QaJS7M8nw3T/SxiYRic9r2IO4PZ2sHnCevO5eLewBeZ0tsZ171Q4jfXk/+mY/4yGpxGD85Cz/br7sNnS9VMX7OHM1/o8/uYvScenONzEfNh8vVLU3/dHJfPfHazIc6WlkXcDKaW+L1SgnNxxsL5786keeHu7g7J8fOn4F7gqukj7uxlcCvzMDXM2Xu9mT3s9HTcjlJdlDFm1sbcpTRdupjJSbd/ljD7uspnl5QW8mxwll9zya3z92QLfTJbK5x29ePi3+Lf4t/i3+Lf4t/i3+Lf4t+sf2b+qnZ2k3PoAVg0i2bRLJq7wRSsXO70TOEHYNEsmrmM75/EG5o7xcU86oWk8Isxd7xZ3w3mjtfCovkM5hZW+mT7z9CZLJrbXVmLbX/RfH5zx5lt0SyaRbNo7kJzx2dti+YeMvfEgPs5BYPPluVFcw+ZO97r3rvmhoX561rIXmcVOnqr+wQM8GaNcPlFr67WyYpftcZfKjPrFMWvBbySVafIfl0jQjf9luWVzTpJ8quqV7YYIXsVx0axbSLf8KqBOlXyG7LXlOtky6+Zoy96ValOljF4r6nVSbpfUb26Y6PZhP/rZRiR6Vf0Mlmmb6VM1uxvk38rkv2t2t/MXg+7Cr2qUSdLFJwlU0IUq0oKsLQpepUkyXlKdyg5kKc0Tnl1hcpAU7yqxZM0+rpX1e1k6hiaijm9/HUvRq+qfs3yKvhQJQ9IaJrfNKqQMC2/JJs1SElKwC/pOiOxAOWARqQcMPyyyhzIWsAvm8yBbGJOJEYqEmUqwEgd4w4wUg0gqaqMVHW/arLAVNPwaxIjNQlJHpuGsekBmUg9oPp1qigsHx3rggg94LckqjpZw3CIwHSYWhUVp4GJx/gws5htSTcYqVuYeItIGUtKVpmtjFUmW5y0LKwOjUhFMfyKyUkMTJU0Yg2MSA8QgfmxZOIQxaTiQoKKSzGIQZBpyEriVqpXlesUy29aVUhYkl9SA15VIY4yAlVIGJg+CcNSsZT8plKFhKmhR8mranUK1oZUhYSpUG1QNZIrtQoJU0dXCnGMSgVRhYSFrlS0wkQbVBIqLwliU52Vm+o1FCJ0qQoJChTrCikJ8yGZCpFYvVg0mtcMMIdyFRKmSsXJGoJChW+yVqbpZcilVDhlFuYDy6vMUum3XGZp9Fsps3T6tsosw35u0vNAmWXRt+KVAgFmgVxuMO6VkLcVRplIcc5XkbexWC3MZC1RUkCnbBYULdUo1QazlJGvZBmbi6yyFoxB8tZNASl5OyVvp6pO4BpvQhpSMkVjYCgaa2AqJgcbuP1UN5wmabCGqGIohsYThhRLrKZUYTk6fk3ToSxuh83U4nYYnmX3NVVyIGA/lQM8NgMpHoeCFPerIsXzQU81x453CnoAKeZOw6cSc4eVLEvMnYZx8C5DM5Ey8u54mi2kWFqwtmXeoZCdnH/KS1LD9CkBJzaFpVTDOBTZCU9R8u5UJzZFc9Ki5FOgKnbZy7wWKOdqPkeq7oSiGk4cqunkXLWcVPF6IztNyts53aasy3ady7rilKTOU0V2muNX1+26lHn9Ulnp+dh0ywnPCNj1KxssNpXs5Lyd4oRsqHkfmlNWhm7XuWwYjl/TcFJlcwnm17Sc8KyAUwaW5KSKDwnMLh+bpTo8ZGk2pXDeUMzqb9LohIOgrnixIbJxhQ0Yiuo3pIaveYnJLaoaaqbYpgIBr2yQlWp47YybXp5bhfUcrEC9huY8Mhwbx7HpOOZtQNHYQElNwMvzSzZ2kXp5zrDntrODqeSONa9l2AOz3Uaw3eRbhpRvD1LAqUW7+2B2ll2ukiTZ5W8PnMihdueiUzej2uUq2W3EcoZVneyMvJ1pc63E2wiFIjv8hqOLXSeSrDix8R4IudYeksmvrDvxykbezsyH57Qvibcq1mflexFFy1OGUxq2nIKxqQGnV1KdHkPi7Ytqm7cv6pXsVkU+HO6W7LaEdprk9Gi8BVH/pOVLSNOc8DTD8as5vCrp+RTo+RLPtzlJdzhUstscpp63OebXcFKgO72hxDmOSsNuX2Sn5u10u++we1wKz8ynwJQdPjCdvkgy8/Vh6U7qrXz9WvnSsOyepYb6YzY2WrWsa8YRXTIt1sHiUKsbjJctJk3p1Jg0g1oJErrkNZgNtjjTsTEdN5bkENyNyliZrIi5ApzyYj8j53mVnFl8+DNxXKohyiSBQWWDGlnqNUQZKGsETFbLdtBYP0SZrBSJwhrFxmiHiLkmikYNnk7s65BviaLe2+B2Xt7d40BNfIlSlu5VbPYg6VGzmBSEhYoim+zFuqTORifxAIsHbeyyxfqzRziVZdTmLylfV1KeR3gLpDq1B3/DEXHJHW9tVFf2KK86LYs4Tc7HpuXHWOJSjZUH51LGhywv1BbtMULn/KqxMuL8SvESv2qMg+wxQuX8iu6Ic808h/M4iEvzcRj5OIx8mg0eh86kBjsUM18appS3k51QTO4j4PAw43XNyZGpOyk1Wao0LS9x0NN8qqyAk1IrnyorH4eVj8NS8y1Bc0rD4vmVvTSeWsQJNGBa1OnT2GixWZRBj7BnpxGPPzKYGwlnWgEi0DtmxSK2wXkCt6ESt5isSE80Jjvit0EyI35rJDPit0qyokWzFOIhcogExUczuwALlB5RxJqOBPfspVmTTTDvqpeGAwrfS3zHHUsUIwr0NALwKCTDeWRyx4bmtGLeGJXil0ig11W/aY58i4ZLLk0jYUvT1L/b0jQ9taVpbC1cmqY5H5emabbEpGmaeSiMzwK84ah87LL46GQwYV6uIYrNDJRaNjzhRACZiw08tgOkHAc0GjkOFJWP6XyEYKO7pFKOFZkNAQp22diLqGx6jONsLRsXApgdxUIhm3o/A71oMq9uSVN4DdIAwYtWY/VuscZDoRk1ROnUJ2msHdGcSPJKnGOwUoyAXReGY2M6NibZKEZ9fI3KGG4NqxtzDatYY43JOGyNxXlECnAekXjayiTGS1YZq1nkKUlnnFnG6zVQxqpVtcpkzpZlMucJmqlTvZfJLE6NZuzEGWWyzsOTTdu9xd0rAe5eYfFKZYpi/1Z5uhTeRsoUw/5t8nSqdnNQePWqXhrbSQTz8qpBbuArANjibOmMLzFQmy7jxYdjjMzrrAoJqjIpUMN6GRwYNKmMN0KVDUCS31CqkDA0GjPKTJY8iRYX6FGA5mkWSWC8bbF5mMIeIT8gZZhsEGQSFyYB+0HkB7YEYDBLnE0jdwecZqfyMYsWTWqIMlTuXXK8U1NjLgNsTLMjQopFhJUvq3Y4Cn+KHliRqoFzf03thCRXi6bPbECj0pNNRrC2hGVFIxf2V5bdqKhgWTFipjXFLmFesNg38C4Im7vB57MWjdXcl+XUCw1hFhuhsSNhjliTpEUmnQluZMebFg+CNw+S4DSdVZNSQ5SONRBQa9nEks1fZWpaWECmhAT2HTj8sqcy9hPY2Xpp6LL4DFTlZcEaFS0XBMxaPkwFMByDwsGWZgWQsGgSjNWpG6xe2ZhjN0ikWIPUa9lAFMASV6l5ayTcUEtkLMsHIvJi1hBlYBQS9ghMsKfVBcwg4yI2lVWdyqZ5P1U2rbbxpsamraqO/ZJXDuh238+aKU1uscNlvFlDFGNOpZbPVZHWKEsaZclkliiDUa7QUkHCoESbtFSg1fJwDGzhGnmhpQYcoHjfjX2yzGLRUaBDypB4LLITi0pesCZQhJF5+zbYXNZOGFK81dTyCS66RImGprM8cFr8YbVCFK8VL01sWbnTjNTOPOskFcNLk0/GSDR/pGRpNUTpBnWStWxSGTDY8g1NIS0+Mww4GUCKMhAwnJHUYLNFHofExVGZVqaohehsNUmlTkRlNqZy7ZUqheYMBvlUiLsN6rCJQgagBSWaQTE7omw7ari0vsMoLCsDn1KFqEx2pzmDwVcjJNsvUcwv9XgGLUayBTRqSEjoit9iy3MWLc8ZTBaktTuLUcxfLZMP2bqO0y4kjY3dBl/4lHhwjGLh1bCB3Q7QZLIoMT5SPDomEllc/MfEmX7TwnqS2PCHhGwLKiobKbAKNeoJcXbKK464VjNtN1wECjgiEHo3HPHGYAFi3ZmaHbKZF4EM55FpO7aYYzP9P0WvzKQfCpOJPxQva0AUr8Xd44SeTwlUEr4V7JVQZOA9IFvXU7ikJvGsq2z5l5Z6h84QqfAhRCFGswJs+VemeqE+QKaEUnPnMmGA8YfC60VSuQxsOnY0A+MUyawyrYjZa1SK5KwfYQ3JXB5XTGc1iK3y2KsB2C4Ux4c9a0Tu4bMyfKrwWQI+VYijdApP4bN9Rqlkh+1CCThxKHzujnEoshOyotBqIONzGh8CzIfKKXRHi+IBGuoUzXLcGXyENRml0ajEKJxUWdhG7PUODNkwnJTaKx5oZy95oA/TWbhUzHyq7FUPanNYFwHqGBXL8avaaxrY0kg+lKmyVRzBVAN77OpLXsPkyfLaLCyzJRMmwFlcptPZSonFRH8qPIsvgXDRGpuVYjpPVS5x6KwiaZom0zBqy5g0a2RWtH1iL7fIdpGw/QdbFJUcQVKyo+cLJRbrDuSAE5esOCmRdSclmmZTtKhnR2bxmS5ljxOWIxbx7NG6FY/c8KIQSW40r50lg6+V2BmWnYQpikNpTlHZeTLZ8gmLuYx14opKezYoOhuBKiRYFx6oIW8BJBWdkSTJGyojDRyXJYlIGUdCWTMYqfHdAyLZ7oFMpKJQ62GBKQZtfaDQYbGolCok2LiCIVl8TNUCjNQwVpOTOMXHbo9IGduczB3I6AD7EEZaAWy6ehkbUlAsZd2QYpQZBp+jmY6AaNoColzDJpUqjWFlrItS9TLeQ6m0iG+x1TeDjzaONGjYkyc2V+eCvVpDlE5rhXIt44KAynY0+MyJBHnJ7rWYgGf6DZwe8NEVnzHxGfs4yakASeUSgZemHKy7lFhvix2UpNsDJ58sKNb4f/RKrAvFXlpiXSgFybtNLXNMvPZ7XvSrkrRDpa1pfkMrY4IQTgB4GPit2CXmlJzBBXWDzyvY0gXbmTDZMKfyqRh2EzR+0IIFH12YVMK4nne7JNBKluNO5p2Nzhf7FL4ZYRKlcJnRpmh1RWFlRazM3ZGsYT9V8nYqoxS+FKiwTpjty3GKxyGx1o7iMKVPZSGzxT6J7ChVKguP9QUqF5v5oqDCp4Y8FJ0vDyos5ypLKVsUZOHRApvGU8o3S2x3muL41dQ8xVKq2lspdiiGkw/NdHKuWU7q9YDjQ8/Hoefj0HnqZSYO2znS8yFjNasyiW1EsaVsk6/LKEx0NwJOMAYvDouvxvDiMHhxKHxtUWHzD+QLtDPILh8K7YiZbPXMZMnS7RUahY2eJg9F5kIInyiYRt6v6cRrsbTo9moMDwVboJ0CS3VSYLECJBajtXuT27FiY2s1lh0HLVCS3wAfjW07xY6Xdox4vCSE85TKAcMORQ6wVLF9Ip4qla0H8vSRtE5PVb6fpOT3k7hfSc/7Ne3qIimAYqO1RMmuLlmWnfTJql3BJIOTHbkzbEYlEdyOjTcLTWV7TJxRZcWpLdluDBLfWWLlJyu8hGjlkqWF7UqxtGDfTsKe7VfladH5vhNPn6rl3Rl2Y6DdJrIz+B4TD0+T7PqVbXYnKd9hd1nTbKaUNac5ktxolxBnbUZJeUq2OYztSvHa0p06JwlTtnegDLtRy5yfaa/H5ucAm0tQvDLfgWKNS+b8THbEsQG+s5SX1U3DseOrgVRvlmVTCnIElwYV7PptCutN5pILdWLcncJ94FNVcSjKL+sKFd3uRbnsRE8vv4jTQFI3wJkAlhWK5iiGk6RKSWEby5zQHMJ0utCA5HS1AdXpYAP5p7STrvHuTWMSlOnsbyhGfBk4GxGKMfoqzfJJAkOZKcAESZP1ojoJebWsP6Vpod2Pqjh6SPBj3qhoChQURLYvSCoAKNTzTNP0jucv8uMqnatWKKQ7YtiNgwi2VkhxsmZABOVe93+dDQDUbcnJBwU2dcLkUcOjZW6VF58jiCumzKlwXyHpryhMKMKhRGWrswabPhkS7UOgRGKqlFkMmh7xGYJMu3UKU/cw+JTMoG07TiCfqKRpQJMB0nnhEoRBKysmn0JYNDJSoRhURyqLy9TZdoizf6ey/Tu++cEX/mkRJMDUCFhF5res7HHU3nqzR08+fdG4RGnw8dbkUxq+9WbkpUybcliabQvw8GTF8SGr+ac8Di6NshLgo7HBt+N4yDIfjQ02ICiSs3Wi5NOn6E68ijNRZtK1bccn3ny8tfOhynlKceLV8htQWr40dFurJ1UGzj7XpJ0sia/4T9YnoL1lFBP4fIF6RtLskNiuDW0IaTVEWbTIrNQSiSkhIZaWh2iZiVtiX+iXWa+n2bsDztzMdPbOaTZn72igOzO/n246mbD3psmvPYez+MyNpdaepRHFd2LpKdewIMUapEy26nfuh87cgdWW4Qj12KFpASxTvl5FsqtCa0DYcuSAxSxlDWnDrGUjOM7sZVOp5dMbmqgGGK0qWEw6p5lqkcbd6BINLDKjDYlkRYnRJvYMpk1baG9pOH5QrQQkWhzX5YKi5cgWlHAFSRlbAKZZR1KhhXKFynk5TuJoZY4caNh6sNotJHXsACRdI1uDlnoMRStYWmKR2C+TL5MW7y2JYrBIarcsnUUtBzSst4CplJ8lHTb8Qaum9hK9rDGSgsb5IbEFddAkALP5M9MAYIMQEiZfK9bttTxaZPdiO9ED1BlzrSaT1oTqKE2STosF2GNTbxCgWM0A0wVSaBmqSsXRiD2sUrE/UXWmzYTtn1MaLf6RlsH4S15qnTrJ1ihsUt+keHHYxCku9iA4LpJGHpt38k7KMiUu/lt8HwC7EovvLuHMg3pInS2o0oxP4QuvfF+Hrw2xWQV1IRL3PPj7zu6ryoZZTilSnsK0Garfogk4X9TACbjGdKxQmFBxQOMUCXc8s9Q3s4yxbhB7P/3a72CJmayzxbKg+pFYWSBlKH4rMPptqgPqz3XfX4lM4jGwwM1aJvuQdppKK7c4JvAlL4ummRbX7DBZG6TFVe4DKZxsYioDjEZmw0YlX3uFptJMV7FKd2aXZKk5ltqEJQ71NMowzQod2Vu/9ntJHVI6pHXI6JDVIaeDywCPAT4DggaEDAgbEDUgZkDcgIQBSQNSBqQNyBiQNSBngMsEjwk+E4ImhEwImxA1IWZC3ISECUkTUiakTciYkDUhZ4LLAo8FPguCFoQsCFsQtSBmQdyChAVJC1IWpC3IWJC1IGeBqw48deCrg2AdhOogXAfROojVQbwOEnWQrINUHaTrIFMH2TrI1YErCJ4g+IIQDEIoCOEgRIMQC0I8CIkgJIOQCkI6CJkgZIOQC4JrK3i2gm8rBLdCaCuEt0J0K8S2QnwrJLZCciuktkJ6K2S2QnYr5LaCqx489eCrh2A9hOohXA/ReojVQ7weEvWQrIdUPaTrIVMP2XrI1YNrG3i2gW8bBLdBaBuEt0F0G8S2QXwbJLZBchuktkF6G2S2QXYb5LaB6zHwPAa+xyD4GIQeg/BjEH0MYo9B/DFIPAbJx+Dcy2zjlqm6nns5EQKUr1CwUHSuvCJzQefy19kGJTY1+fKLsQfg8tfT5DL1GKQfg8xjkH0Mco+Bazt4toNvOwS3Q2g7hLdDdDug7BTbDqOvxrdDYjskt0NqO6S3w/hL8Qcg8QAkH4DUA5B+ADIPQPYBiHwj9wC4HoTRFz0Pgu9BjMNDH0H6CD0I/q+HH4TogxB7EOIPQuJBSD4IqQch7CpMPwiZByH7IOQeBFcReIrAV0Qe6SNUBKOvh4sgij++HiuCeBEkiiBZBKkiSBdBpgiyRZArApcLPC7wuSDogpALQ4WoC2IuiLsg4YKkC1IuSLsg44KsC3IucC0Fz1LwLYXgUggthfBSiC6F2FKIL4XEUkguhdRSSC+FzFLILoXcUnAVg6cYfMUQLIZQMYSLIVoMsWKIF0OiGJLFkCqGdDFkiiFbDLlicJWApwR8JRAsgVAJhEsgWgKxEoiXQKIEkiWQKoF0CWRKIFsCuRJwLQPPMvAtg+AyCC2D8DKIYuEvoypILIPkMkgtg/QyyCyD7DLILQPXcvAsB99yCC6H0HIIL4focogth/hySCyH5HJILYf0csgsh+xyyC0H1wrwrADfCgiugNAKCK+A6AqIrYD4CkisgOQKSK2A9ArIrIDsCsitANdK8KwE30oIroTQSgivhOhKiK2E+EpIrITkSkithPRKyKyE7ErIrQTXQ+B5CHwPQfAhCD0E4Ycg+hDEHoL4Q5B4CJIPQeohSD8EmYcg+xBUfzP3ELhWYY16VkHD13yrIEg/QqsgvAqiqyC2CuKrILEKkqsgtQrSqyCzCrKrILcKXKXgKQVfKQRLIVQK4VKIlkKsFOKlkCiFZCmkSiFdCplSyJZCrhRcq8GzGnyrIbgaQqshvBqiqyG2GuKrIbEakqshtRrSqyGzGrKrIbcaXA+D52HwPQzBhyH0MIQfhujDEHsY4g9D4mFIPgyphyH9MGQehuzDkHsYXGvAswZ8ayC4BkJrILwGomsgtgbiayCxBpJrILUG0msgswayayC3BlxrwbMWfGshuBZCayG8FvMdpY/YWoivhcRaSK6F1FpIr4XMWsiuhRw9dLnB4wafG4JuCLkh7IaoG2JuiLsh4YakG1JuSLsh40a3WTfk3ODygMcDPg8EPRDyQNgDUQ/EPBD3QMIDSQ+kPJD2QMYDWQ/kPOAqA08Z+MogWAahMgiXQbQMYmUQL4NEGSTLAAXTdBlkyiBbBrkycJWDpxx85RAsh1A5hMshWg6xcoiXQ6IckuWQKod0OWTKIVsOuXJwVYCnAnwVEKyAUAWEKyBaAbEKiFdAogKSFZCqoJ6pAjIVkK2AXAW4HgHPI+B7BIKPQOgRCD8C0Ucg9gjEH4HEI5B8BFKPQPoRyDwC2UfQa+4RcHmh+CWPF0a+5fNC0AshL4S9EPVCzAtxLyS8kPRCygtpL2S8kPVCzguudeBZB751EFwHoXUQXgfRdRBbB/F1kFgHyXWQWgfpdZBZB9l1kFsHrkrwVIKvEoKVEKqE+ni4EqKVEKuEeCUkKiFZCalKSFdCphKylZCrBNej4HkUfI9C8FEIPQrhRyH6KMQehfijkHgUko9C6lFIPwqZRyH7KOQeBVcVZsBTBb4qCFZBqArCVRCtglgVxKsgUQXJKkhVQboKMlWQrYJcFbiqwVMNvmoIVkOoGsLVEK2GWDXEqyFRDclqSFVDuhoy1ZCthlw1uNbDub/2rAffeowpuB5C6yG8HqLrIbYe4ushsR6S6yG1HtLrIbMesushtx5cG8CzAXwbILgBQhsgvAGiGyC2AeIbILEBkhsgtQHSGyCzAbIbILcBXDXgqQFfDQRrIFQD4RqI1kCsBuI1kKiBZA2kaiBdA5kayNZArgZcG8GzEXwbIbgRQhshvBGiGyG2EeIbIbERkhshtRHSGyGzEbIbIbcRXJvAswl8myC4CUKbILwJopsgtgnimyCxCZKbILUJ0psgswmymyC3CVw+yjN9+HwQ9EHIB9deCfsg6oOYD+I+SPgg6YOUD9L0JOODrA9yPhzrXLXgqQVfLQRrIVQL4VqI1kKsFuK1kKiFZC2kaiFdC5layNZCrhZcfvD4weeHoB9Cfgj7IeqHmB/ifkj4IemHlB/Sfsj4IYvE/xRzfnBtBs9m8G2G4GYa8jZDeDNEN0PpK+wkiuno1KL8bJW+kglBNgS0EsE2Vmh5Gn6c2U422e2Y9BiFEaeP3HZw7YDIjz348Q3fDgjugNAOCO+AoTOJzZDcDKnNkN6MvzKbIbsZcpvBtQU8W8C3BYJbILQFwlsgugViWyC+BRJbILkFUlsgvQUyWyC7BXJbwBUATwB8AQgGIBSAcACiAYgFIB6ARACSAUgFIB2ATACyAcgFwCWBRwKfBEEJQhKEJZQKojtQEhBiOyC+AxJIYwr7ClM7IL0DMjsguwNyO8C1Ezw7wbcTgjshtBPCOyG6E2I7Ib4TEjshuRNSOyG9EzI7IbsTcjvBtQs8u8C3C4K7ILQLwrsgugtiuyC+CxK7ILkLUrsgvQsyuyC7C3K7wLUbPLvBtxuCuyG0G8K7IbobYrshvhsSuyG5G1K7WQe4GzK7IbsbcrvB1QCeBvA1QLABQg0QboBoA8QaIN4AiQZINkCqAdINkGmAbAPkGsC1Bzx7wLcHgnvg3A9DeyC8B6J7ILYH4nsgsQeSeyC1B9J7ILMHsnsgtwdce8GzF3x7IbgXQnshvBeieyG2F+J7IbEXknshtRfSeyGzF8rPZvdCbi+49oFnH/j2QXAfhPZBeB9UX4pKEJMgLkFCgqQEKQnSEmQkyEqQk5BJXDI1e+xxZPzhk9FHUIaQDGEZovhIhrgMCRmSMqRkSJOjDH1k6SMng0sBj0I+6SNIHyH6CCsQVSCmYMBxBRJklVQgpUBagYwCWQVyCrhU8KjgUyGoQkiFsApRFWIqxFVIqJBUIaVCWoWMClkVciq4NPBo4NMgqEFIg7AGUQ1iGsQ1SGiQ1CClQVqDjAZZDXIauHTw6ODTIahDSIewDlEdG4iXFmfZyhpbQqQF4GuvuJ4AzxMw/h9jOsR1SOA06Jh47Xe8mmzvsGp8RUIrk+tIGUZjW7nUIuncj0mNVKX5o8X3FhlFEyuccQc0251Omigym4UjpeOMM1Cl05EsWsSskShANr2skWhLmM0vaySdrzhrJpF8gduokWkNm2b2Vn08ug9i+yC+DxL7ILkPUvsgvQ8y+yC7D3L7qPvaD5794NsPwf0Q2g/h/RDdD7H9EN8Pif2Q3A+p/ZDeD4O/n9kP2f2Q2w+ux8HzOPgehyCaoMCUfXV7OZYIlW2C6GzGTMtShkQaFuwoiMoWjmhmb2FG6uOhxyH8OIYdfRyu/U7scYg/DonHYfTbycfh0r/j6lImUzJCiqnm6FzZgHZLL/0uW8yiZS0tuU2gNQqFqcaSehita6k1tLynB0jriUhZNfyyIROpsGN5GpEqW35TGGnRGp9OpGaQ3jMjdY20uU0iDXRrqMzWoByYEpGmqvhNI4BpSDdCphGyjZBrBNeT4HkSfE9C8EkIPQnhJyH6JMSehMtx0sRhatVsl9pk2hj8SBFX7mQL6rYCqqLZynCKfjFmHy5jW4YqsQo7qaETpUnX/ppWEHR2oouO4ug6clcNKVWwtRj7dIzB9Cv0AJ0sUw2poeBe/tvedBv+SgsKSgv++M0F/AkFC3F1F/wNFt2SYDa98WYRlvpvOb+Jeh7QBkurqODpJQV1ry5iEYtYxCJ+/fETa8miWTSL5jfQ/Ndr0/HP31jCzZsPE360nbD0HyfjV9ISbtR/VP/x9/+csPYQ4bmvzI3ku5PxLxVL8mbjtzZ+63c9c2FZdDKeeGxJ3rxWMwGp4ZZIxr9uf6Vv3OkU3K1/s0yAnAc4AZrWCD4vdy+Mh0sqhdodA23t3Qd620+2dx3c9UJL/67eSEt/e3fXwd7uk72Rvj5zT3frQN/u9t5IK1k/sbej+3hLx6FIS2/rC7u6u/ojXf27n4ic6N/V3THQ2ZW36W5pa+zujeT97Wts6Wo5GenEh07IBatKDrX2RiJdfbsbI23tLV9uj7wY6eVJefbJyIuUmsZI5/FIb5/jpfZgy0sUxKH+SM8TaHmivSPS0NY+EWRJ0aH+lv7Ivi+1n3xhapK2Hor097d3nexz4jzU39370uQ4jzUdfOLAjt37n9x79JkdTzxxcMfBhi8dPfRE096iSiF6AGIHIH4AEgcgeQBSByB9ADIHIHsAcgfAdRA8B8F3EIIHIXQQwgchehCKBOGUwFJDKfbWNHy1p7u3/8mWzkjb7khrR0svK+aN3hfb+1/w9rW3RbyREyewsPq87V3evu6B3taIt7UbrVv6vVJdwK/X6UWFBaKqCMdKRjfs+fT4Zv1RvffRgvUV6ysqxpor923e0tfbumWgv71jS2eks3tzf587fhDcO9w7Kky3uXJ1SUl1V0lTf8l9a+4bPQrFkQ3C9eOJnxdWdwlNNaloYVP/ipKSgpKClQdWLSkpEQr/FH+8v2bN9Q2jG8Y2NBxrPDa+tOlY87HIsfENxTWdx4TR3Z8FI3nU27j4lYtfgTCEL+68uLM8SmhAXPrJpZ9cttEYbYw2IZoRlxCXEfVKvXK242zHMEJTZkfne53vhVYJaEbeG3nvOiJcKqAZem3otYFdA7vKh8qHOnd17qruwjJo7v4siOQxbOMiIlggoDn31rm3mnsIQ4jyd8rfqbZxvud8zzDiIqL0VOmpckSj0qiMnho9Vd1b3dugzI7BDwY/yFQIaMY/GP+g/MPyD3OPCGguDl0cgtfh9UZEQ39DfxPi1y9DxChTWaNxClNwlphe6VjfnKuo1s8PnB8gjnF4rvTt0re/OJ4jfiMQvzGeo6KdWpTnpxQiL8LphYTlw2uBSqn6NAJLeKKWGt9ufPuLq6XG1zma+jmEmTe2znY3+Ny3tN74/t25bnud3dfsN5ou5H9dQemmP9nXdP7/eHNTAY7SX9C9YFv5pWD5bjxxEAqWrplskzwI85iClVMcpw5CaoabxCQzayD8EfebmGHmT8CsJjXJzGU/v1lIymcmlRshXSjSS3HoWJ3l/4GXnyySrdB/E726TXv5aRl6w1tAzlMmp4I/E738jAXSInj5GQwMoFBgBx40g2mx2rZrLByuSR88YEfp5ad4ZCucKfRK7F0ACr1Bkr2NQNYunfVqSj7KAKl10hlivc4M+C09+hSQoizzw440EjFwhk5X6qTpPP7XVarC9hIVbfSHibCImU0fBB4oqZfKa0xKDzsXoVp+XcMQs09B7inw/yCDAst/E7MHkcwdBNdT4HkKMLPMwoekCMGnAHMZYp/hpwD9xthn/ClgsUV+SIfB6TAce6Eg7SIpdGqYpYe9soeftzBsG4ud+1QMdrDUZO9ZCmjcynknlWw4760hyrIpLLvEUzD+UvIpzFvqKUp3+ilA28xTMHDG9SWmsyizU9mGde5l1yF0VmXx8yuqeums5xA4m1bbm5qK7HmKwPYgXnlFuCUrWSPlE6Z2c+1mmsm+0zU7vpX9Vpamm9Lu/41/j+H/IwX/9r8fIW9zeSkRhO2NDY0HjjY0Hnz6uaM7vvSlHc9hv+Q7BEUFtmzYYsuGm6qe1uuqnubSYeRIpb/fjWave2/FLvcukgUz/WJJYr84RRocO462KA1ebMUnXBos8T3kCIOr5xEGSaBrPuKACVdd5V0CyRHV/Q5oRNf6tf65rMnLRCCYFDQsGHo64R7Thob5mD7QpH9eODjjRmpPpnB+I8T+RyE/oCnrYyf5SQQ6gFtFh+15s1T4S1JlxTlrIBtraLteNuKHAL0HibmgoIazwS8+ckCVLO1+9f4JmxJTSHWI2Q7R1SnGOsV4p5jrFF1dYrBLDHWJiS7R0y0Gu8VwtxjvFhPdoq9HTPSIqR4x2yPmesTYKTHYKyZ6xVSvGO4To31irE+M94lFW29ZsLH+KSHH+8Wi5UJ4vzh4bOyY1tLU0txSelw7bvPbcYff/tdave5/rS1Yvx75rXioUnvdjeZx9+MVe9x7Vq5euVB+W825TpyH1zhjCJwNnK+plowTGBdksH/AGg4NiGhWrChZJUS7xDSaHjHTI7pOidFeMdcruvpET5/ow3K8oQNByH1SaOe+1cl9eI1eF17Dc18+VNn4uhtNyB2qwBZ387lfdcPcZx0DQw7svHsGbON/3cE8Tz5LaPlmNrntTWly4QFxHiNEB0Q0o9+ODYhxDHk8MSAmv1GYHBBTrIrWCOFOMdopZjtFT5cY7RZj3WK6T0xgUvvEXJ/o6hd9yJMLdCYIodOiXV1tTnWNuvS6URevrk9fqxwfcqN5wv1ExT73vjvIrLFPCtEI8U8K0WBJPCB4Tok+bJqnxNApsWjaz8mMGHFyVrBarytYzXM2+lpl8etuNI3uxor97v13MGfZnxeiEXI/L0SDOSsSXNgNnRKTp8TUKTGNuVkqhPvF6ZaTs3jCyWKHqNd1iDyL1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tGvJTXAQedGA1oPKSh4YxO9LOeV55vOv/n8nwjPNy0pePGbS9B8sa9zvu/AfQfmfhHmt7u+3XXiuSXTzHCYTP7NmDQd+8U/8FnaNOPonkzTX3Fe1zmtDOi9QbckLVOjLVoqhH5ZuP1kpJ8t5Hawyd+eroKKNd29T2B/dqi/t73rZG1fpJ9+DbScjKhIP93eGdnD9P+r+m1vkaISCilzDLLHSBEjdwxcLeBpAaYlM3asvmW8Zei77Y98tiNprD/uj3y1n8c6x5GEKQ5u9VGR0y39Lb3znwSxXw968IXu/hucKmnq6o20tO3qHujqj8wV6MT5oB29rS+0n77xOSLSt97Z0jbn6ZIpBxjyaWY/n2jvbO+nc2YvRNrmPc8w8drULV/Gga77YEfLS5FeeuNpb3fHnAdV+MEGdo4N+aq9b96zB7brQ60YYsfu7he7FnKuLH8e7VB/e2s00nso0r+r+/SchTvdV3tXR3tXxD5us2VnS59NL+ykxi4sS7S/mfNvtt54Y6S/ZWEenEOA80bSSy+hxXp2Xny7hb8DFxmjqysyV3nP4Ylp0c/rpY+OSvZhefexw4acPICF7hxVuT0qcX+87ihXiSOCqcRpm04Jm7d0dbdFjtoNecvxluORDn8HU/Xc0tF+HGu4LfLVzV/pWzf5DFNLR8fxltYo9W0H8Xt/V3t/O+NLoX7THyzUYagFChOvkfnDP0DDtfC0TULTQP2mm9LCIz/saf2mubXw5jtOoG3CIOo31dsfEz/zq6Ntm+fKS7gFhNIfVtGN1Lrlt0jpbulEj57vzgXh8BwBrJxjABCEWAup5LXfEpU8tpmIspUsCAWr/8PnecOxQuqGKFQ7un39zmJm01q9rmktX8zs3FmZ+Znopv//4v4vFX/p/ktaxy89XTJ4etp7GkpPs9c0DJ621/FPHCspEcRT9yFZNE+VlR4qPc0hZH8mDp7mmELP4SSHtD2LXZefxka2ORBcH4uX/pPnY9H3sRj8WJR2V7z0p+xjdZFbCP1DYehjMfyxGP1YjH0sxj8WEx+LyY/F1Mdi+mMx87GY/VjMfTzxFpoBR+/xawf0uq8d4GVz9kilf8CN5h33OxU/dv+YSgaOloz1TSsZOMpKZqwPmf5f7Jc6PLlzJZJ8n2P7Dd7yN4FEiYCG9jyadtFy0/XO6518gQiOTuDSc5MhTF3pC68R0ES4AljfQN8lBF9SGZuEVKUw09zCkHhGJpLPf18eICw4YzwBE9Hy3w2nCTeboPlUZOZegbmpdZRjkxY3TnR3YL/Mx5neZAsULN0066NUC+RNkpnUvObpWUNJt8ANjTD6KvUtiobT2epXynS+F+67X6iiyZ6q+nWzygjwW8jV0VczLXDpVXbySuaXL+JcFGetqjX6fVLtp01/rfqVbAtgCLkWcB2nl4fWyvTWVJPu+FMYLSv0MlaZJpTsFsCAUUukhKmQVLNWtuj2QFJBVvhNjbpUprNXmFpr2DRYpiQzLfwydgGfrJN6P3NA2gPkQmpoGhTe2FTwdNOsUxx+2QVNJP5l9QR+a2DJTMNmKCykBTkvWSU83dLWRjJpHxN0d9nDBtke6MXaibTtb+tzbNvQdopUnH9yDCcnOzo6nuzubz/R3so6eB4g6edPBF+Lv1iwochLBcuLWOBPoB0/Ij/hbjfaTY1oeTsOYEWrBFcreFrB1wrBVgi1QrgVoq0Qa4V4KyRaAR08d2tGMHZsT6E3W9a3NLdcb0n9snDou9rxAecFl6ed7eSX9d6X+Vt0Iq2V1W1uNB+6P6z4O/ff0Vt0tNaSsembyRrfTB5rnfIGHWFVl9b65Fjr6rFWWWvdNta6abCtcpNQWX2i0n9ifQU6wY5eEMrb7QS86PT2/7xEr/vnJby3hyOV8fdFN/3/3P3zip+5f0b9/QISUfKjvc6O9ge3Tcl97t1CDdNDeq2RZ0mt/fJXLn/l2k+v/bThSsOVJob6YUL1u9Xv+hkaOiaD6aPayujV703gLKK+s76zAcG1Ts/lcQvUzefe1xrDciXV0vH3SeF5FDGcHk7XX62/2shQfoFhpHykmmHo1BRcGLrgKCjXfzCBYcRI70jvNQRX+yzP4xZoc9912ZmdDSaYgKp9WnVPr+QpbOKwwgSzEdN8VmYjZeeFMhvFKMxRbhOlhuU0tXyml8rUcnXKbqJ2qJQ/a+2QtvFCa4dinGWTanahZK6tn9mezr3pNb/e8Hyh3Hij6ovV6+2ZptXCX86BoyK9PSLVCtwULJXndJRuhbxJTTLpBZjU5zPzhDZ/RPMnYCEpv9n0C+f+1Kvar8VHec9W9zTO/YCudaatFaX0z7201UOkl3Zj2Jv0FS4sBryKxuRMic6bGvxh8Q98g4VeJcBdcA1DxavZr5I/8wOvqnPSqxpsT0bykm4pe9E9JUX3q7JXC9iPZH6EzrRVSAN844ncVJH+KPNW/n0WFF0DTkHZBDsvqpoUlKKw46uKHYKl80dVckDKUzp3hZRRh7Is7erQLeTs/nA5YJFIrKlYWqZVp0l+3bD1UenNDwa3wTJQJR47lp+u8fsD6HX+LLxoG9BhV1aS5/400wqj38+2wrkf5Fqh9M9dbeBpg3N/6muDYBuMnQy1ASvHcBuEIxCNQCwC8QgkIpCMQApt2iDWRp++E/TpVewbAs78IN4GiTZItkGqDdIY5A8yFG46ApkIZNG0Qa4NXBEo/74nAr4IBCMQimCMuciEUicKxk1Ff8BX77/yJ/S5+gu4t5K0Iv9iJVfV5EqYtkoYe8f//37s39jXy9zZbVEHC1x01MG+6siN3ffrdd33c7lxvLny7PfcaDLuTMXH7o8XKDWu/P6/W7JQRcjp4p4/6o9CB/BRlUZNRyCbLnmc6TnT03yqmY1WNBrlRZ0FOaQoKConmtmiZsMz+aQQHN+zhTjrwHeTio4d07UaO7Cieru7dve2nAyfwI4/MNfT6AkIzzBRZmbacyNwvXHNZHr1sl9yGrfklagjYhYad6EEZNtCsS1o4kxbj9kyxWRU4gQkT0DsBMRPQOoEpE9A5gRkT0B5NncC6Dz5m28+P3uD4Py+YoqWr+fTwtGWQWdC9ZLDl39Uqdf9UaWtpnik8my/G80n7k8q/t7998SXja0lxW3T+LKR82Vxmz2b+beLDlueL5yHLz/d+enOzz+luRWYe1o0/N3h79IhPnZ876fXfzq2c2xn8ZXiK6WIakQjohkRIUQj0U7EAOIMgvTBzkbPRjuvdF4hvbBz0XPRM1fOXIkvE9AMRgejZ6+cvTIUHYoOXhm8cj56Pjp0ZejKecTF6MX8/VYjiGuIxDIBzafRT6OjiOrh6uHkMgGNf9g/nFomoGnEimgebh4eeHfg3foOwsX3Lr5X3Vnd6UeUvlX61uX3LjMpmW7B+vQniPc+fW8U0dzZ3Em3YuG8vfP6T67/ZOy9sffGEfA+vF+MKEWUI6oRnfg3gPC/73//TOcZJmE7hwgd9Uyhsbvxc8+Gbg3mnlM1v9X8Fp0opLOEo+nRdGdPZw9chavFiHJEA6IJ0Yy41HOp5zJiBHENQZptn/Z82hO5GrlKGm6jPaM9A1cHrqbWCmiu91zvOXP1zNWxnrGec1fPXR3vGe8ZvDp4dQhRfKr4lHPNVzXCj0ivFdBop7RT9Qi4ABcyawU0xReKL2TXCmiK24rb6i/UXxgYGRgZPEX49INPP7jYe7H3EqL4e8XfG/tgjM0Y6DKwhnca3in+sPjDUsT13uu9dDnYWO9Yb9M7Te9Uf1j9oR+hIeoRDYhGRBNivHe8F/qgr/nD5g+L+4rZbGPiRKOjU7lYub/Olet0eNTZOd0c7+QiVyY6t4mujbq1yZ0adWiDV6gj453Y5C6Md1xOd9U8XN1JXRLviKgTog5o/L1S1sX436eOhbrdqd0ZdV+zdcxYdgOLHfNcHTOVGKVCcNoFtQmnNfC20Hx1og1MtADi/sm8T3x/7irxO+f1yZzO+dvh6voLF3uJczm/Eq8Sn/qRI4kTmz8k/mMHxKdwPXH5bO238XTj6cX2O3f7pTKjdMyySzVV33e25aG5l2vmlrDn0oW+kabzvfp/52K+i/Svb/vfC9OmZ/va++hC6J0trVHXSeCmYOnmOZx4TsLtMwUr54rWdxIWaFwzzPxxTnYz0+885raWxC0xCy+0my3Sz2y+mIzPnwb+ii9NL+MLBjo7QE8/2ZFIPRYQ7SOTaMVWEPT6ixmXUGbwH5EfMfVv9lxTbHf8OzEqllm2FdMQ0iw6zs6d8O/YL9GJxUjfESj7/9l7E/i4rupgXHPf3CyW5dhOZBzJdiZCxo7lkWZfpBhwbIW4shLHthKIYuyR5kkaz+pZ5EVWEuK4HyBMUxpRqCy+tCBIosgOiwlUmCZtHRwLJe3vq35/QBVbogZQxVfaqi2fMPmfc+97M2/WN440kwDWPXrzlnPvOXc799xzNyd/qzNaOS+41J39WjixtSfWOPmXxodxhzz2zSbhWjluUyfFbQjwdujwGr57ga31Q3SNw6ZgxWYaeh4X1OMb3BmBGzxsp55H6yzenTzXcA1phRjYeFi9D0trQm3comK19WEicG9rTJy/yZCA87fxduxnAq7q55zJWNKvxSpFUw7RJCUwt8Q4cX8D/l7i5dtruGnGNvNPWp1JSu4GyD5Kxn6m1eEsbxagWfrU2kl7uigwqDNJ2YhvOil4geSBe28nhaAqD1LIXnjPdxCwOnVGKSLwuq+TsoyG24FOKn5juBORR9l1DL+BP8jhSQipk86z+9IuChla2YUT3GvYfUMX+Gzqwo+tXXTtCW8XbXy4B1/2dUEQA+wzC3KY4cPbocOj+BY+QaaNddHJLrwOPT/TRSGj5rvoqedLPXAZ7eIXOaPm8Ra+gK9KD+19uMZD1/8TToRnaeWhwFY8xWoO0oaDNJ5KcOX3cG3y4LXVg++bDkppBfnq9SB/kKuYYuy+z4PRGvBgbIc9mApN7I2XXUc9EIkxKSaYZPg8jBfwNwno7BbTcR7vwNPJb5cehAuQqIFaYTMp8m39P/UcVNi0SxTGbbZJgcof2as5/53z31m44XsxnKrxfNPPN/1c3jVAOTVfMp5n+ftJfKcBhc1xJbl3UWaH4MiP3Tx3oNfVMKu94Bp3TbtmE5bMY7Il8ymtrf4pLbdkbvlw1WcUc1XbIxF+uAaeexJw42xrMSCGcW52xfBBWvGjih+tm6yYRHvn0IeXTb2aYu8c+jCzd069atwuvHodt3m+qV0Jt/mdyTu+Hc2IfO+voQ+jk+bNoZWCb2I19Sq6bK+5V+zyJgUi7X8FXaUk7FSVn19vLblNk6R7fUIx+SxbAo0epAAlS9+vhjjGEFOAcGlvt+pwTZZFb7LozDYru5G+oKWcbdPqmDxIZw7SeajzPVqdkW+2YtWZnChBcMpW+VMlSWX01evQQaks4XfLtGTnYZcHFzsoGSxZVpHYjgeel2hJk5e2ehNnNffIU4vO2cLneOmxfrjKnXysQ7u4W+zwBXEGd4XXSyt+XPHjdf9c8c9XUGBWrtmuSZSYXEc/DT0ADrK3/4P9HySNzzU+h5k699zcc8kP2dGUnYlbS8rl/P5g0mTDeJR6vJSDpVb5us9LSdmJNTbcCNfoZBvuWJw6E9tEx2gf/zupbTev32548tUnX8Us6LlPA5D2QiER5DQ/LtfZr2hs9V/R8Ald/vYqvbsC4CcVP1n3WsVrVzahK+cccPTDRpPYJfEY725ZO6wdZEtHY8cK5aAJIeXy/K9emeNewVbfK0gbtX+4avTdpAL/f1rx03U/rPghFoh97cvWpo6Y7OM8r5VHTD7+bXnE5LZcIyZvbXsHf7u/PQbuFLi+MgIwwGCMwQyDeQaVyxCUe5zKrmYZAWhg0MSglUEPgxkGE/dN3Df9wPQDNTcQgAYGTQy8DHoYjDGYZDDDYJ5B6XKESgY1DFraWyCh9rU3LCcATQxaGfQwGGYwxmCeQcMKhCYGQ1uHtrauIABeBj0MhhlMMphnULoSYcsDWx5oBNewkgBYH7A+4F1JAHoY9DEYYDDMYJTB+NbxrSd3n9zdeiMB6GMwwGCYwSiDMQaTDGpuQmhg0MOgj8EAg2EGowzGGMwwmGdQWo7QwGBu69zWxHYYJLMhXM3p3Xq3FVwLuIZVBKCJQQ+DAQbDDErfhaDcR1R2le8iADUM5hmUrkZoYDDKYIzBDIOamxEaGPQwGGAwzGCeQWkFQiWDGgYNDJoYtDIod5e714LzVhCAHgZ9DIYZTDKYZ1BTieBl0MNAPCue7askAAMMhhlMMihdg1DDoIGBl0EPgz4GowwmGcwwmGdQuhahkkENg8uHLh8aXUsAJhlUrkOoYdDAoIlBKwMvg1EGYwxKb0GoZFDDoIFBE4NWBn0MBhgMM5hk0B/tjyb2wrhaSK4WEvVComwgeLtQI4t7LuhrZInOZTlI7komgbngBRHLJSHIvT4mta609eFtTFxClzKB7JUF8O9eO9SqgMK1RBzenraI5xvPZ0wpohQTXDpUypWeV/cauU7z2lzDqizUQV71sJKxOgAlvpKV1yuVQVzSxOtoA6uOk3Ll+92URn0KKLQ84vB2SSSehzzPMcWSTo7J5jKPROU/uvPW/P0h/r/jdgVa+F/qrEC+bwI/BGfSmzorUPl1xksBJtNgRgHxlyUrs4aT7nEyS8jp4efDQ27M3JAtnLcWWj5U5hksLp/FgYXznAOZjJzAM5PseovJ/8gadtKS2bqGT0y38NOUzE74xan2Nnw24QZEDjat3biG77NsX2OT8GzSd74a0ozPRjzryMZmfGN4OAPfAL/8u4NNZHdMH17Dp6+zNza9FUPGCfoO/OVnINVb7LhbskMKySZxyufnm0dOjPkoRMXGvY2c6PPDY6mP+h+pjF9qEKUhfqnBd14fbfDTUj9thauPAh6SRKZHTjRJWCMnWvHixUsPXvrijw0YxgBeGK1hvIzihbEzqaQ1cmIGLyzQ+XgAA8jnGr6vkSERqBRyqXSZPjwZZ6MUfVQyb3wpgnXkxKhfDrkmHm8vXiBuEICfRx44xbtW9uiXg2colfGv7HEgfmmKozThpYc9+pJCaY3TZZcBFje/fGGPA1KqSYnT4+d3UoxYfCHBIM+A5rCfGhv5rkT9OLZxH/5sekIx2oF7N99321PPPHPH0/KrTXvpou9DlL4psxJsL9le+g+rBsDyhuWNd/s0AH90DUJ3c3fzT1t/2vq5Hg3ArR+59SMpWxClbjqUEr1n5OgdfDrxYkmCXiotTkdhU7yOjD5I+34uTLua5RGMh2Tb4iWNrf6SZA2NtVdZ3RUAb1S8se71iteLaQ1t7mjuIC0d+7JaQx+WOY7obPURHee4t71qi7sC4GcVP1v3ZsWbV8ZxrpO0kEWJybn4T/LLfoWSInagI/6OWEdvahTWy1F4RI7C3TfY6u++gRt0yz5cVf5cBcAvKn6x7ucVP89zArxW3CC8IRt0aanKFHjczfdK3Ns9Wf4P0y3GPssL2Z85sY1r80vNL+3L6voP9h/ExbX+l/wvnXsW3WQZAYi9hK50GQHAg8zQDR1MuBHmMpn+ZXfu4LmDsw8kXP9L3A0yd/7Z88+ee4m7kQdHHhx/SXKt6HCJ7/iz6CbAjR+U3QS4Kcn1LSMccFov9aKbX0YAyrzoSm8gALitydxLcy9dBoeDqOjwSCU9c1vAyZOAx18YfwFXFcvrimOSu8Am7+LEXXnKLk7U5S4xXXf2O0qHRzXxdcl8TfLAcsJhzovuMnO4pmnLxUwOT3eKKRwe6ZpwLRdlJ0oOhy7S3ckR7nov9kqziGWHK6n6R2R38iJ3oysIQIuPu6GRoZHKlQQAz5TaYt5innqTu5O+k+wcKRzMGFtJ4oCHzKU6XHo9C+4yc7MjsyPlL3O3Flz/1v6tcyNzIy1bW7aKL4sv+8H1gis7k3DlftkNvSy7EXBNNxEAthQtyTWDm3gZXeo855jffwmdfKbVqUvo+v2yGwTnfxCdHv5Otp5sPQ9uDpx83lXs/tj9Fx648EDz/c33J+8vHl/E0nKF7u1eEfGH6d7ayMbiuC3uLYr9pKcuTV2azep6g73sUD46RsfEM+j6VhGAsjF0o6sIAB7Yh64/mHBDzGUaWZHdOXCNYwnXLLkW5k6eOXkmNsbdeHA82D/G3RBzuGHB4Bl0Q+DmgrK7DI6GuGtaTTjgpPxG5iZXE4DmELr51WSeb/Q0OzY7NgcO56ygwxPaepk7BU6ewq9/Uf8i7pEg75Lgl9xaNvUep93LE+5xmj13icn2099VOjz5je+ywHdYGKsgHJoPoWthDteRWsczOTwsrkXh2GHXcdcyLjtRdmczOb/kesd7pTUAssPVq71nZXdynLuZSgIwcoi7U2dPnW1aQwDwiLpmc7O5qYTEYfrQNDuaDkeJGtaSOOBRiqkON5OIgTvJ3NTZqbP6V7izgptZSwCmz06fjb0Se+UUuH5wQ+Docwk3FJbd+CuymwA3uY4ATIRT3RQ4+iq61LUKNDL4Kjr5oLwLr6LTR2RnBdekIxyseqveqyMAPQzWP7decZbelue2PFd5KwFoYpC8z398XdpVef274K7K66vy+qq8/oOX16odWbkTm96FTe+6Yvc0W5eUd0XlTmiiA5rofqZ1Plmnk3UlkzuS6d3ITF3I5O5jouuYf69R2WfkvcLei6k9PLlvl+jNyX05ZT9OZL2wXD0w1vvCblaiiyV3r5Sdq0S3ivfLeY88ufeNPeVs3Vvefd2S1nXlHdVs3UrsUKZ3CxfbJIJHOrNjndPKFR70HHdJnWjsDL8jjCJoEJGNIuhwYvjvnVFE/+VMrtBGkenYdExZmfCw7VSX2yjSup4AYCnu/Yfef/hdM4uk1DO0dKurTLK6lK4spStJqAhlU3640iOrOwlVJ6HopKk5qNxwpSVZZUlXWDIpK8mKSkJJyV8/UWonXP8ADSNFl5C1iCS9QVYalArDKdbY52roWSOPrXmiJZdbcWUbnmi9uRLI1b9kVQ/Vsmy6FNeV0vUkrhVl019Qb0nXPhZb/8YD5JlLK1p4rLzskjU21LreERo4at+yBo4O1+78/mngX87kiqGBi91it7JC+bvTXW4NvPU9BABL8vg/jP/D77QGnlzxkjaLyD6lrj/tPtVP+lvlKjO1CXrZfGSilR5++vdkKpmeMnOXncv0b6m/2acSqoeqxnNq6On5kNt3+tfMoWTjJnu6545PJgrpZSQ9X7LHON1HtnCzfc0e1+yY6pMhs7/NVWLVyk7mkFKvmfMhW2qlPmXKi8xpnI23bHjZ8i7bu1ylSD3kXCVEPaVz53f2nFTzmYvDhI/fq2m0V//+IP9wUnPMU8dP3Rrz09ulhcXyq0k/XTiMvVMh/yiULF2tTJYZP80H3gL1PP0WJ9aLktGLWCqKVroKXbaLk/IL56dwhbAIULhynl5b84RFYf4thPa7CEXIvrcRCp0ybyFYXa3Uus376VuGHOHz/dHMFh0ejmDDRSZssyyzvdpkMuFxCVb7ZpPZUm804qHd1mqT1V5vt+sd5mo8Ncxq0lsd1Sa7o95m1duNG/F8bXaomKHabDOz08ks7BhwPHPZVm12sCMbLNZqs9MuvbMYHRxvswVPEzeYwLdjjdGpYAK3I2u1aashWDzaGU+BMNnq7Wa93VmNvLGAeo/p5JAGL+iAS3arsxnrrWa91Tn0OJ5Qwd6xvVbMFnYeBKdsdEAEIWQjBG10miTOTEbpO9w5OTm+hRn6BQY4ltEmxQR3SWPf8LAKPIvaxPaag6S1Oeutdr3NvBHPQ3eY9UaHc6MdTze3641G82orx7KYJJYt9nqbQ2+38K3skZgB0tyEm/lY+CnXJp3DJiE7jfUOg95h01nlNzZDvd2idxg22vDQbsgMBz/bAxmxcpyNJitQx0PajUiNMcdyluUiRAAS3am3WVnEbWa9DdLZ5JC/Ogz1DrveaS4NUDytnTFUbTTb5TurVU4ap1NKcZ5qOpNB4tFkqbcZ9DYb388fS5+RFwydXUaxWzmKzmGVo2rgb3hs7Ji18TRgN1BGdJCuVoveZuCZbMdDRRgzLFmMersdT+DgbzCd7Xq7mWcToJqlGOAZI3KspRjwU00sBoidrd5p0DuheEC2Mn7mj2kxUIbXLOrMNtkLP6pC52DLt6xmHZQsqwNPITcaLFLJMhohUia9zTFzBAIxyz4N8SLB08Apx8Jpq3c49U4rFECjnMomOy/i1UaLVHT5Hn5YcmwOmZDdxI5AN+ocJvmVwcmTBDxa5ZKOlQQzoiZA4SH+2i4lce+Fajx6QQrAYuDcrDHZpKIP2ceqqw4EgVQc4BvLEfAICcGPboFklRIREs5m0dsN1SaLXGxMkBE8Qia59rLElu7scn3jMgKIQrG2OfV2nigSa+Z48uD5MkzmGBEPi7DOZpcrJEgcyGmjDSqkXa6QOkc8FItRlhCQ7UbwA9gsUS14+A4kqk3mRZYppniCm514hKPVwA6qcRr1TjtueMilml2uLGbAl+SgXDnnIeWNFrMsWw2WuDiySMUHj3Hk4shk5gEanRYeoCSg4A1UG1a6QRhiiUdONkIdMJohumbnRkhPsx2XKzp0NokCqwAYL5Se0hs7rwjeIEXhwfKRiTPkDaso47i8A+S5JJmqLaa4ZHfK0t4K7+w2vQNKg9Mal/vxO7mSVVss0h2ywm/MUu7pIIZcrNnNkFEOyCiLVMztTJKz8HmdwzfQbnDaprj8sMltAhZSLEsYc7kqSKHjZqAsI81OWRpYoHGwO/UOa7UNipfDoXfCV4NcvMxGmVOomnKJt0vi02hPEh9MlNs4X/OHKB7ixOr+0ON9Idp0lLJKyjINUhTiyMPbjOVHyrbhw1RnlVJEiqtlIxRCqfEa68aiY+O5uBlTBcqqHhoBKA5yOTMZDPECJbfQJotUBGoOUXYaM5MUrN1hkn4zJLZcO1glY2mlgyTijTAmHyuam7G2GY3AjNGxxiTVT7OcCpCocoJbDDJti1GWR5Z47bWYpVZAqjHAoSwBsdExmxLtvEnSWqxMZNo3O/AcGKMVt7SrdkBS2a16h3EsTPFcK7mR2GiChoirKZtNjGFIJBMQsVrqHUa9w67D9EBFQ2qCIS2xxTTZIA9MTccoayEteJzWRhM0yU5IGIN5s4nJCMgnkFJYLGx41hTUcJOkMJnNkqyHOwfP52qzVZIXNWFIeUhQ9nqzEaoOkARyxs1Iy2gGbi0GSTfDZDZCywApbsR7i3R6qxESpzJAQXQ3BGhTgLYGqDdAewK0L0AHAnQ4QEcDdCxAJwN0JkBBzpQGKbaZ0CKwEgP3lUF8XxOkDUHae6wpSAcvtAYpVP+hx3uCdI3JJIvcuFQCTYQpIKDwGXABtMnRF6QDQTocpKNBOhakk0E6A6EGaWmI4ga5rMxCHTHzsrURiraJp8tGiKJJ0iQhNtC4WPROA9zKypb+sg6aHJbhoO6h7sEzySJVeqtU6SeP09ZjtDJEa0K0IUR5w4hNMNzZeRZvRmQjFF8jll+Ucyy3jDaJAfDWFKKtIeoN0Z4QhQo6EKLDIToK9xCtEJ0M0ZkQLY3SjUY89ha0Y4MVPM3Du0O08hAtRTEuKzzVWH5sNr3dBDWs4RCkZtMh2noIE8Z7CIPtOUT7DtEBuGc+R9nLsUN0EnAOURAWpWFaGaZQShrCyE9TmLaG8b33GD564WWYMjkCZX0jRBcSGM/whaemhzGTQbZKTMJD68NUarKxoZAqBgignmO0vKPvGB04RkHSDB+jfWE6EMbrcBgDGQ1j8JNhOsNu5sO0NEIrI7QmQhsitClCWyPUG6E9EQo6UZ98bRYHInQ4QkcjdCxCJyN0BuCIdj5CmRCUKgCkZGWU1kRpQ5Q2RWlrlHqjdPQYHYMIRmlflA5EkYVheMluxqJ0MoplfSZK56O090JpjFbGaE2MNsQwXZtitDVGvTHaE6N9MToQo8MxOhqjYzE6CQgxOh/D5CztppXdtKYb+W7opiBBJ4/RmWPAOi3toZU9tAYA8qyHNvXQ1h7qZY9N3bQVvHQja6DNWGRJbcWV+Ta9yQj3oLuAXgXSAKqwzSb3bDaiKiV1kUwguZ1mvROUGsgErsKYQJllva5qPMBKam1ACrHiCdz19NC+HjrQg5R7uulwDx3toWM9dLKHzvTQ+R5aepxWHqc1x5HNvm46ADjddJTHrJvOdNP5bixhDcdp6WFaeZjWHKYNh6n+ct9DUOEHHqLDD9HRh1AINB3GrG09TL2Hac9h2neYDhzGYjF6GPN+M2qPUjs8eGHsMJ08TGfgepxWm+Oy3WyUW2EzKGtSgxnvOZlB35XuLIb4naytma3xVgMaYEW1HrzQBL/Hqfc47TmOrPQdx/IwcJwOH6ejx7EhHTsOEUKNgTVK4G3mOMaLaeKoCGHZPYzFuvQIBlB5hBXiIyjnGo7QpiO09QhUBO8R2nOE9h2hA0ewQA0foaOAfoROHsEEnDkC9W0esKGsQFr20speWtNLG3ppUy9t7aXeXhQ9pUeRN6itlUdpzVHacBTZaz2K6etl9z1Had9RFCkDR+nwUToKzB+lk0fpzFGULfNwPYbEK49hSa05RhuOIUVIBt5tNOgssv5hkTTk+UeoDrQxppivNnEkq6RvrrbwZ1BXJdHJETbjqeLslHCHtE03IOEBiph+vH9kQAsBk/RIANofFsD8DwSm07CCulryaJRaT6hePb20r5cO9NLhXjraS8d6sc73PcxOV8M/mrbpc86/vS1Jf/18/4CnnnmGPPXMA/BiSQk8f/rgkLyzwFPwPsvfppKSJxWPTz6Am00/s2ljqodNu0pKKG1pYXtMH35Msyjwdu9S/YfpFn2TjKIBHqT54wnucu/MoYSPDSZc9WMagH8RJFj6xtI3cJdndLiFR7rDTTz+/GZNDvgeuBMTJyb+ZDu6s1oNQPjV8Kt/8+TfPPnY8ceO427lTx/TAGie0TwzcYMG4Ev/9qV/S9kQJPfmIG/9b1OiJqeIhUUJnYkFEDyYNTkS+koTR7GZxvLFOi7VZvn1Er431rZgoN0VFQPMh67N5fEFY9F63TZXIBCM6trZVx4O3567PegPBQNiIBrBYdbdnlDIJzaywGujkSP1Oh5qXsg6T0QXFjvEMERGdOs6wkG/zu3pYC+AdFcs4I3o2o7qol1iRNT5WcCR+vSg4RZSoW5X2NMNMdnW5YruCHQEkcLmdGS/x+32iXVbY25PcJfPdVQM50a8S8S9w3Z5AgHR3SxGIq5OMYsHiCHuzb4jKvoRY/pAw6x22jXnKvFdv4TtAN4W8/jce6JHfRhCSkqlIyxy6vAd2kX3DsjS+yE78Zxtj3g4S1wkT/F91GTfjf7gQQ/4yZReLk+gDkpThxiNeuA3Cs9qiSslKCbbHcE8cq2Z/WwL+mL+QG5MPw+5bkegO+hpz5ZlkGouX6TusNi2NRSqu5/9NOO7LPjsPCLg2u1xbQ2Lrnu6xTAUoZzIe/C6xwd1MJK93ODht514UEN2FEgcT8ATFfe0h4O+bPwBXsjnahe7gj4otHV7vKJPjAZZUsUPb/gI7sIz3VZr22QLb9L2lmlfwqNotVP7S9atE7dXNborGt1VJRqAdb+p+A1ux7Olfdnl1B2FtvDteC7L5yT/+/vj5yTn2mgf1zlsYe5kB5ste7kd3amUh+xoislgHfGJXYMdCUeGOkY6znWc77jQMd6xYsWqJSXxLfAflY8deM0Wfo1voHSyvarZXdHsriIagHW/rfgtbqGUR4SlLZSW5RVXdIpooEt9zI2cPKXu1hIanxg00aF0ZKpjumO2Y67jcgftLOtM2ohJToUT8i5MK95lq1/xLp4OLaaqfaaKfaYqQQNQsVqzarXmbdtMqrwTHVnbub5T35mymZRe3kzqsUw7eJ1qr2pxV7S4q9ZoACpu1qy6+QqjscAzDTqtnWRLZ2Mq1/FdvE4i10Mblpm09etM2pI7ajfVvufC/e/5Jm2PRKA6B4Jucb8kyvHcD72P7VxZ5wYBWdd+MFJ7MPK+94Xh6x4x2mrcV4u3kVbTvloQ0fB8a0oIoWAkmjmUVMyIKxtaioQBAVnLPdVGIOha6q6q0rwHYB1C1aqKVY3tK6l7ZXJaN/K0pu4VK1eVrCxZWbEKRAX8alevSk9tltaN28HP7H7q5pdGDIK64a7yNS0ApvYKYwvBI7dXVkBa17ymXcaT+I/lWv4rW/hXvFj0t1ftc1fsc1e9WwNQcatm1a2aK6vny3MUiy3tyY4kKq5UfdNeqHtJnUCrmMTa3JnsSEvnvk6x098Z6+ztPNl5KrXwWeXC97+Ukn/3m+V8A7aWD1ft5dkMZUCELPYF2721oUBnReujtGq9BqCiSrOqSpNnU7Bs83VyS7A5R6qlbvyFyZA45pUf78qXReIiSLZZUOr2BphQiaND+ZGh0nqc8bJxtv75LXjhTKQykJs9loc83NQwc1NMku75/GedzCztr8shJSe9j1IllCxdl4LQ8yjl4M0CPQogTQLRmWz1RpvebBCf15ns/LZGYONX7J6PkliNOEzNX5jYeXgmndWC1nq7EQLpe5Tyq/j8wKMUvA8/SkcfpWOP0slH6cyjeP7XLuhX0fQOO+8aJjXuH01Ra4R/geJtWrdu3/Yq0V0huqveowGoeLdm1bvzLckrwy1xpSZX84a539/J6vBg/Cf5Zb9CYRnqREdGOs91nu9M1lA+llRDvyDwKLRsr/K7K/zuqg0agIpqzarqvCvjI/8v3xhc4MyOx3+SXypjMNGJjkx1TqfF4OMp2UC3UA2XM83bq2Luipi7apMGoGKDZtUGTZ6bPS67oV2ORa72mS2dZYuu2CXxGK84s52znWSu83IK032yLvELaqv/BZVUokDVhWjFhWiVQQNQUadZVccaDTGwbCKaxO8WqxgAfhutE9GkRuO6HLyKAe7IRJS7xE36p/7kRmD0NW0cyNhr2snXtDOvaedf04Lgv4Z439D2vKHte0O7RHlPSOXPtFJ0PyFHd7TUVj9ayqO7L1A1Hq0Yj1YZNQAVRs0q4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KmDnyyJLCmr+t2QYfeK6JL1aHDj1dZ4tTX+abRGXaH/1XwU62rOcroafYmu5s+v0dXcv1RX8xS5tvUjuprfLdHVNJJ8D7nPl+lqvqXX1fwLufbnqOB0Ffpfzdly2cl/lutqPkA+8h+5xLWbdDIe8OaSx97M/O/RN9+4ZskS9IeGLYFgt/CgOOuzpdPdKfiMbO8rOvfDnGcPRm5iOksn1TgiWwTQOYjGin39Lw/650dnR6dGL49Wn607W37q2Fj52RMHm+KV/vOj5f6Lo7Ne49l5Lx6NjZUuR1Mv9y1HR8+ef/nY2aPxal/daHn88ss4Xj5aOTp/EHvLvRd9TWMzB4+/XOfrj9eNtfsGz868ORI/fnYw3u8TfPF4xyo0FB+OT43NvFh5atjWPD4yVuc3+vnxE2PxsXJfU6C0AjWd3RNvPnvCr9vwpRK/J+AxEu3USEnuihpDvth+T2BLtycS3SJu8kU/T1EO8IBYChSw62CEQL3rXWFyd7cQ7TDvaYBspMOypyEWEch56htCwUg081tSISPubGDZtW+YnCWEy7Tvlkp0ppTzj8fGj48f9/f75yrRyEGdp+Sdftj1IQKTclta3aFWugeE7DndsZLbYmEfmAq3tLO/aTCXVqPjYwRw20NC5/ZQaMt76Z80sL6VaGAlurAS6fwlbbBreSgs+D0x/5Y29reVXEt7KNbsbxaa9zS3N7c2Nzc3NfPNxua65urmyubyZi951WCJ892efVHpFWnkD5bcT4rIHwxIWO6C+Jew6eMBoTsNfOjg+edIodyV3FkdVtHEIm005iDd0kQGLYwR2HvFAuw64I76oHp2iJm0l/vHjo4NnRXOkoe2iTTtFoTA7UfSqfaU3CFuUwlvg4XfMfd+IQ2u2Tv84siLrd527x6vbsPjWr0zPTjlfQ8Fd7mT6wrjo8OjraN7RoXR8wcFr98b8x71VsaPef2jsdHq+HHv0dF+77HRQW//6Anv4OiJ0ZFRPKb7YK04zQE+4HcF6VpJ3Yaxt1PPEmtLtl8uISWSVh1G1h4y7y/KmpCiljec0qqx3PYnviPq94GnyF1CYD+d0d7j031wqzi3EhW3l4X9b+73RDxsqzHdgZp9BJfCjYNc80QgaM6RJNylVUi34ftvp7pMLcft0SjhBWDoTavPJqvfd9Q3/Nwx38QqdKkC6Z4t2ZZhz2TZE/Wr0NwqVLUa1a9G532t/qpK1D7eOj4MDWMr2wuVOSRSA6P8yZmxi2N7/JfHBP/lF2fH5sfwePl45Xj1eN243x/zG8ePktHq0wtoLmKTlVpJtxAVuqI73OHu+46EaAP44K50dtDmPgIFkWQI/WPV/sGxqjWoZQ3qWIO8a1BfJaqvQIMvV61FE5dKWuO6D96VdavPbg95W0ScytdtGHo7NSNpsBXcPjoipjPnjko0OK77WEkDASRkwm51Efn9Y/6j4/3juv6SW6EPpj0eh9H5fn+GcXKX4AancrqhleyBqefO0PHw7gzjXWQHodwdFuTw/Nnm+CX6xDuVL840iG6GQRb2NFLa9GcPHvdNHRw+CCN6Sr/azeL0ZmB7ZHBLZ6jpcBPekurRjhWIHzWOTr045B32jninvEMv961A570DK9CMt3lUt+GZBfQJOqpHxKqQM9DdhFeTL7uzi86Mt5PXXn47tVXld0ttEVZ4HxKIrBbxRAVFy9S9VGLbGbw7GKWLrH0Qdk52d/jlywfj3kuVqGm0fik+PnrRWxc/uQIZ42dWoJOlHKnevapDIG2QQneKkNmWjSGnNvOYr3Q1ahq/sAadB67qDDGexXYmhTW9Mti51Yg/VboG9RI2HPfHz1QiEO5Y1w2FPYfcXUe27PARrLvCHiHQrSiEiUq0Z7xUh+rpQ1slgY1utbQzGI2kNOl9ip6aoQvScBfCQyn9qjvELkdSOrcILXYiJbJqriZI6FVerORq2E5jsouXd5J+eV/mfklawY7gobSeeZtIuVRltG/KYUrXoqFRUl+b7wwcItVId2dUvuKDas1N7GmKR75fcrPYClPetFMkhg2Z7YR6mOtLLfkDmfG1sfpti3X6PF1tB4JRRdHg5vmdszt1Gz6zcAksuf8CjQUGM+lR5txTVYFicd2GZ99OvEOmVCYiBslVoHjzKWg21IeRaZ2g1HhJu1DUJpobwXt6Wif4yOzk5cmRyYuTlVPVU/j5+Dk81R+sPn0iPDU5GJ6ZbO2pm2rvmZ8YPHdmLeqfaLkeHZ2KTxyb2nM61lM9efnUxYmLp/Bk+WRTqDnUGvKH28/hUNPE0Z6jp5vOxXtOTLXoUPx0/9Sx07M9wz39pyfWo8HTJ07Pn2t+qfz5EVtsevbcUHg4LExPnTt/Tug5Hm2sQvxU0+mmqabINxemUF+6EVWVcYPTJ6ZHpqsjxkh9LboY1NVo6tMmTXW6dwMaOqczaWjTZ9ahiXWotArpanNWpnVlW8VZ5RTo7YT3RQ7t1zlXsd24WR50T+k6YwQ0vxK8bFh2DZMu6MnW5cH9QXZ5ncQ+pKd3hwTC8SnUKqpQ0/y2NSJ3Yw8lRxv2EONn9KGVQU8XvTywDunKDsg7pfzbVS0B2xZkCAieOKWrydEOcPycriZ3M0D/uRPnRqaEKV2NlhWgJicjwGCo+qW6l06E4qGhkK7sdk0l/8Tk0GTzZPvknsn54HBoJDQVOh+aPTUTEib9k/OnLoZik5dDRydnQ8cn50P9k4OTw5PV53RlmZT8su6F68jNtKxyVpFNf5aTwjvUQ5q2usK7NoPCuzZd4e2oJg3Md2X6Yqt1pOd8z7FTF3saq1HVeqS7XUNd7FiPvNWorxoNVKP28Ez4zI3o2PTR6cukjNS1xfLpyunL4erp2XD7S3XTxml+umm6ebp1un16Powje6bLSeO5TVMFLMtFBRw+Fw+PnDu5AV3YgC5tQHMbUH0N6qhC7RN9tejCpRLjaV1Zripgg1NNYZq7EZ2f1lmy6UuVkfj01LTOmVldOkF470K0pcFTlwgr2ZarsmScqjtdRXjtNk1daVsWVYkPXe6ZDc4ECbvOWVOqyUlRuuAtqZzsuwEZJ+smjS+V91T2VPfU9cQmzpBLPRM3IL6naVJXc3eO2k/rpO6dO3PQEe5WURGOTlSHcM/EOxA/2bgUH5ts6sGnL9yAyk9fugHNERWhZuEagilnBWGqp7ca+ad7b0R4Wlejqh/0bUD9zw9sQFU1iD/detpbgwjPz0096H0HOj59UocmbiTPaGgHNVekHGy7Et3gkQyqweF0zUBXti1FENhJ3tlFPhTiLsCQq8oD1XSIGk0VorEWxSd1pmwaRM2CFYj3Z9QfanJRH2quSHvQld0qFp+fhvbpgoX0UGrryzxhmlm38pAn4mYl+cBCdIgWwllPEzFSQ+5uPj3yPCnqt4HY3fIKzihKd7yCva9gKgv3voIT0m7fK3jgFXySXHkFT7yCL5CnX8Fzr+DSGVw1g+tncOMMbpnBHTPYO4OJtNg7g/tmMIhzAzP4+LmTM1iSv87M4IkZLJeeLszgKxGOLs3guRncfK70VVz1Kh7qqX8VN76KW17FRJboeBWnSgVeciPbuN/7KtYe2vtexQOvYu1x+eSr+MyrmI6qE69iNnxeeBWfCF56FdPhb+5VLI5rpa/hqtewNETVv4YbX8O5DCstr+HWyY7XsPc1rMHze1/Dfa9hOW8eIFfS+O/J17CMs555DU8QQl7Dl17Dc6/h0tdx1eu4/nVMOUjj67jlddzxOva+jntfx32v44HX8cnX8RlyHTrRxOsYesmF1zH3ZomOW8oZuB3cu7k7uDu5P+NauLu4e7h7ud1cO/de7gPcHu6D3IPcx7j/wT3FPcN9lTvJPcfFua9xX+f+jvsmd4ab4gz4JlyD34Hr8Ea8Cd+CG/AWbMY2bMdO/E68A7fgVvx+/EG8F3diAe/HB3EEx/BD+GH8CH4cH8Mfw5/Ax/Ez+Dt4CYe4Ek7PlXLV3E1cDVfL3cxt5G7l6jkL18ht43ZyrVwb9wD3Pu793F6uizvAHeF6uUe4o9yHuEe5x7g/5x7nPsx9hDvGfZT7C+4J7uPcce5J7i+5z3Bf5k5wf819hXuWO8Wd5v6We4H7NvcdboQb48a5Ce4cN829xv2Y+wX3H9wb3K+533D/yc1zf+Te5EowxtfgpfhavAyX4jK8HK/F1+Hr8Q34VlyPLdiFt+F34dvwTtyMd+F34zvx3bgN78b34ffiB3AH7sIHsBcHcBD34MP4KH4Ufxh/FH8cfxI/iT+Fn8JP4378afw/8Wfw5/AA/jwexF/Af4W/jP8XPoH/Gv8N/ip+DsfxN/EL+AzmuGu4a7kyrpxbztVxm7jNnJEzcVZuK3cbt51r5txcN7ef83B+LsRFuIe4Pu5prp/7HDfAfYH7IjfM/R/uu9zfcy9zo9w/cP/E/Qv3A+4C9zr3Q+5H3L9yF7mfcZe4f+dmud9xc5wO63E5XoFX4nW4Cq/H1XgD3oy34u34HuzDf4k/i7+Iv4JP4+fx32HMreAquFVcA2fjeM7OOTiB83IBroeLcoe4T3Of517k/pF7hfsJ92/c77k1+G/x/8Zfx0N4NbeGc3KV3FruOu5qM7zaDP8UmuF38AYO04/YlWiIUNW7SUNsJ5XdQRviX9Dq/DKtRmiIUJHQDF8gVbgB30iaIDTFOnwzaYibsZE0QwtthttItewizfAB/AHaDLtIMzxAKgSa4WHSDB8jlfIXpFL6SMF/Gw9j6BQlpFus49aTZmjg3kEa4kZS4FsIwbdxLtIMoYvcT7rH+0gzPMTt4w6Thvhw1qb4ce4TpPv8FSmML5Fm+AxpiH8jdiLoQN+lVXKWNMVJUkw/5H7KXSbN8JekIf6G+y9SGX8g1YEwRxqiXmyKpXg1XoMrSVNcTxrhJtLZXLgRN5FmuINU0e2kMd5BGmEraYT34nZ8P+l8nXgfaYY+2hAPkW73IbHjHScN8X/QhviXtClCQ/ys2BT/ilTyl0hDfIY0w2dJQxwilf1N/C2MOI500Wu5Zdz1pIvezN1CGmIDrfh3ce8kjORB0jE9pBH4uCBphjHCOj5FGuLnuM+SpvAF7luk273IvcR9j3S+ae7/oc3w+9wM9yrpgK+TZgid8N9IF/xP0hD/SLrfMtLpVoldDhrjLYSpvIt0soOkA32adJa/Jg3qOdKklpCOsZZ0jXrSJcyEXfBcJ2EPrCGGKQv4Nunm/5c09Z9zv+Uq8CnafL+Gl5NmaCPNFxrx1WZ4tRn+CTRD3ZIl6PKtZ/4vfpsdpOITadCfmmYOzo+CJ2alH9Ksd9Y7751VTcazzEtz5iB4arJ09Cx4aoKXZjKVx5Pp+Mvys+zpoq/Od/zlujHw5wSPzo5ViByDZ9t9I+DPORKvPDUSH4kPxgUfde9kaebFYRtz8AT3Tq10YgwcQE/IEnUEBVdQSMf9fnCMpM6R4B7Z7x85yPwVmcvigOzwrkRDByEZx+C32Tvy4siL4Ig38mJ8lCW/f2R0mKZW6lC3ZxSc6WLeY94YdZ/rHx1JJDxmHNvja7LOrUKXx8rHY/5+cLjxrkFV1NumNd4aP+YfHD/mZ4m6eYi+G+Q47hs+WD065B16uXm0fXT45eOjc6sRO0rXIH/cH6+vRLG4QBKavXVuBL/Njj09ycRHUhMOzU6CteNEGFJrT2tPe0+raqqbYpYQHAJrCEtHp8AaApaQZLp8KpmaJuRn2ZM/fLSnaaLpHNhMwGoysR6R48QUOQOTSfx0+fPx0/HTx04P91ALCkvNL43YmA0FLChaaeoc2FimZInaWqi1haTqyOD0CE3VETC1GCMXg8y2wswrE+uSx8A6NBSE1HwOfgdDdS/VvQTWkrqXTkyyNB8enhyiqZmaTdonwWQyFZoJ+amR5PjkcCJVnyPv6Wm1eqtR9XTTNI4Mg/VibgM6SU0XxtPG05WR89OVEZaohUI0T5Djcs9MsHKyvCc20TTZOnl04thk3wbEjoENqPV06+mJG4nS30zSKv31eli5KmxElztnOy/fito3DXXN3mpuL/nwh5csTblJeKV4n7Qmc3vpVZCrIFdBroJcBbkKchXkKshVkEKDLEsHwb4k0J4ec3vV2xZs0J8E4yNXwfIMNnMwCYZDWcHmR5Ngs5NZwcpPyd72fFawY2NJsPi5rGCVsk84ES4S2Kw3CdaavVnmCDYvA2tf9Nuugl0FUwcznk2C1U0tFizH1otlzGF+YrGsJse3xWQ8ZDA7D3lLwI7Kivdo9uLNEez8yzJumb1AqmXjaSx7ZdXJirc6Oyd/G4CVx5Ngl0+9ncGOy1pIU/YW8qf8CVfBroLlBeyijA36s4t5dTKwo9m5ZY49q042LjRlHxdyBGuX0RbPTluOYIOyUeZE9lGmYxVKwk2sR4sHzBFxjp8xIqv++OnFU5fj+yplGk15do0mx7flCDYoAzuWHUyQldxw9pLLuUiGZGgHs6N9S8BmXkyCNb+UFWzYlgQbsS0WrHlcJlJNZ69VWbeezd6tjTIFdDg7Z+JlSIXsSK+CXQUrJtgJWSOfyt7IcwSLy8DOL/pt/93AyjJovb7SChmb3tPTWEUYdWM24Kazclh+Kj+ge+Jy0KbTRQYd9B9XGC2rIyqg/nE56OC02lsVoCNvAWjun7UA0H4FqDEvoPOjIzIrzezkxWBW0Flv30pZi23tObMue4ud9Q4ogSfyBTzvvSAHbu8pVek4hSOjcMDGs145cN3UgAowHh2S1d/8xFD2+isMaN2YUaHkNJ8rNgGjzTKrZfXkYEgFdORFOWjdS/kBHVaAVufprTmDlsfjMgPZ5VMnJv90Qflxv4w1CdPzYZW3jijeOqxGwLACdKj4oK0K0OY8ge5RgLbnCdTvlYOOZO8w5fGYAnQqT6DHFKAzqm9VfJZf7bMGFW+dVXtrv+Ktx9XeugDQBbTX/z6gF31YxuD94ersDH4BY0G7b4/CDDTUkxV0JN5klVtRWq1ZQYfic3Lbx+Bpb3X2oZMfvzwmZ0XV2SU6frxcoTQ1qYHGFAwOZ5e94mP9Cq1oOHtxnQAPeLlecXJD9g87MeZVAs+pAmd78/IsSktfZareUl9DHunN9sieeGuKQmA8nS9wkJ+PpUjQlRE18PHBFDH+/HQe3/6nA05FzqnnUoTOwVPqD5xJE1Mvrctet/QR/mzKE8Yp9Qea4ykP1GWvX/rApTSiqqo0iFrYIyBtHpexI5A3L/dkBQc2N3xQyehmgtnBiSRXrZjBrHupcjIrOAhTQ4qR7MRkeXZiQKAaelnOcebDsQmVt7eONqfIH01qxOwZbU8RLFrVwGPe4Zfl4FOho2rE9I8eTxlej2V/O2VVc6tTuVXfhuw1W8RHStPY6ID0yMpsfM6fxulaSV+Yy9sjjGfUyxk2YxsTNyL20KrseGIZMLUDriXkuTVqzwkZn2yGZ0sW+eySkrdgD4m327+rZbj4f+bmr2b5h3aufCzbvSz/Dn71q7u+eutf/HN57aPXz//ZG8KSp37wUd+SU58c/9p11Ut+ct3fLbv43vc9t7xtSdt7lkz8xc83LjG3/zHLNiWp/66BPl7wwkDc95Zfyf+CE1bgf4pvyPBhhS/5/87/OHR0RX9FlpsbUF1F68r5FZUVsZVTKy6v9FcYK5pW+lfOrqyuqF65Z6UCeJWOu/76yxsvbpzd2Ly3de98WfvePXuFvfMbyzf596IzdP03RP4ih/RHebG/e+IHJTpE/j3d0KAIcSyLJ9aazF96HaPGRjgqKso0UcOq6ou+iz4RGyw+9Yf94dRTdWBKYn/3cDf8p6TCP916ixjUbafgE6JCK4sfSOMAzr2OdWWbM98r/SF+hHwp+9jMIFU/xGi9xbbVZHQ663+ILxzAtWaTcytvMzoszfO1Nodrq9Vl5B0VFXkr/EeUhZ8WbriDkDT0jaFv5BGlbr2dxiLcFQw/5A533yt0eUIegp0FXvQShNdbSRG4bL0/xHlE+/mUZgYk7Ay790VTCOgjBLQ/3v54Pr/4ZhMLGHl7MBXbAHwuD5/rPJnXzz2Q6XPpruSRMwRnIwdHXr9x3d3BqGefp8tNoy5PwIc5yIc57Bfy+mGPZfiw3e59NIgj7UWXALOTYp7LK+aPpGBOj7Jd+iOC2gWoLVU/yifqZzKizhTFu56QsN5sAh5ia8wrDU9kKPg7PJRj7HD7hEC3O9xCkZsBuakDkGtz6vKz5Werx6vHRXx4Ck+1TrdOp56qA2fm1CkES3FsRVppaXl/RBh2Tdrl3h/hAwperbjbB19pAR7lcA78CA9912CxbLVZjDzvHeJqLWbHVpvZyNsKXPR3Cw/tCAYIV2EhaCdo0Vto0V/Ia72nMk7W9tIjw1+iFECxOM1zeaUgU5e/HeL+xsTY5qX/CqhttM9X/Ws+Uf9bxo93S9z8zkAk6vb5tmxPucC6IqHKYAbmbjabG/NKVqrMRLk7lSd2BX0Q/5dy+hZaLHaoEXtHXvE/lwF/tuj/XkoFDAUuU2/RqEiNw99HqXBSKgbySsXPVKjQCPd/krYQF20h1jN5peqLSqqy7yIwAQVjoQOG40JBq0dtd4JLlAo6cjjm8kpF5lFge2cwFt3ezTYHKP0xILdQhl71Y4J8qSZymb4gUyxkSkUqQGKIEoenJzOS1Ub6jEwhqP8xDinGoZT7jZRw4DBOS8uP8cmfcbU2J1MS8jn8fCUjre2BkCewnfA6RhArSi+lyM7k9x8XUgRiUaxF5LsJ7+uiuy50usN9lAbKcCwDeaXhsYwFIds74yRFTYVP25m8ok7l+OzzaYDzYPguqRtNUPwuKv1dyCv+b2bETwOr3xmICmEWaH17wOOn8v8lQojBClzFbLLM5ZWSz2SkJG1/ktKLpCislKPYqy7mk4AnM7DWiOAOdx3YchfJ76bZeoqe8hRHYxHQpwSPb6HoqYzKd+QV/SeyDSyiNApt0UuxU3nM0ZtX7E9kwB4gkjCpfSoRk799FDlPtbCBizlxcxzHcRHXxVMXT8mzmQFSufnntcnaHRVC5pMXsbNBceUMpZbKaJaJi7jqRQ66jc1ptJv+lCi3XEql3DJHKXdQykt/guv/jDPYEpQXiuVS+raT/uU5JHTTzaHqfwJkMH2/8SeFbmuAkonYlMm0UOQupvDmFXmm726NRQUggI20BLX3s5gcebXN7UrZFgV6tXA4CpIi7eCegBDuJagNNjNl7qa+vH72tSgjd5eo2U2uR4JhIj6zC5moG6DUAec1Wy0n80pdZqEtuRUJrZgz0CZsVtaj84r+mYzoM213dYHSYKMi0KW80vDFjPVzhwDb+CmqYY6SQE2bptKfFtIOJ0qCwU4PbFIIg2/VTwG3nfKE+rziTtVp1PYQaqRUUAbpbMkrFV/PSEW23Yk6KB1U9TV7f5rTgAhBcEW0ECdUns0MkDqsPK9OIWkpUE7ifmS9P8W3NaRc6wOiedqLXAM/xWxAt9lrbSb7VqvTyFsKaOFKIbYtKBp0JmhBUvuu60JeKzRzr0pudnTE3xn0Qfe6RIvFxIxseSXh2+ok3B6M7iD8xh3oFiuo9GdACQwCLr7qZ/mkRKPtJCmBAqmnZFC7p6uxmGSIXF8sjRZKBp26c3XklYwX1clI393PS0mhjNfRW8wSYaTsFljF9FEy7KwD55WMr6iTIS+Lk5QIKp/xZ/JKRGZ9OEHEnQEfGQTBSM0ImQBC7NBvXdYLeSVEi3WQ6tgeoayDkmBmrCOvJKRMIrNtI++FXzYcl/4cMFNd2Fr18wKKAgxzQh6jejjFbWV6eF5xRzPhfrdnH8PbQvECQ7C7OvKK95lMeCNRd5Qo3p6uCDXwsqyX0sDMg715peFFDRoks1ziSh8lhdoF7QN5JSVj44Mh+14hEvNFIycpZjoTbT1TeMw7woI7ynZLnaCYqWZqvVD4ptfc7YlSvJcoXhdtenOFb3p+urch3eCyNZEt/QWhwUHlFEvVLwqolUt7a4qbxjKzOUVuZn2+GMjvFboET4ghb6HImeGvA5DrVZCzzTEQ2ztA+qO8CEK1JFbvbUhumnogGIkmzK3eX2DvL6QJYIfNYCbNzm60mAxmQglkKiqWaZIBOzWIWCGYvTybGYCRJp9zFz2c2J6+sJWvp4vufBsQMyd/gRMHMliYfdheazabtlptRt5lMFtshF6rrfcZXOvgtzp5ct+mrrEAZbBDBaUMQvgnM+m3UpwE7pPRSp3N2sLBUGTuF5gdojcWb1vv5AlZZhebZCbnvIWeqzetRDWiRL2iRJ1SCtoa5D5u29mG5S2XJCM+b6u1OC1beRdpS4tFdZcCFd0mNtILmKiVnrfUWk2WrTYTdS/LY5M1NVARRAjfGdgXPHkJn7wkmeWtzloLUaZ4p9FOckR2BhcKizpytnUMYjtrSH+UF+XIWbeAnnFhGTo5XLLeZRN7w1dUkOwZZ0na7iQ/qVSHVI6j41KCzV+ypeTuOScUCR2fZknauSI/6aQOqRzxaSnBPh7ZUnIjlCZF+u9I8tWGUYxSZh2Ysen8pUxv61e9qwWV8DPL77/uBrn/rWJz+kv4bX+A212Wzy/9N5xyoPpfloDvnZWMWlbI8LzR7jBY+K1m3mg1s4kZm6PWRkY23mK022ttRNAwO4xWV62Nt261gs8ezdkdRpet1kYUFLhrqrURsQly5BqRQqScg+bs1BEbctZam9OcyFlpzkxyPLzZxtOczUHwbraRgcdsthjNFvK0yyHdJzm4b6vlbTYqAEHOSemy0BxvMzr5Wp6n77aRuzyjxkFy9C08yRGd3kq/kydSH+SctTwRvaEMyBMOGysNkmN3yZudpq12mBkmOVvimnTXDsKYCeiDHKGPd5Icn7jGS9dIgcObyRNW+hYeck56zVFrB/rgCeaManP0PoUMZLi38SDmASkuo91USzIuUixm0yaSM1utRrPNSbMOGxGvrAYno8VmEMlzGVw8w+X9dQm8j1JgsNPPtTgMRNOHjMtgp7cs9o5/4GrNpA7Jq0npQo63kzLdBDmng2B21pqd9JV2M8m56MtdtWaXeavFSfCRHLnmkHK82egw1VrMrIptNGezkyrs+Guu1mK1U3oIgJWit9mYAGlzGFwiPbVEnhWBzCYHo5rIv0T6IeVhLR3n4JMdpDnym0jGbALXMEutGVqFDezfkANQco3IoBYTlLWZtAoLwWZWF5SlgQJJ7DeZSb+lIihT2XG352EhMvcfmB1E8wAzA28y8KTczKThiZKyCeqIXlCnDQZCSgAML5SARCb9lhpt4m71oUjLG5gdoi8QIcVsdlGpvfQNDPMh2gJ8Qq5ECUETJSig2O8AdiW4fdT7mjme9BGU3svcJjNB6+LB93OxSKQhgXl47ggG9nnCzKvx5BuS8x5hImaLlfYqjakRbXzbRHySM8mFNyTnPJttM3yWmScd1W5fLB6bhIcqI6W/krzwbKRvmO1UGVl02d0mG0+Yz9yvJO9t6E3kY8BbzlpRsUEFDeyxOENSc7w5DjNf7b4ma5P1mO+YD7ZppFvU4RAO1Z2uOw2zYfGeVmur9WLPxR7Y3U7z9qJeLvWF/oR8Ij9Ll1FCKRr67q5w0OcTusFUJ3h/hdmhK3OqwfUSiFWbM9/r+xVOOdgrRU9ku2m9A3qhxTL/XbBGQ67pBTDQQY5VjN1qMJus9IIBmCS9Qz2I7VawI7NzXjynlg7LBQGvd9ppVn3ZwdTo1OgsSfMkoZHJkcnLJM2SpDzJDpaxfLuTPpopK3w6fo3lB7oQKjGQURKUXQfN21m+/uecgYzaNK+uBJefgoTw85CkP8qLciX4gYbE+hS5ODXwa0wOtlyFjK+8aavFQgQZA29nI6g6DcfGIKH4OUjSH+VFOQ0HGhSLVOR0XPg1Jgdq37fnWYPDyoZG9U4P+8Ui2EyT/SRPEzUiHxHagqFYiHpez/2aMub1DnsOrF8byQMyJGwZxK6w2y9U/UZiybxFasYmdfbCtsDNlhDbOTRb0rq9uJerK2Hp7IUMVbIlIfJ6bvkNzvEQB2wquFupWEyEarMZREe7eRPknHZwKyXytUUUqmxMPARAkrPzRgfI2SZRooUckSdd5K7LKcrKkHNYjU7HZsiZTS4imxMp2MRaoKuWtzDJ2LkJci4zyKjqIgxsUQw8HNE9XAm3TmbSb6UwkLYGaY3ALsFNLaZRwd8yi+9ryHSjYxajM6dxrYXI2DYbGfC9Q0RsFPMVFcs1iEwmpNx4NvVUHTibNnxfKslMKprFKYdk/4XRHsRbnsrdoCI4jE4iQvNEYnaCLGCxUzXEwW+GnNlOZA+XebOFdGMzecjMa4iWZ2iQnXnvvBdC65Cjvae9R57NDJBSQw80KFZxRHYE/SF3WCj9LWYHin/YQBoKUTMdFmaG551EViJNy040GSehcXPO1aKeUPqOwdnTwoALR8ZCjDlZDSuHG9IWFyk4zG/xYg504XFcCxMnoGoT9Uo0AThrLSazaAKwmCQtzkLEYab8WkDqJozCTHJM+bUS9c8h5WxW6QmbQ2Q9kHOAMxa1f4twPFPiWY40cSd5My8xIwvPSzh4qsA6SM6eeB/JEZXQQZ5lar+F0OxgrNGpPsolKhIl6h8l6ivhbc8OdyQiwJyXcpnX9u5IQ+TQ/pP/KQnvdpvBRjRcEx31Fof7ixq4b3d37xcA+4X/lGR6u9Ngo0Yci8b4vnjs1PsYsJf+TpooAuwuajco+LdTLxfA3vg7aQ0QYLcCz9QSoLSxf14D+y6Pjxa893fSch+73WBzsqa+WOTPaCBnDBjQD/xOEhYcJnA+p8a7Qn/7XcH9QUA+8TtprQ/5dgtp8648NPnnNZBLHqb08+d+J00UOuzgjw0C/KI7vFbD2x0ShG7AXv97afIQGh5heC6j1ayuNShGDumP8qJca9BqCGwpI9DS8Xvc8XtpYpG0BTC/mY0WG5ijzPY8MIPnNEmhyh5rlb9PLP2xgSM6GOn4QjeM+8LuQMRH9G/aNH+fWP1jN/AWKAKrhlVo8Q3jfk+3QDvG3O+l1T+kYYBeaSYjXMGxBz1d9Nvr/0ta/gPNks9lLDCeNZ5FdVN1U+wneZrAbmqgC4rvCUHf6/gvaaE7EQ6ohkf0DVLBqzRQKBPFoEyZLuX2YLp4JReiDjekLYeWy019/4UzHujkDDVJ0AkTg0MUVQxOXsy4mKXAaXA5RVnIbGLTDtbSb3DUqUMUQVaqlAzI3fJEpW95Sr+g/UhqechK4zMNWZdjK2ab5nD6gToEIiIy0Q9M+Rar9OEWJqAxi6J0zSXOwZitzOTPE/XGDJNU4M2xRs3HYhSPjsRH4nVjJPnr/EaS0PzE/ET8dPx007mmc0PhofAwSZkv5v54qvUwzWZ4WBkGI+lsLAbLmcPyw6cCOjCH2YHiXwc5BZz4eaYp2a2kYKx06RjP5g3gCswRAczMMGlKInz7N0hevF5RUathsp0i6TxJYF0VfIKP2lRJOk9Sq7+V2VZnSZonCWyswz3DPWBZnSWpPdweniEpR6C8octUJapVJP2jVnta1LfHotFgoOoPOP1QhjVRwNf/AcsPXVlDFsDGP+APZLnV8oeEDd9GdSSbzcg7WNwFuEK0F3rl8j66VtBOVP72/bVmp3Or02p02c/8gNsEKr7JYTRbTGzKgefJiywM1jvEbYLhjN0nGreZGVL52Hc3m012pmtrukqR3kF7A/tJniZK9nBDWpQEOWuomsdI+C7IGDCyaYwtsbHYGBo8N3iO/SRPE9h2NiRCIWz3hQV395FGgqD9OwaiwkGXIEPnLhUEwlim5E9LMVk6mpbQ8XOZUn9aGpSlE2kpX6/50/qozMaL9Kv9qndz8xfxNSgDY8gbXsc8LsKBZr7XYaVredkwb2MOFiaq1sN4RjVsknGKGp/VYeAd4i3eJd6yizKBQfREsPLfa3yOO/YN6Dbi68zS66zS63jl6yzS66yN/8CBJEntMVSgBU8LA29jGh+Fpxk7c8Iw0U/wzuPeedw3jwfm8cl5bLBbJG8B9iEaMql2z70tWVdsanbijxg1fpEzOCm/0loHrY3AlkRwt/DQJfL2oyMGh4MyQw0ud/Ts0bPo6NTRKfEncZp4+SOy+YsdwdARFkMjsbQ2UvomRs0H1pN2YDFaNPQXbWyhBjFAUQoa5rD9piRRO0ybXESgJsqb3arxhedfPv8yik/EJ9hP8lQxb56MzaHoSQmENge0YjpPoD5vWO1LJhTrSSblSXaw/ky84JGG9MgVCtn8TSw/0MSjpHWJJkUQwEWh08T8UURPErORt1I5CcZajYm8ulFIqHoSkvRHeVGukjsbtmyPdXuC4uKKS29icqCBlzkqFtPF/yRnzyUMQAIFSuBECXySdzRd7s5aioiySqdHE5gzuGxbedDxFotE7GPi2xvJ28WGAQ469JN4jSE+JxxgMRNxeCkOm+To4MgbDgiBKOIYIDh6n8NUcs7L652i+7j4/jPk/VU/JLVucuVS1+Xx8ji6fOryKfaTPM1gdWNMKSx0x7pgoQPhTvc9FNxFENMLFwji8r8FXg5KgAYL10ZLWMQ+Gs4hGTqFhXeIzBFEfaWIWuFFMWxxqMjIHnJHIl3BbiGBq028ULVEj+o/iGstLtZ1NKI3aSPb25DAAasKDhG2G4mA3bCRYKKBZZ02wORYdMWlYXqv0BnxRIVIB8E08X5Mnerygum+JCaZdtm7ROqxPGGEYuwUhzovP/7y8ZeFUWH0BEmoaaJpYs/knslBkpQn2cEyKmO3NchCQexwh7tPLtH7Mulb4u0zS/TsAJmh1uZg09om4Rsg9jgsRqddnEh0UFuK3Wl0ahjxFlSGO91RN7hGEdZaivTo5NdJVdkSxZe3RrEzeDeEahStk/UEU8cDBBPvyHujgAVwbeHgPsJpWwiaiZ9xbDjMxwc9IENzOCSEPbDuy+3zIr0Y25B30rlDQKYxJGkj25lE9m4hIITdvgGKh2rRBI/ZlTeOlILndneXd384GAt0T1CMdBEhweigPNCxaIyPqWDcEfQFw3OAlvoFOAAt4xyLLtDbkmhZpJL6Er3k0WjfZDXzW10uCMG4WDx3JPFIE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</script><script 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</script><script 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</script>
|
||
<script>
|
||
setStage('Parsing', () => {
|
||
for (const element of document.querySelectorAll('script')) {
|
||
if(element.dataset.id) {
|
||
jsonExtAPIName.pushChunk(element.dataset.id, element.innerText);
|
||
// cleanup script-tags to free memory
|
||
element.remove();
|
||
}
|
||
}
|
||
|
||
const initFunction = function (data) {
|
||
Statoscope.default(data.map((item) => ({ name: item.id, data: item.data })));
|
||
};
|
||
|
||
jsonExtAPIName.parse()
|
||
.then(items => {
|
||
setStage('Initialization', () => {
|
||
initFunction(items);
|
||
document.querySelector('#loading').remove();
|
||
});
|
||
});
|
||
})
|
||
</script>
|
||
</body>
|
||
</html>
|