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;
|
||
-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 u=l.reduce(((e,t)=>t.box.options&&!1===t.box.options.display?e:e+1),0)||1,d=Object.freeze({outerWidth:t,outerHeight:n,padding:r,availableWidth:o,availableHeight:a,vBoxMaxWidth:o/2/u,hBoxMaxHeight:a/2}),p=Object.assign({},r);pi(p,pt(i));const h=Object.assign({maxPadding:p,w:o,h:a,x:r.left,y:r.top},r),f=function(e,t){const n=function(e){const t={};for(const n of e){const{stack:e,pos:i,stackWeight:r}=n;if(!e||!si.includes(i))continue;const o=t[e]||(t[e]={count:0,placed:0,weight:0,size:0});o.count++,o.weight+=r}return t}(e),{vBoxMaxWidth:i,hBoxMaxHeight:r}=t;let o,a,s;for(o=0,a=e.length;o<a;++o){s=e[o];const{fullSize:a}=s.box,l=n[s.stack],c=l&&s.stackWeight/l.weight;s.horizontal?(s.width=c?c*i:a&&t.availableWidth,s.height=r):(s.width=i,s.height=c?c*r:a&&t.availableHeight)}return n}(l.concat(c),d);gi(s.fullSize,h,d,f),gi(l,h,d,f),gi(c,h,d,f)&&gi(l,h,d,f),function(e){const t=e.maxPadding;function n(n){const i=Math.max(t[n]-e[n],0);return 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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 Ft()&&"string"==typeof e?e=document.getElementById(e):e&&e.length&&(e=e[0]),e&&e.canvas&&(e=e.canvas),e}const Ar={},vr=e=>{const t=gr(e);return Object.values(Ar).filter((e=>e.canvas===t)).pop()};function mr(e,t,n){const i=Object.keys(e);for(const r of i){const i=+r;if(i>=t){const o=e[r];delete e[r],(n>0||i>t)&&(e[i+n]=o)}}}class yr{constructor(e,t){const n=this.config=new sr(t),i=gr(e),r=vr(i);if(r)throw new Error("Canvas is already in use. 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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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 null;if(i.parentNode&&i.parentNode==e.display.lineDiv)break}for(var r=0;r<e.display.view.length;r++){var o=e.display.view[r];if(o.node==i)return qa(o,t,n)}}function qa(e,t,n){var i=e.text.firstChild,r=!1;if(!t||!z(i,t))return Wa(nt(Xe(e.line),0),!0);if(t==i&&(r=!0,t=i.childNodes[n],n=0,!t)){var o=e.rest?V(e.rest):e.line;return Wa(nt(Xe(o),o.text.length),r)}var a=3==t.nodeType?t:null,s=t;for(a||1!=t.childNodes.length||3!=t.firstChild.nodeType||(a=t.firstChild,n&&(n=a.nodeValue.length));s.parentNode!=i;)s=s.parentNode;var l=e.measure,c=l.maps;function u(t,n,i){for(var r=-1;r<(c?c.length:0);r++)for(var o=r<0?l.map:c[r],a=0;a<o.length;a+=3){var s=o[a+2];if(s==t||s==n){var u=Xe(r<0?e.line:e.rest[r]),d=o[a]+i;return(i<0||s!=t)&&(d=o[a+(i?1:0)]),nt(u,d)}}}var d=u(a,s,n);if(d)return Wa(d,r);for(var p=s.nextSibling,h=a?a.nodeValue.length-n:0;p;p=p.nextSibling){if(d=u(p,p.firstChild,0))return Wa(nt(d.line,d.ch-h),r);h+=p.textContent.length}for(var 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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this.options.sanitize&&(e.type="paragraph",e.text=this.options.sanitizer?this.options.sanitizer(t[0]):bn(t[0]),e.tokens=[],this.lexer.inline(e.text,e.tokens)),e}}def(e){const t=this.rules.block.def.exec(e);if(t)return t[3]&&(t[3]=t[3].substring(1,t[3].length-1)),{type:"def",tag:t[1].toLowerCase().replace(/\s+/g," "),raw:t[0],href:t[2],title:t[3]}}table(e){const t=this.rules.block.table.exec(e);if(t){const e={type:"table",header:jn(t[1]).map((e=>({text:e}))),align:t[2].replace(/^ *|\| *$/g,"").split(/ *\| */),rows:t[3]&&t[3].trim()?t[3].replace(/\n[ \t]*$/,"").split("\n"):[]};if(e.header.length===e.align.length){e.raw=t[0];let n,i,r,o,a=e.align.length;for(n=0;n<a;n++)/^ *-+: *$/.test(e.align[n])?e.align[n]="right":/^ *:-+: *$/.test(e.align[n])?e.align[n]="center":/^ *:-+ 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Un={escape:/^\\([!"#$%&'()*+,\-./:;<=>?@\[\]\\^_`{|}~])/,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 super.setDataProgress(e,t,n),this.setLoadingState("success")}catch(e){this.setLoadingState("error",{error:e,progressbar:n})}}progressbar(e){return new Op({delay:200,domReady:this.dom.ready,onFinish(t){console.groupCollapsed(`[Discovery] ${e.title||"Load data"} (${t[t.length-1].duration}ms)`);for(const e of t)console.log(`${e.title}: ${e.duration}ms`);console.groupEnd()},...e})}trackLoadDataProgress(e){const t=this.progressbar({title:e.title});return this.setLoadingState("init",{progressbar:t}),Jp(e,t).then((({data:e,context:n})=>this.setDataProgress(e,n,t)),(e=>this.setLoadingState("error",{error:e,progressbar:t}))),e.result}loadDataFromStream(e,t){return 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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LTUfxsWgTkV+F25CKwUlHqzer1Yk7cuy3u8WH23ogAvVtr93ojtYkHduqZuXVO3rqn7GGjqVhbQrWvo1jV06xq6BZQTx33E+rgV5G+noIBbUvW2jPDtsUWgSNS2fxHI064dXQRqEqkdXwRyhGgfLgLTEp5taAAF2rIrG0BF7di1DeB7IxG7qQHMohLstgaQo/na0gDyxF3tDaCqjOv+BvCdKLbWost6sKL8KrbDgtUqt1pSVfXYHCupYhsVbKpSqcUUa6NCeyhYeSHU2pVPZyR+WixpCm2tYHXV0u9OtRSLk0LbJliLYI+n7qh9MZhzWdH9i8F3phl6cDH4/70s6KHF4Hsq/Hl4MZiixudcSHoeqyjaiW1UsOkJdJZT4hzPEducvuRmgxQ8BvqaxXKa0NYKRjU0N0lBRcnMkgqZMxDJFMUwodkFy5e/3C8FRWKXB6XgYM0qltiK5StnqGB5TAqOFUlUlheqHJWCKnKU41LwHcpOPpQCaI9KXRLaSsHmWkxy7RJQpBq5aQmYM4nIcqqQj0QYUhR+nIH2o6jxWEXmEYs47i+l2YjtELXDRYbVGY8tAccEucXvQnRxdAmoyyk+VtTlFDG1qCdOUUDx4RIwBaHEaashNuTLH2Jbm2+zpX+46WnwyBUNsWxhnnJhrkrhnAgV2p8GM5Yg3P80KKszWFVPcNYlBUUBwSINwdlSDIR2TLC51QXMp/9pUFEPsJzi32gZjT9scyrvV1HhD2v4TVvGDwv2TVOzD6vzTVugDwvx1bX4yoI196rK7mFxvWnq64kSevZ8rbxixbyDS0FdH6+uj1fXx6vr49X18aYJVr+bpgAe1rWrUdoOa9jVLGM3bd26unSdQO0KdRVF6kRVurowXVWwCt0UhOgangFEci5XVq6KslwtCnJrqVJceb24ygJx2/JF4bCV04ErIwVXVe5tf3l1N2yHBCvUcsvVboN2TLDyUm2iOltVgbbRZ8Bozapr1bXXKkurQcOKagWiaiWF1FbWIJiGrRaZtJJKaVV10bbliKFhq6B8ZhdUzrAdpHaI2uEiq0XIrJxy2TGqVoZtNN8K5cmKxcagPRSsusZYw7OggcqEZcXCcuXBihTCNj0LiCCYqAMGrUUwO7Vc0S+s8VVW5itXzQvaIcFy1bsOPwugHROsn1ppSS5RiItocYnKW+OC1BY2rK6VJ7C1cjmAtlawXNmsTcsBtG2CtVCzC1YodyVKXO0XZKywHRLsMLViWSpo/YLlK1KVU6AaFZSmsD2khhWmREmpAlWplTJA9KPWygC0TYJty7GWfLMLlpWBwppP+6m+U1bl6ZAMHKKiTdiOCdYv2Khg44I9FAxrLxXJL4mSS9DWCrZJsG2C1bWUSjHbWkotzwGkl8RFqmGJlcJaBYk9iy1G4R8Lwu/UgjNGibxTG9FZwBsrReZbimSSYorMNrLJLL5YOZSTpYi9MzfEZ4HEFAnGcgmVIZyDOVKZ3lg5pvKTKCL5TpaUSDKWjzVSjK1m0u9MnYkCMtPCOYmR2rPIBSZi5Wi2F6IsIhPLIjuRjz+Si/xEMc0zxGYvhfJEKeJfliYxfSZz4e3l4E5UwlQCs4jTXhpvHskvi7GcoAQi08V6YjrYZgxfAecU8BbgsxfjL0lgDgiWIlKNkL08vhMzxf8dE4qUJ3CiGsEZkZ7MErZXJnTiuyFiL0/4RDGRKRK1l+RELr21Yc8ndqIidkr8xDSxzxaJGZKsQOJEZVL2XCYm80nb0/bkiekyYceEI5TMZJZImZ8GBhRY6gQmLTKRh6RP0ietgkxATlAK9EZmgqkPYRawlEXimFvGGVCLPcwxa195Vs4DBbZ2bkzqmAnb5oFckzmKsc8D5czWV5pYpJD984DcUR2+b2rEI+VJCCSnQWrKOPucfelINSZq4tA8gO2wYJwjl0BfPpkIwuSYO8J9WWQ95Yn01YrTMRd4K7AfgFyT98h7evt6+44B4HP4HMoeit/hdwQgXk1pxgHItaAjC9eTT7yPsnY+mFMz9eQSctRKWCQiYO6pBft8INrB+eDQfHA4x/rzLeMoD3dybrCJ8CLek6EKhMsQKUG0iGBPlv0LQLH1npw6zc6DCwC02EnEoQVgqhY/Obck8uhfAHJtNMfGZ89KzDQSuKqEeiipk8WkCRNFpL+kWJ35tEhArmVO5iM5NfdIi+Cd00d2iuKcwU/my8cD+amZ0lwzylmAmzImEfMUsUwBr3O28ZXEeqoafudMsJ2qDC/gLGBCW4rDElDVvKcQvgL8p4IlCTgfD45JQIGFTyH6JSB6anYJOkvTewoRctZCuIhxCYD2ULDYqVxWLgTY1grWshD09vT22BeCXDuYY6ZOzOGFANsxav0LQfrb9LcTEOmkfLJ50jRZ1OERsExaJ2158JNegsyeJTQZmgznwUfKE5msjMlend7J3kmzvTyWOcJakthkHJKEpCBrGZA5kU8LA6IRxH4GNPdl4WogY/+u6WdAyzygdMyc/nnA11cOf0lG54FgXz6SntoxO6aCtKcYi6MSoT6E1TGX2KbBSgBmy9aWt21lbHQ+snHB0n0YvifLRN9EXwYiOSk5KS2JTMTZQ5GfzEfizEdahuaTGOUsInN+fzGdrAVvTyHmk7PDw/mgpFlOlscq0rAArM0x58na8PWUZ9MC4O+h+E76TvoJgRxSX6a+DPQEeuwLQPJkKRokYKUErBXM5JxNzFPE8sjYJgETX9qcCLsEHBQscKo0oxKwaSGxbYJxnfsXAmixnljPoYVAtFHBmtvKYylJUKD66qZQG6L0Gid/28wJsFMl3Iaotr7KGuttqx3k42VXYSFv71GvwXr8V2JF30ntKk3pNVqlV2lJIXO7UksOKb9aqxn69KVXbHm/LoazEXYiroH1Gzpd7fyfOl3tXgffveHN1jd56Mq5Wtt59wZHx5sbOjrb+ffXv9P9R+s3dLvbNrS5nF2uTr7T0402na7ODZs7O5ytHr79J22uzp0dnr3b3fy7Hfx76z3d79ufA7lmbamE7+tHi+X18jC//MG7rZ5W9ysd3R70YPufA9j8u7Nwk9ycrZFz7po+/tjUCBBmY11e2Pt9wjxpnmwBINeifYXwjmrYAYB2EIBDADT3ZDkMQIHF+qZHPwAPofc+H2yaD6KOfGIC++cD0eKOuCMBSUISfYiUw9pD8X9dyFQXU5omTZP5CyplLbWAoruWpZfhmG1XFuluRPlWs/TgRnyXwM7pEPEW45vEVFsWGo0h0rtqo/wiUoRlD2VKa0pj/l2FMAcUFr69o3VHl6vDwbtRlXbwOZBr+EtCenfmkrTl8HoxwV0Y7+uV8eVhaqmFwK5CipfKJmKxXaWJttSG93czwRKpTGAyMFntnNzlvsl3vC1Zsot/Yy2liHoRlknLZOHi4NLLg6eyQHi6i4RLLRRGWCetk9NbMOz7XT75A5a93izmPZjc1xQQst0UZ1sx/CQ/6cyDDoGmYojchcpSO60FfLtK4V+fSzpWCf9kLrQJRnVHPMYceHkv7+ji3d0b3Dx0x9yb2zwdrk4L393d+jb/Gv++4JMceg6Us4Qtn+kGLPB1bQQns+SOHAe/pqCigNd5554bEii/8huj3KncWbwGHBGewri0tEXaUrxuXGmvNl7N2aeDM1I75p2ViU7mUsv4+dyHOT9MpbpOkhOliPYUg0b7eydzV/BnKX0VaY1M5/vLSrT9efggj2JuovzsRGyy8I0H2YlqT2HZadk51X5Cwlsr/hZ/y8QuBIqtuDB/Uv0tjNl6G6Pc+xjl38mo/GbGLLyhMYW3NJLCTFPldzWqv69R/o2Nwnc2qr2/Ue5tDkRKmBGb/nsd03+3Y3be76j2jsd03/cofuOj0psfld7/mLu3QALl3gSZ0lsh1d8Nmc23RL7790Sm/vZIre+QzM67JKXfKqn9/ZLv/k2T6b6FUv2dlOm+m1Lh/ZSid1Sm8J5K2TdWpvD2St4bLDN8j2UO3miZrTdbCqn0pkvt77wUvvVS+t0X/PZLPtN/Fyb/jZgs2Xdj8sl9U6baGzPV36DBxrcVs5IBK7Nv2GDWMgBa9m2bTQyANlHw1k3hYpfMiW0MgIbexkG0MOD/Y+9tgOS6rvNA+EiISA5BUj8QQc6AbJIDssnpod679/1igjixzVjOGLW2ZZgkhmCWFrEyM4JIgAQdaQratbdgrzKBHXkLym6mkK3aLezWZgoC6A1juybIctehJWMA0ltlpiyPkKy9RkrOBEmVU6zVeoSqvef39cx0z3TPDwaUus8p8LKn+/V79+fc8/OdcwOvlpfTTIyVGd8GgXd+o6KJbRB49zcq2rOIJrdB4GHJ6jn02UOf7QRgc+CzBz5780E2U9sg8Poyjyqa3gaBORNp3zdmtkHgp76hNLsNArfPTUKa2waBNztLaU15Si2574eQV0phWjmdaVOTmpp5hHh9aU4tUp2Yx4hbpT2tmvzUeTrUSolRlh61nCeJd3eQNrV7jelTnSdTLU2rupnJVc1JVkqrJ1t1nnDVNvVqhvjMu53R8W+sThuBCTRk4OzS5LCKugUNLk0rY5r7IQjMKWZKS7GFp79x8o310vwPgfFmprLt+3w3SMhusZDt8JCrISIrVOSZbyz8EARuTrlbTJuLm1w7evLQ5/sAAq+UILiUNhBx2SH6knmEuPN0xWZqh98cXRziXleU+8i6UyFXopXSJFsmSzJPEmPiJNIUBeIxhbKilcPy6wvOzwAYnz54+iBmbVZ06uCpg1UOJ9IsQOBtrxVHXnrxxc8fZojNq4ePferHjr38yt84dvgFjO5MfxKW8xx0ypgrqvmizdQud7SZzhw8c3BJLunyjFKlBUImLM0vbaa+D0HgKuOU6erxDaVvKPV/CGESm53VugKPEC9Oe11rEmyrdFim0Q9B4HOfb6axD0HgzhJllxJ/99rx9tScWruErx/feFqKcmnGuixHu5w9iPSeoV6QjvhmYhzMe9+oZsokpQgznzvIdO3zSBVWBmmK8oiXpBI384zy7DK+/nmkZvz8ChB6hdEzkH77N0+9sZxWg9fv/Oa+z+z7zEqZzRVVUPzlYPzlcPyVIPkVKH/jofknnzv53FZD7NdDm5VJrtQZ/L91CgDTzs+0p41KEmifJtBF1kBz3oDkDgQ+9M3FdLgNbfvl4ggjKD71M4dfIETFZ4Je89nXXiY81MwnoRPu//DqPLTxOQ2S1xD4+DeZqhQHTnKo0hyQdnymGzr7bms6tSxl4qnPIO0JhMkTp74++mFo5pUKGXRa2GAxjX0YArcqdrBS2YPFNP5hCNxcCmGVoggbUCNhacWEirh2QnMFBaU1VFJox9PEm11noZlmPgyB3/tmO1pShaFdRYa5TSvQ0JJb5/4gLXwYmNsXdmhFp55m6tsOzKtXf1hO/ZR7FLgqDLFyiYjFNKR5S9e/2Uwbm8XUfR7T1uczKY1sB+blJTWaaXQ7MFd1NtrV21hOZ55hWlKJYwxTqjSpitKqxpeX57j5xTq6LeWxscU9Vi/6sZTWUwSk1WurC4JsZqmQjSwmsvGlRW5WQZK1074W1G1Rk/UWOtn8wifH2xY/6b4YykaXR1mZJrYD82pVVBZXU2Ga1LzWpcVVWtHUdmBuXXllLZVYVq7Q0kxLq7U0121hapeai9S6ssutXO2lVb2XFfjM7zOdXUaz28H43LtGv78e2uh6M53UnllM7x+viKvSdFObph3NbQfm5cVrWhOXtLnxzI1nFrSyTav6NovpyHPtaNtru46/9KkfeeHFzx1Go3z2k8D81PPL6fChVnRmrKJDzy2lw8PLaduX7v+xYy987nMv/Pzn6UfnPgkr8/Bzy2l7oBNji+mQvbZ96Z6ffOkL43j1+U/CubF2dET1wrGltOe5irZ96eH9h79w/DOHX3nh2Avivlj4JBx4biXatwItseK3fWnwP3vltZeOvPSlwy/+3EsvHn4Zf6DvXmjmU2NI6bMV9f0V6Iq3fWngZ1548aWXf/zYy8dfwV/ovxeMzz7bjt5+GunEoYq2j7Wm008rbftSjV09f4OyevHHhu6FdnzuaaQrY0jHDyENP1vR+wdb01NjFV09uJT2Pcu07Uuf+NmXP/c5nmgj94Lx1ecX07Yv/c1XPv/CZw//wsufx8zsn6raP/oLL7z2E1/4L2hQRu+FJfzUs089e+BppPeeYWqVcrH94PaDp55juvb8tef3H1I692wznX3u7HMXA1l5KqtQZbUezj5d0aiWfjjzNNO+QG8fVNppNEYlrtIvIB16FunNg28ePPH8ieePHETa/3xFR54+8vTwZ5Def54JS2Nde5bp3PNIZ8eQ3nxO6eLBiwfffP7N508208GTB7c9/+gvvPzy+KufOv7q4U+//Nr44S++Grpx7F44PYa085mdz+x+bjGdE9o/hvT+ofcPXXkWaUltLubDY4fHDjzbTMNjS4mLYgQ+/TzS9YNIrUp7Ie0Z2zOG9TOuPx9o7PrYgWeYmutpBL7+7HVKR9/+OtLymmCBTxw8cfDiMxefOfU80+FnDz+7/Zntz8xSxbCdh3ZSIYk5Lc/x5jNIOw4ynXmO6ezzZ58/+fTJpw8dPHTw6rMVrbWYBxbq2IqCHN0U2miRM9iCDn32wGe3B9rx+vpo/99WerOBdPzZ48/C1a+vRtsvtaIdq9CeVyraeUlp9y1Bx1/uhPZcUjrxcmd0cgMovdSK+j4Czdy/mK99faNp5COwhPddakfjH4GV+ezLm0NvbgC93SUdudRMJ9rQySa68fWV6eyldnSuC3p7GV1/uaL3ja5eWkw7zy+n3R3T9le6px1LaOeaqO92MB5+paL9RDtm29GBV5bSoWW0c7ai4SW0/3wzpbPLad866ewrreip2VY0/FZrStdMo3fAcj73SjvaP7sSHWhBh4zefKU1XVxE+95aTodnlQ6cXysdmV0LHV83nViBTnZBp5bQ268spyst6b1NoKst6ND51ejaK+3p9Ox66cxNpsPn29PZ2dXo3Lpo4g5YwtdfWZnenL059P4r7eni7HJ6u0u68UorujLbTO91RNuPLqarsyvRjqNK12bXRjuPbhTtXiftWYGuz65Mw0ebafIOaMnp0fTo+7NrpX1HmY6cV5q6A5bw8fOtafoOWMI3Zpm2X1basYh2B9qzCg0TpUJPEZ08vx46cBnpENHhtrT/6ObSZB90wlNNfORye5rpgyU8uzl84Oh6aL4PmvnQ0eXUdye04+OXW9Op80up/044fHR1OnG5Ozp9vj2dITq7BjrXNZ28fPLym+dXo4sd0cidwDxKfOJoM527vJjePo908ujm0duXK7p2vj1dudwpvXl0M+jiCtS/A5r5+vnr569evnp5bAe8ffTtozfOK105euXoe4FO+tY0uwOa+erRirZfWEzXLyv13QWbyjsuNNP1o53S+0Y3iHZe6IRG7wLj8btg4i6YbOLpxXz8WHs6fGVz6JTRaaOzV66uQNfa0PUW9P4yOn6hosm7YTnfuNI9nT02dTcE3v4O0vTd0C3veGdzaecimrsbmnm+iRc2js8da0dvrkonLigNv7OcUqF9y+jAW0rvHVtME/dAMz/1zmLafxPowDK6dmztdOgdpevH1k6H37pF6J310pGO6fgG0Imu6aTRqS7pdBf0/rGNphst6cw7q9H2V9dDZ99Zmc4RvbmEbiStaPYeWJUvvoP09hK68s7VlrTj1VuD5u6BJXz9HaT5e2D7uxtLO19tTTveRdrzaic0vIz6PgqB+4l3vttMox8H5jHiqY/DjQs3Lsx8Apq5b2fFJ19jmtgJzJPKczth/q8gLxAPfQRGPwJjH4HZj8CpS61o5jaYvQ3mWvHCbdB/e8VPvVLRxO0QeKoVD59vTzO3Q1d85JXVaf52CHzylfZ0apPodEtauB1G7kAeIx4nnr0Ddl5eTAt3wInzSP19sO9yRfs7oKeO3mwa74OFPjh+dP00fiecudyOzrakiTvhzcuL6b3zndOpo93Q1fPL6fTRlejiZaQzRzeTzq6BZu6EjeLZ9jzfhmfuQp4l3nmFKb1Q0e4ru6/sCTQcKG1J+4yeumB0ZTGdOLaYTrah/VeYDmwgnTr2waUjVzqh/ReW0hrq67ak+bugJZ+40p5OGi3cBUN3V3zmSmd04EJ7GrkbDl1QwspCbwo1v55666m3jlw4cmHibtj9TivqvweG7oER4ovHNpLe7pKubBmN3QOH3rp6DGnyHpgmfu+d1rRwD4x/XHiC+Mhr85+AwLvf2P3G2E4w7vsk8rXPtqcdL7aiQ0Sr46kOv4jUGlX11Ivrp9OuWzryItJqiK4dl8682Dmxblghv1hLvNlIr9Z0K+O/Tr48fKk1tUaGrYYNGyK+GQixUeL2OLExMg9WRYu9+e5ymvgIGE8qX17LKVL3QjOffnkluvju1tKZl9vTNrfkFKl7gfn61yua+QjMbB787tw66MCl7uiQ0EZA/va9/kGiuY9A4IU7F/F7l5fSuaOrUd8OCDy0A0Z2wPvnKxrdAUv42uW10eQOmNsBCzugP+jhxxbTMNHYXWCcHkuPPRVof6D3LyMdOLbngtLb7y6jLpGas+SKWIzXPN4RcZd3gu08eenKyxXNfwSYFzrj1m6SvtuA+f2vr4Ween05Dd0OxqvBUU9fQjrTIbUHryL13wbN3A2e9dylodugHW+Llh85dS8085uXkEZvg+U8tozHV+SJJr768sp0bRFN3gZr44uXltJyeO/bl6Zug1X5yqXO6Owb66Ed51emsdsh8GqfagYsX395+jZYwhWI+b1LrWj/60gzt0HgpTDn1kDnbqDOa4U7t4I8I82SN3Rt4Odzbyymlj7VA69XNH8bGDcnZiBdu6Q0/OJyWiDnbDPa2rjZY3v9ElIzEHv4lWapM7Ian3qymd6/tBKN3g7LWTUElF5vXtoWdXTM1b3Qjve9spjWd39X3u2Mxm+HJdzsCn/vXSVeUIx1X/6dCeX2MHimydsh8HJIPFJLj/sqTvfp2yHwckD9oVe6dccffmUtlJ7vnGZvh654rhV3EjXY/EdpeWuHXl9Ou2db0dULy4lDHYGbcyEqan2hPR3S4de7p33nV6anAm1FZGaF2Ezgpdkjw7OrPUffHRC4W/PoyOudUv8dEHhIGbuNY0iBV89t2agcl3ZZLu0zXVbOd1l/3ssacl/GNPC2chLM6okw7VNhlibDrJYY0y5NBmlcI4Rrz5lZe97MxuTOrJY/s9ZcmuXZNCtl1ayUW7N5GTbtsmy6y7hZPe9mIzNwbn4OTveZOZ3m52xMnk5FyzN2ukzgufmpPGtN81k96WetyT/tE4BuLEsC6jwRqH1KUOfpQYtThNaXKLQZKUMblTrUTSpR50lFS9OKVk4ukvyixbT2bKPFOUcVVdlHi2l5LlIneUmr5ykx73lxOc3cATNVHhPTLEF/qpymuTsg8I4luU1LoUE7L8/fAYF3X2ZauAMCr5b91EyMLOrrg8DDlyvq74PA6eWK9i2ioT4I/JTkTu1+cfeLncCRdr6488WbD0ka6YPA68vvqmi0DwJzvteBy2N9EPjQZaXxPgjcPgMMaaIPAu/f5FywNWWDteRp4pUSxVZOGtvU1LFmniNeXzJZi4Qy5gXiVsllq6aYdZ50tlL6mSWhLech4k6S09aapNZ5ytrS5LWbmcLWnMqmtHpKW+dpbW0T3MaIr77bGZ2+vDptBILScJTjS1PwKuoWYrk0eY9p4k4IzIl8SkuRmIHeWC9N3gnGm5kwePJoN7jRbpGj7dCjq+FHKwzpxctTd0Lg5sTGxbS5KNO1Y03PHp2+EwKvlIa5lDYQn9ohVpV5jrjzpNBmaod2nb9z49AAm5OE2kkyasuUVOYhYkxPRRohwMLVy820MnxhfSCGsR1gPE6M2bEVTeyAwFW2LNLkDgi87eGVT926F1rwjk4Zs3I1M7eZ2mXpNtPMDphZnLTbMntXaY5wHEtzeZtpfgcErrJ7mY6/vpF047LSAoFKNjuDeAXuJ16cYrzWhOPrLVKPmYbugsA3jjbTyF0QuLOk5KXE3z3xentqTmNewidf33haiglqRgYtxwbtI3rKMEJIJ3wzMWro/cvVTBmndGzm7VeYDhxDqpBFSBOUs70kbbuZp5Snl/GhY0jNOQcrpB1o6gEnHwxfufjGclotJWHflbm7YG7lPPKKmhIYlqUwLE9iWCmRoUpl2PiEhkOBtjoxYT20WXn7Sp0lTbROnGA6faw9bVRqRfvkii5yLZqzLSTjIvCpK4vpdBvaFq188ta90An33706D9294Zkgkg0S+OwVpioxhFNDquQQpItd0bV3W9OiPBNKNBm9G5j3v7Wfsk6OXBi7G5p5pcoRnVaSWEzjd0PgVtUlVqozsZgm7obAzbUnVqlCsQFFKW4sKVFREReraC5ZobSG0hXteIZ4xyYXtmim2bsh8M532tGSshftSmDMb1pFjJbcOmkKqe8eYG5fSaMV7XmHqf8eYF693MZyGqKkrcBVJY6Va3IsphFN+ErfaaZukrs6oW4TwLY+EUxp9B5gXl7DpJnG7gHmqrBJuwIny2n8HjCeWMaH3tKMNMpJm1xeE+XmV0jptn7KxlZUWb3SylJaT+WVW7oayybUZ9nICi4bX8/lZlWBWTudbEHdVpJZb3WZza82077izFI6s2oFmuW0fV01aVamqXuAebXSNYtL2DBNa1Lw0oo2rWjmHmBuXe5mLeVvVi6L00xLS+Q0F8thapfXjNS6nM6tXGKnVZGdFfjaO0zXl9H8PWB8/V2lG++shza6yE8nBX8W06nXK+JSQN0UBGpHC/cA8/KKQa2J6wgdeevIW/1aTqhVUaHFNPRR6IS3Pbz4NK57gfnkheU0+lFYmceW8Xh7bnW27rb6knO67oWVefKjK/EU8akLi2n6o9DM2+rVwV33wukL7Wj2o2B85sJS2vdqRdvqLQ7vuhfmP9oFP/Vqe1riFNhWb3WW1y5YxB8TPnuhov6PQVe8rb70OK9dYDzysY743AWk429VNPoxWJXHFvO2+vLDvnZBO574mPCk8pTy9DJ+80Jr2v9qRTMfg3Y828Tb6s0HgYUeUt797mLaVu/oILBdsIQXPob83gWkk28xtcoi6fs4BO5v4gOvHXht6OPQzIdea6aRj0PgU2+destKlVm1Mqvfcfqtiia0nMe1C0yHXzv82vULSpMfh2aeIj7yGtKZt5CmPw6BZ4hnlY+/VtH+d/e/e+4tpLmPgzGWTZv/OBgvKPd9Qnj7G0r9n4DAQ8QnXqto5BMQeNudLc8N2wVjnxAeJ37zrcU08QkwnlSeIp5WnmnFs8Q73mimuU9AO55XXlDe+QZSqypxSP07ITAWVRnaCYFHiEebeGwxjxNzrYIzryMtLzYX+PRrp1+b2gmBp5t4hniWeI6L0hEvEHMpl8AX30I68xpT/yfBeIh4hHiU+O23KlprFRis8LIVlVy6qdCyPNmzFdZ094s7XzxVP1U/+/r66PhLShcbSGOfhMBw7sW3V6HVP9H5FdZ/rY2gzu6i+7vevKdrdS8b/2vn2rQ7ecrNevaNuG631zjX9bdX+8zN6J3vpxFY+5W6Ha2ln78Z8vDmXXW131nrr97Kc+2D9ss/aPT91dNbJS96tJl0q8nFrbyTVlfayuc8t+S/G/X0N+OZNvs3boX5t7572KgnuBV6Yu130v13NvJ5z3V4xVunj3vUo42j3rzuUY961KMe/SDQB3e/W80GPLeKv3P5X9cWA+nEJl2fxbr1MaiN/821ehY+SM/Y+XU246lujr9hc39lq6TTamt8bTLgVu2ZD+4ecOvR+uLNa/3c6nH5W3kPuTV+fa091E0UeaVx6tTntnkYjLV6HjfWW7hYE1uql20d3drIoXZXWf39ze7rpVJoZS2o89m9eM/tXNZt9WzqRD503mebdy8b/d2N1JG2egy7v9uV5ELn8rPbVb7++1796mt5npX6p/MrrLQy2l9vtT1rfXt0p1fsdDV097udjlR3z7HyCLe6w9WkcXdP391ddzYf17uS1rfiOnnutffNauNcjVina3e982Xt31v77reyXt6qv9p/o7M7a6+RrDbju5nnnf9mt/3QXX928rn2s7Kd1rb2lbHyc3Z2le7W3Eb3XPd30MmVb/Y9d96v7T/ZjRTq9PfW0g/rldObp6e274vu9bG1yNju5MbSHafzWbz+HuxW0+u8zzbqnla7w9V/a7X5vpY+6PZXu9NU1/qbG//NtVxlY/ShzZmZm/XsG9s3G/EUmyddN/YuNl7HWtt1bv59bPwzdPvJjd31u99bN/Zeu9Fx138/t8YVN0qedKYTrn+E137F9WitncyM1hZrK7tstbs/t8I3Vr/Lpd9q9f/r+721aLTrp4381fZPvfqv3Jyn71Z76eauNkfObbS0XPmaq49Rd32wlntYy++u/9udWR6bcY/d//La9u9zL65vPm/GPrP4Shtlc3S6ljfjebrt5bX/ymZ9uv03Ol//65EyG0Nr+42bJ5nWv9+sdr1zHf1to3pio3qg/SdW1qlWkqJrfY6Vf231PW0laXOu5btr1RQ705xX//vGjng3+t9ar7/aE679ntv9xvrWaHf3uxkrcGXZvnzOn2v599bfan2d1t9qPfeWr+Old9J6rbe6186fevHvdNODnY1Zp3vhRo735kvwzaXNvvfOr9+9XrrRmvFafqPb/an752rd7vTJV/vc0v1+8fdWXoNr+d12/bVc/myGjrj6au2mv9byxGuh9pJ47b9xs+XWyr/XiXxf792u9utrm99r+e5q31z9au33+42jtV5v63fDTsak3Wc67fv2Ws36ZczN6qH1f2bjfvdWmb2bTzfjzj54a/dm70Wb8fvrucbmPH/3ltbW3m/ztdei4Xb+zW5+Y+269urybmOsm1tH2nW287XvqY20a7bmGVt9au12VOurdtNLi/WRtc23lUZndWuos3XRjf20sp3dma2x8l2tT4tr3d+r29QrP9NKv9XJDFv5aufa/NvpNTtb1Ss/cdXrq8241tp266st/2z7UWl3vaXfPbfi9dpfs3X/Ll+nrX6hXd8t/US7Pl1tnFrdW7s7Wv5M7XplaS+0+v/Vvtfq8+2fZrW/dbKqOqXur7C+31xpHa73aZb2C/770Lbeq/fqvXqv3qv3WsPrE9ug9+q9eq/eq/fqvXqv3qv36r16r96r9+q9eq/eq/fqvXqv3qv36r16r96r9+q9eq/eq/fqvXqv3qv36r16r96r9+q9eq/eq/fqvXqv3qv36r16r96r9/ogvH72ySc/FfjzL/38p147/MJnX+N/x3fBLc7b7hxcftsTu6DH38e87WMtBn1yFxhv+R2ugbd8KfW4xz1eG9+cVbzlMqrHPe5xj3vc4x73+ObwZI97fMvzeI8/ILzlAu3W58lbhrd8tvR4zbxkUm35/XxwecsFQo9/EHhyNd7yO/wB4S0XOD3u8fhWr4Ie97jHPe7xB4u3fNvq8a3Aq86TTy9HcU3tgo3l5bdyE57z1uzuH3De8vVwi/PkVt9Aj3u8tbzlMqrHPe7xrcOTq3nDt1xk9XhVbjmyHX53atN4y7ulxxvFWy6menyr8eT3V9x0y5dYj3vc4+8D3nJRdivwZA8W2eMe97jHa+KeUtrjHwS+mdbclitFtyxv+TT4fpp7Pb6VuTclVuXJ7wuH3k3rqI0SR5ObwFveRT3ucY973OMe97jHPe5xS94M7bfHPe5xOx7vcY97fCvxlu/CP1A8+f3LWz6Te/yB4JbrYsvvqsc97nGPe7zhvOVKV4973OP18ORi3vL76fEPGk/+YPCW93OPe9zjHve4x0u4t7ttCG+UWd3jHve4xz2+dXjLN5ce97jHPe5xj3vc4+9X3nJNr8c97vFy7q3uHnfLkz0g8QeZN3shT/W4x5vD338TbMulwfc3/9iys9Wmd8HAk9yc2QU3jZcMOOyK90bDZVJz2d64HHZpzeV7XTbswzvFXl8MJ1nNlXtTN5xFAz7a64bjuObLvc7jR/LwhhtO4lru98bFsM9reSqNIsLr+WIwNIp4OI6iWpHp34q9Lh5OonoZPhQnw7H3tbLc67PhNB2Mo3hvnA7HJd1ZntbiYm/ihtOoFpd7k3g4dTXn5PfxXun3w53RpW98peYT+eHQKLNwu2nNZ3vTcjgvaknGl6ZLJXSpaG8SDSdFzcX4+0mCF/fJcBL+5Pf6cHFf86ER4ztpLD+XJvIkqT5SFmnDyc+HRuHDc7taluxNiuEsdE7Mf6vlOT9srfB6Q/neNBvOkpp3+kgpPnYWGrl8K/HSSB1/6/RvDYTO4SHRkfA6Evg1/NDZiVpSYH+5Eh/Ap/QA4ZFyfLbwAOEh8ZqFjH9aSkeEm3ThSuEmU26EoSn5LgfjONqbJsOZq8XhzukO4nApbAzGRax9GqX01snvDrpYniu0wnj68NVB56TTQsthF6dRaJX6HvZENOzLusORLMN1ikGXxPrnJOFJFFo5f3DQpXZB7CJppTIgLg19nA/n2aDLUv1rVuDzp+G2cnsvDzeY4lM6nbGhVepvlHIHDVeGro7C1HbhHsp0b54Ml37QRzIAoZXJHfqo0PfiFFdXkg768PAuzLPwDafX9vjI/A1v3whPLO+F2SvfxYnI381i/W5mv5vH1kr0r4X2h8fRlPdyXSllon8ttS+TSN9LolzuIInlKtvuuDMrhuMi/DHO5CJJLLdcT8JoFmHco3gwCUKEF7MLi7kI0iVcNRl2EcmbYtgltYRnV4mL06XDPqvheHKjoJuJaU4mOG8LneZhjvkwx0qcnDRzaqWOVRA1ckth8fFUO/nl0CZxloa/x7H+PfYyFWOXNQmdsAzD6OC6KPvvhzBAMv1qYc41iaYMVw/P9DC1SFYOZCwib3ybLskzHluhu0JvxWFYk3I4Cz+d6FSNE2etQm/MJnKs07eOrSJ0eoRv5nrf4feyZLjwtTjD5efCOswdNQbjPNubu+ESV6QIjAG87zgKPRuLRGCZEpY9DkM+HARxkFZxjgMTvhQmmQ8961kin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</script><script 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</script><script 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rzqtWklEALUR0+A9EM5A2QkQMYDZDJApgJkOkBy2klhO4EsVbaTmnbibCfedtLZTnraST9c9JPBdjLSjmOE81nifZZ0PouUBaXIceHwUejCW2UuAvJEpYvUuIgTrrhIJ/hrDT0uUrme9MN3hQHIdrydgMA62U6m2sl0O8k5Qka+Kw66yIiLjENsLjIFT13InnaRnIOk8CABcio7SCoPkpqDJFbl5zxIxv8q23sQ2w8kreLv9Rwk/RDkIBmBOyB6HSRT8PRBktNECqHbNJHKJlLThA85m7AjYXfjWneci7DpjMqFflVj+RCsB4r7LBl8low8S0CCLjxCyo6QyiOk5ghxHiHeI6TzCM1FE+lpgn7Vc4T0HyGDULAjmPvxI3Ctv4kM4r0RyABNevIIGzC1aQ6MUDjD0eYbGmvzdhKjQ59N6rwbFe9cq6H3Q+TYjGxUXThR+SyR6iMYgTrMunSkSZDF35tswlGx8gHDVBOZbiI5zaSwmZQ1k8pmUtNMnM3E20w6mwnIWf3NZLCZjDST8WYy2Uymmsl0M3AYUugmZW5S6SY1buJ0Q2NMQdGPYEPnBKHUXjfpdCN7Avm+MEjKgqQySGqCxBkk3iDpDJKeIOkPIlMbDJKRIBkPkknweMlUEBvWTfrdZNBNRtxY/ZNu5HJA+tNuEJtGnibjTxMYMSafRgqfeprAKDH9NMnpJIWdSFo5h0jhIVJ2iFQeIjWHSOePDM5DxAueQ6TnEOk/hE8NHgKWMHII+ARIOuP0UlknqewkNZ3E2UnYqAGtUf3cJL2JyVXTFQRt/s+njHzWAHchJHCAnMOk8DAGLjtMKg+TmsPEeZh4D2MknYex1/TQi/2HIe3BwwT608hhQhXpsr7OIutTDJsuFNk1ekV9vGyJmaBovFhfapD0+aZs5YLnOOToMJk6TKYPIzcqbCFlLaSyhdQAZ2oh3hbS2UJ6Wkh/C2Z8kHKykRYyDj9bsCKnWjD70y0kx0MKPaTMg/wVqY52IKsmlU89S3CarE2c+Rjt4LIq0jWKsdXPVXoInYdowlvhZxnRY/YLI0iAbOGA1YVD19Y77LpOlqu1cOaoXePKy8EQsqnOTgLDe08n6YfGBD8bzPn0HPw4XHSSSbjVSaY7Sc4zRFujs1AJgOaYr14UHy18BvlaznOk8DlS9hypfI7UPAdSco2HOD3E66GRIyWgMALplj1DKuGJZ0hnqdDpwe8eqLJj/fDVNR2k41SIFNKMloVIZQgu14QohRzEa1Qm0NZwrv4WfDlp0EEPGfGQcQ+Z9GBjTXnItIfktJLCVlLWSipbSU0rcbYCiZHOVtLTSvpbyWArGWkl461kshX6GpluJTleUuglZV5S6SU1XuL0Eq+XdHpJjxfTB6G+k6bVEyL9IQJ1ORJCmu33kkEvds9xL5mETuol0zT8OA3sDOP3JEwIQmQ6RHLCpDBMysI4nwAJBvJfE8YGz/ERmEeW+Uilj9T4oP/RBUlsPbgJcXjDpDNMesKETT7Vj5w+4vWRTh/G3h8mdBIKiTpplqafJUx5wRe4cIbNtHWaAAPz1cEwtNIIZAZqN4x8YgoSCBE2L50Ok5wIAYqDuUtZhFQC6UWIM0K8EWR8nRFoMaqapx1e4h1e5jKnha/WgKBO55BQ0B4f6feRQR8Z8ZFxH5n04ejVEyH9ETIYISMRMh5BXjgZQYYZIdMRktOBQQrhu4NUdpCaDuLsIN4OFCQ6O0hPB1RDfweh88XBDjJCQyPL6iCTHWSqg0x3kJwnSOETOMJM+VDMm/aR6cuGHD8p9JMyP47lNX7i9BOvn3T6SY+f9MPo7icjfmhAMuknU34y7Sc5baSwjZS1kco2UtNGnG0gKXrb6IjFVzup1EU7hkXjVN5/FHG5jmkTrJraNP9FFCvp0AQ5M/IVXqptoIL1teyyo6TyKKk5SiACJ3wfJfkvdh7FgvQcJf1HMdXONtLTRvrbyGAbGaH5GG+DSoMuBF4YBybbkCqm2nC8BXmPij2YevH3mCIL2SNqLxUudAIXAAKkkilTIDv4rFobb4FN53SBgHj1t6gqmK5zfw+JSVsAmPwKmfoKmf4KyTlKCo9C9dQ8wSYtGBKEX0lfT9EUZdAWWg7oFAfkd4emYu5/jnE8xuHM2tLBwLPABFCepfpoaNvq0TIQQkDKf5YMPDt+lHTW0vV8GkXPdgObMjMFOdIgPtU9SjXbbNKu6U+7R4s0vWvuqJFrQ8DLhQrnEyiOG7nwCVFI2pPFJ4osLN7iE1g+OlvFBOicrnsU8kR7COZh8qNsyqJp2pePolaIPgleLJLNpNC1FjYlgmGC3mS7AZhKuAhqymGSLZg+18DLvE/LuqKD3mRrM9oiaPdo2RMkl+aaycIwArLFbFlTzBq5CE8Vz1+yv04/j9V/HJ+b9LO77/X6+oFf3tydHODbb/7y+s2bvzwA3tOP08AHLn/5BvPQAJdvpvyc/oXmwVDXU4fBD8vBbp6Tm5DM66//4uaBm1+Ghw6wqOIeePOjm9qN3WmSvnnzy3q2PrOLFaPvsfrrp/VCPT7wbP1nnvjakoVytUfu4A4WHpuO38HCw/gzxMijiLueXRLrfnw5GUUrl4Aroa7+s59MjD+5hLnDWzXnWepZ+ndfWQKuV+1VV//T6n/aWI54/Z7X7/kvD3D8LHuJ7lo+1/K51rOtZ8kjFH9L/nb5z2fChr+Jxz9JS2Kd5eeZ8TUzw9l3UuEDZzz+/a8vmY374Bcf/OLtNkQgGAh+278E3MMd6P4bYOwFxFcvI155IzV+/vOf/3rdr9e9YnzF+LVn4rHrZ4jsY9nH/u//TMSS1xl+P2cJukscksowfHgJuFcf51h1FpF7NffqP5X/U/mebRzrv7P+O//yu//yuy//JeIfH0R8NPzR8Ge8n/HuyON4qmAJuO//D4Y/O7yEuXu/wvEle/pR93Z9dr/5Oozfv0x57028/MsDBy7zAAduR45iBYuE/HzEfbtnEc9n/nI3yjVfThQsPrr5GcZfEjhLLBfRO2m0g0Y7Z2yXxO4YT86MkBkRa2SankQ/EQSZJwjdLcvoFxEqGw3SZ2oDzRGfe1ugrckVdre5wp5Am/Ggy+MLRMIVxm2utrZA2NhE7xqf8IRbjOWbQsGm6EvkdWF47FH3ofJwqMLI4soQxOgJGYPuQ+6gu63J3Ww8FAz4jc2eQ/QCJNMSafOGjAefMoZb3CG30U+jg3hZhE0Bf3ugDQKG0OsPtG3ahldC7iDE/OTGtKF2BgOHPD73jrZDgTQB/e5mj+sxj/sJd3BTbdSfLrSnudnnhoChkOuw+yFPKJw5YJOWy2iNVAVdh/ChFM9EPJjfw0GIvK7d09YWn4toDO6gp8PdXOc53ObyxcSUFADrHu6LB5cZsgwWRfjdvOL1268fLN/wZ4aKij8zZN239r61a8XqdS3s+UjY49vU7D4YOQwUEQr48NmC/m5ScG/BvWuLCopWrs7LK92QZ9qQt3QNERvF3L7PCWJTcVP/vYbSDULv+itNnUsNpg0r8vKyAP/hybw8Ifs74LtvzZrS9cXrTevdjf7GG8sjjV2N3Y3q+ur1vY3CwNaBraUbSjecbGVQq9Xq4arhKjRfggY1qhsQwlDbUJtpg2lDbYABLZyi9Uk8pRjPzc39PcRsg2GCsYnyxBISxZhiY+OxJCaa4vye5LOlUp/e06If+5BU+YPdZA5OoDtLZXuF1STjiulIN4n8aRFbHrTiTFo2yXIRbjCA/3RbDlW2Kg5c9LMzL1yexsdynidl+aTIbquwmGRzkcOM/xWpeuD1rNfzP2xZAg5FY5R6/n7tEuYkmD1m6b/ylgnmquqt9V848FD1Y9UP1T3U7Am5DvqAQKPlNB92h+nvhwKHQw942jzh2Luf9wUO099aj1u2TKh8ntQ8T5zPE+/zpPN5Agxtr0BJ3Y98ZP1jrqCHpdHkcwUpT7ufca+Qp9ltdAPDaUJm1GYMBSLBJjcwOLgMHA53AjgqbFpf+QbvK69AX3lF6yvD29Z5f2wowL91BevWFhcUY5+o/LEhrwb+YntFRHW3wXXoFV3q5TDc1XrFL4fz8gwlivCdvzbCL3mGnsH6RumG0arRquLq4uqBx27U3ajL3VW6u3T34AcGcJAGc0NfHPqiaBbNtA+wXmDagAam0WztyAeGceomPzCUni09O/WBARzkirnpD9DlmnPn+zTvWAiWP8zSbHLN+xqCxY8R3kK+UxydlfOhIeZf8pFg92bt2DGQ6VStwg8NCa6Mukrqkq8zV8NdZYwTrr7j/NDg/dDA/3f+LLvzQ8Pw0Z4PDf0fGgY/NIx8aBj/0DD5oWGK37xxbPpDQ85PDVdfLvwpCylV9z1+d9brRwXW+8AxrQfOpX5bWfLA+w+8f/NP/jDvD/P++Df++Dek6tdfL8DASXdiBIEsjdz7ObkPixUVwyIj9ytV63xsaHC1ezaFn2p343BJ+2GIjg3Pk4KSgpK1xgIj9oNrVXmdv0jsBg0HrlXRXlAfgZtSVfY/t/3rPbQvrCwILlkJfjZIGDJ0hWtVEAc8DY7/i7001DzwJm1G53/NBidUiiI4w7/e86/30K88IkzdMEzfMOR8ZFgW6xeEp2I5R/WT7YFg+GEXSAS3zDzwxQLZUmHVqvObvDqJUFFBBFadl6vWNSZXJ0gcWJcjUJelBaVrYaydQ13mRf7dwlZlTqMBnLBGpeUaf57EVKcgTN7AymPfC1aFuMomSXoVnuRVuE6pqFinsCocauBVyMZLSHh7IOh3oUBVMAVVeH/B/WuBJLEK6/fnXQvF1WBpk7+pfj/U4NUmU/O1kFR11/17WfWtzl4JXlZ9V7Mz1B9yYpRRPjkonhc2D20eurY1GWOtsUCJbLhqYjei9vHax9HcHprQQ+N4aH6uQQMan7t8E+H2Mqjn1fN+L0P9+frzDQA/gBuUY0bjan2IqIE1NJdWuM7AXO+W3i3cBJfpvc0xQNNbzKojM6iFZrPQeNWN9xiqf4iojUHEjxgUBea6ftilmbBCo1Kb927eO+pH1O9HlHJsLd0q4GDo/kRhfpbsr566eiqV9fmBQCyYjffrpxCFS4VCajMFHNpBYRZO0HrIgAa0HVKzTGBuqJ2hdrx2fLidwT/uH48AugHcJIhm9uMIImoiAw1eeNcZmEOT0NyIQv2EPwZoPIFZ6mEmEdDwAZofqP4RQy9FXwyuBxHjdwvMjf1ojBshuJR7aXylAA6mn4BrFGKYAa333qGBOzQgIMMci2OO1JZoGgYYZX/pmV8s25sj56JGQCkP1blmZo7J+CXySsbwsFSp7MfGl5TZe/24hoGzvWc/1mEAjfIJ2GXiuwd2gwzEHyX99IQfS/JzpFrsgqz/6D0mc29hfQX7CSN1LFgqc2DxhWXmuz5uXoAGej5mXoC2VIT4M5pTneOc/lT09CeUpzpnOv0p1elOus50Hnm6k6bTncGd6pzw5DTT6cFS10jmOpjNWd6payT1CdvzrcM7Z3ALQmOCrlKfe00/T7KWr024mHOMpHQQeP4uXeQLm1DKCBcq/pSRzKZcc3YLUvNzzu2Cp56uDhekFJnvPpjcBwqPESHnb7OdXxe8T2fTVzdxC53KXkNlPptcIVlMigw+hW4MtdA3ulW7yYrvn9kqVIfJ6uj6vtEqVUiySbY7n8nGrcYWG25ZA4/NZrLbi+wS7oazdb1RZLVXqCbZUv8cfVddxi2nFovmsdn5c3b+nEqf6/dl49u27C1HPCSIhbLyUBYaaqKryG7G2G193zXi2R82k2wd7SxyyNSXc1CkLzfhvj+7//B6LBqkKylSTrNoxPMN7PAoPegADxlSu4/Stx1xa580tUSkm9YlM0TEzj1w0DfwHRAHZJ2qnOxmurNPglpAjyqbrHSvn102OWxdbiOew6GaJEfWsqVmk9U86aPvT8gKez1CoRWtFP6DYSO+bC6ZUbHEjsrA2pHWWFkS0A5Q+zY8fUFlb/Cd/GqRzUFjxu2fVtlks3aeyi5SHLQu1tjoc/QVa/qg0QK1BBWiTmaJ9MUL2m4NX6552NDfKG6U6GEEikmW7FnLltugYh2WyZ8KRolSgmyjB2tA/Zv7vltktdDGZKVX8L0r3BppM+KbY/CgtfgYf9HagTsyMbc23GqsKiabWuRQaAZx/6RdMjmkGjfd96zIuA/fwjagA7mZ7ViVNqnrDbqTHvdcssN4bFCvktrCDp+AsLah79DXM1X25gDbkioxAseNllChZmgQiM9Bm0iyUrow4gEnNtquKjurwGFUZFYyIFJF81jYlRJFewNUpT6rBQoOvafsGKk8RmqOEecx4j1GOo+RNfhGtN1WoqoSvrxOzz9RkfgV8/gXDEZ8eYpGjK/DoKf6O0WSXfP1fCR0fb/nGKn+Hi5g4TXaPNC3+o+RwWNk5BjpemP8GKl/bvIYmYJEn8mehk5+nBQeJ9BXyo7jlcrjpAY8x8lEl/c46ftu53Ey2tlznEA/6D9O/IcHwdssjhwn4/BQo+g8QbwnSPfRyeMEqH3qOJnGh3JeIND4nSdIzwlIsohSsGzp+27/CTJ4goycIOMnSPGxyRNk6gSZPkFyekhhD4GGLOshlT3wfE0PPObsId4eMvBl/XwUq9rSCSFfIGUvkMoXSM0LpMvtfIF4ITFfducLpOcFAv2g/wUy+AIZeYGMw/UXyMmvTr1Apl8gQNs5J0jhCVJ2glSeIEDFNSfIyeemlOyh7/T0kP4ecuX7G/E9a+g6Jkm1AhU7oHnNttpB+j4JniQg0wMdoJur7K105AnK6FdwrzT0Z9kiVYtZ6T7LsrJe35C1av23Xo9+BvDrKPNv+NYD+VmfxI2d89v2lmpvG9s99o3vIzZuXAION6PgthO2bwq3mZy7+9zd9+9FfNm3RHe4wwjXejJ+lsVX8uvxldwnpEo4fZJ55cJDtTseemhHXfW2Rx6uqjuw4+EDVVv2fv4QHQu3BSJt4ebAE21Za5fVtQSC4azlq6pgpNwS3uXxu7NWrcF/uwJ14aCn7XDW6jzuW3739ojPhyGzlq98MOJ3tTH/ajzwt74dB9vmrOUFdJMG3qGxrcmLsEWGrLzVgbZwy5a25r1uVxDC7YSnMIiWhTWPun0QsIM9tnwpy8vdVfzx5fc9FvA0uR91NwWCzfzqRlycdj1VF3ZBFKsNW8JFntCuQLPrqc+3u4IhN+aCZf6BMEQXCrv87Tt9kRA8sjEcwHzUYp6WlQuVvaSmlzh7ibeXdPaSnl7S30sGe8lILxnvJZO9ZKqXTPeSnBdJ4Yuk7EVS+SKpeZE4XyTeF0nni6TnRdL/IllmEL60IEvduNRis77xa3Pb/0NFH/y9zdXU4k7e/EPvu/2BVs8C7vpJ3E9TjfFvjYTDgbZZ7sChT+z0NHln2tyTvGeHProrEPCFPe3wrLZC9Xt8hepuQ0XF3XyLQMO65phqCAENNLXsBpKiK6bjL5KCsoKytaUFpbe4RLVSfGRJdI1qTYYlKlzWGW0abRr65tA3uf6qt6q3SkCV78nmk82jJ0dPcl1GbmNuY/obGEViVPhbwJCJT+BvIdWUPsXEuTl+LhlTS5MvwmTSmHh16kUySd1UkhOG3y6xSlRWUazqG+wlSRkkj+G3p6Ef/V02Pe2KXuk0G0DCUdgP9Y2cl4hU/fvL6pElRznc1kZ0wFCXDUQv5hmE7hZfe9AN3d5dF80XCP8Pu91ANMswQOVLuBvl3tguuiv4lP5rdn0TT3iDoVOjsf/Aaezc8oqKc8sZjfXF01h7C9DvwxH/QUrYBc6XSMHGgo1r7yu4D2msuymvujmBxmqbupsojeU2VzdrO1OeW8P3a1kyEFf8umN3E4N/j3/PkHfIOzqEyH8v/z1OdJTw4tcrqpsZhgJDgevt19u7TyPQ2DanO0p7c3ooPhOZs8fvCvHxZU6J3xVS6afSafP43XuzBr61K6MKKaFfxLSs9yW9X8Rc7XyJgPNS15nkEq6nCyZc/gOURvFNrJGWbDxKTWKHGbDz0qwS3Kciu2IuclDRn04Y2fzETs+RtUn0xByYT1jH38imb6hb8EyRy3/Q8xKBSPtfIoMvkct/MPISyfGw921hrmcff4lMvkSmXiLT2BWznmv99uv1YryUxfbpxnZNrYPW3/z5pezYu3lLhSomgOyMVlDWurt340gFnWsnjOVUNAk+hT9DW5/aEQpkrVq7HYakmCeWLRXKXiaVL5Oal4nzZaLvkPl9rSda/6gi+EesH15rWLcnph+CIODf5X6S7kXwvkwKpAJpLTB77IT9q4W8/nuEpP0ccF3b0AF3paqcf25jnfEPRnhnLMnQGa80APYhcAVG3Ya47GQ4ueXklvz9+fsF51J0Xu6Ylv7GRUTNOoPuxibGJq6HroduOXx8JqBAzPF8DFwauJQ+H1Bq5mKjRrv1NOp0OuD4TVwDVUtSdaWHYvoRb5nOl0mCgz6VGKjnZZLSsQeENbjVBw8KZDNluR/IZAN9y1uCrmGvP46nFKPmwDx2lJ6FKcE0T6HnPlFf//nsSTWbnumK4fFFUglVCFM/z9bOS1McEAnMaWlwQ8XZirOrHAiUyeu3I36azYCvTvzij3/xx1LVc+9mxQfkQfB2iv1e/5GPK7JYUSFr+726G9b9P+k2Ure4fe3uYGhTc6ApgoOZtqO6oPIVUqAUKGtNBSYk9KFTeRNn4sg8v2l6v2HoFJD55aacdYaJM9p4c/fnZ0PiONKwHSkNexBs8XFiNy4Ndm/r3jZ0CqLGQYKtXE8EEGx96vopXDQaOzN2ZgIwu0AYLVv5TE4Ok6LJ4RNscSw5pokzDEKmVYQo7ZZ+KSXtfo3Rboaqr3mFAOtJdcf5Cknnaqg7o0c+iyb2vkKYE7q/y8/btRVmGUoUVKw56DGD4LPZTQ619Dv0+EszfYuank9hkfveoC/8WnGo0A7yosfvooJO6v5u5yuk9Dv0aE8cciyl35l+BQeCXVnLluEAwKbG+ksabJL6je+v/cHaH4CA9ljW68uS7uUtE3ZRRu8LBJGzVz8JM5sQTGyQ/VdpJdMvZq1e9aArtDPo7vC4n3gAQmz3+NzRu3mr6jxPazO8ZcuEnFdJ4auk7FVS+SqpeTU6NPwn3pk+LK6o+LBY2+3XsG5zewG4ioKKtbUFtXMZBnY9y/vIdTFDJzFtM23DjWmfvM1pi7V1TR1Sh3rlXhknIwOtA624f8F0kyN2I1vtvtp9KP91jyEmWifoZrZ8J8fJsZNjuXtz947Vj9UPjQ2Nsf5+Y+uNrdf2IOjwBujb07enF3B57PLYsHPYKW5jqB2qHbrReqO14WbDzd6tvVvz9+bvxYEQcW3s2hgblePH5s3b4qF6Ve/AtoFt1YDIUGTo6laO6vPV56+8eeXNyPnI+V4vYvT86PnLXsQVwI2bN24Owefq+avnr1PkXmBgsu7mC4hqQK2GekDhEgFcGXe5vnjkA3BThsnHoFL0Xui9IJ4ST+UCCgUBXCd117de3+pX/MpgtgBO9Iv+XIp8CvU9BtyngTs0prMFcF2nEN3vdb+HYgrgvZPvDQCGAaOA3t29u6+9d+09v/a58eaNN3F7xsAPB3540n/S725ADDmHnNcfv/64Ps+oD9QHGjR83Duzbs8uriunrpzqk/tknHtHAhG6o8t7lxDrYjd2nQycDOC8pv4iYjgwTLd2RS5ydAGm7hLATVPXe7H3IhvbLgcuB05eRDA5jrlO6kYvjl4c+//Zexf4toorYVy6lgaw4kBSHFL5UeHaIcSR46u37HpLEovCGrcpiQlEGOKHSGxZtmNbhtRVgYD7ck1ZwNBd4TQtGIiFEqfBhSAMIcR5KU7ar3XL/v3Ldvfr3/CBNv/y337eb7eu8XfOzL16S5YTh8dufI7k0dx5z5m5M2fOnAMwBiDfzyADILM1s3XiSg4wpzWndfLUpCAiwnDq1NSpmTAIXwHK/ZFga7W1OgFcAGX7y/b3t4pQ7a/2lx0uO9zr7/WPt1Lwj/tzdiAUALjTOUDnfuf+Gf+MP+M0QoEAbGdXdRqhGsAmgAPAp+AA/SJW7YiEagAUVnHuYOCi4D3tPT2+f3z/OQDfIg4wKwNxcsfkDpfWpe1ZzAG62lxt3RR6KdjGGKD8CkquBBZzgFVDCMNjw2OjFM4BTAJMAcwAFJwpOKMHON/GwHbYdhjFVs6fOX+moL2gvWIJx7BvqG9oGCC4R748Si6PksujZK5RgiuM2JUFrh/6R3ENMNMY790c/WaO/14W38riGznp+5i9jdkbGF637DUrvlbxtYkvzMgXJb4kcS2DaxLxJR756o5+TZexV7P4Xk6+vAoXEI1dXqGI6FzLK1jjOJMvr5wHnAdwaRW+vBpxjjijl1dBfkMM4wGf9p4NAS6yEHCBhcBKPO4cd34OFlnnnOecF77IQh7MwNmLXGQJ5MDhZJpgEsWp0kUnucy4U07shBN/uhEnG3GiSTrNsEmGTSwwi7DZQ5wtcDbAeSBy/OPYx0mbTbvi7BQ5J0XPPw4254gTTgqvlHAp2thXCsrRpvJKsXRaOlN5pQwcGDiQsT8j6pVS1VnVGe+VEuS7xWXAYYixsyHAFwsCvlQQWC0cnY7Oz8WLxdnp7LzwFwtyIyfPXvSLRSSWmBOyuYVq5xaKjS+oOx+B3uhUooWQE4v3ziWUm1xIOH7O8Y9PkuWZmMmWyidRKyRrncRlTVSyxK0Vr/eTCzwnF3JOrc7J22yu0qdGC+Gf/87C05+Fv9ZYlnKbrbne1oanHtYnyLfjcp1DQexPEIYbiuI87XqCJEF7Uvx+8NgzYeY9T5BYtF4QJi9LEGOzCHrGBk6UcjBueGMsSPGi0o8bPXmffK5xU1E8InQ/QYqLwn57niCJ0E0x1j9RSwdzTkQCcclnAcn2wgjkgnNMVJd55X4BmEp9L6A6XEWRjEkA8yitrULF6Oi2cvJ8jc7IRMwLuqmOWLNab17JowEbg5o3GNCpMWjVGqMWNceisRTefSxNxRtQaII32n4zeQRVVvMo4M0MSJrVWnPGwWytgebhejXbqKMu/YNMap/mq0IjX+hWaYpZwVQoao0O+REVKi7H1FVovwr9RlwqNJ+DzoKj2VqtEKNYQx2Wh1H7Mkrc8mWvZOuZJx65Ua9pTp6t09D0sk0G+p+aF9YbUYwcrTvRrNCIEToqiqjZNTyto2ZI8SRajyYSqCPbIOQNNTUY1EYDyt4zB9oEpqUZZhIjQlubNSVmlKlncuKYN0qf61AGHDXZo9S8hrq0RmYmkynqRVuUrGGoFTzaL6vRxRuKIZViy0FqcIPdDhD0NhdTcXBWG97MHHg9AfsG7c9iav0PUctKerVOP16/WkPNUBkgqkGFRuRo1bQalnG2jlUoW8u6rXuXCsWd0Vk4K6d2sXgtPd/XCE1NTRfhib4RbzqgvTXWejojq3u2UexrPUtyvMv3NEF6Eox78aUDcuh01nz+Jwm7L4Llx2sUWmYYFzqZKtY2oaXQh7N1+iB5sXhAfAZe6CWgUrPaZC6F4hhNzGCTRmUqLg6Sg0CDrFennyLj9fk8Xyx2C7iA+I3abAMrOBCH7wni+5VsNTU1YUKBBSQwFdruErrcD2OOk088QQq6A0+Q6SeI4kmS9SSBcaLR8AJZa1g3KYaB1niT0OxaRv+e/5QzS1nYRygZwQuDwPNHGbuZAl1iZpWGpit8klifg8YuZhaxiiePUIsqlLqpoLrgwk7Vqw16ahqDNilEtv1mdFc2z9Ia3WV/ktAOoZkWs7YJPAN+/mcILVWxHm8qGHUqtO4l5I+DxYhXQ5DCKKXjPQit2qQd78rW8MFgOmbcTjt5pPRJmoNJS+/BFGfTOxU6GEAGNhTHu6gSe0ajXT1/jwRS8SR+T1BiydbqxFTRhpXoNAojE28TadUGLd7nYeRABU5gWtJPPyxj9tawoVhDINkWfieNaQtnNGwwMrq23Ien/tRJJxPqEB9mHAz8PaHp4RUBFhHtfjGXSUxMi7dSDGqzIV8n6OjWjNdnQ1tgS43X+/4BCE7FC2NzvN7/DwR62foTYv8Jsb4qx0kbWyTjoPVJ4noV+kf/YNeTSF490B7o5XmSyI/4niQwVkZcE0+SgqMBdE0/SSwPK54iZa9kPUUKnyJAoqVPkYqniJW67U+RLvhZJOt5irgxlAe/fE8R/1Nk4ilINvAUsQzDaAByVvSRrD7MsrCPlPaRCnD3EXsf6eojPX3EctDdhwl54OGAPPA0FmT6aczD10f89NFEH+nepXgGy/IMlKoQvoYDfQSmEJVOmE1hykfCxrms/6HpPqhl6TMk42DFM8T6DIGxa3+GdAEd1iueJllPk8Kn4VnPMxDKjV900HqeIT6MApQKZbY+TVR4H4PNC6VPQ6gK/AJX9y54SOd4HZucsGmextLYnyZdT5Oep/HeiptWwfM0tgrG8aOLGslCoszGi2XCqwKvc9Gpg04CbCjD/DDxDCYAg4e3bEh8BwT+8GaCZMPAKsmeqvSb5JI9kj2DG/BuiESSvkcSc21hcDB9D7u4sGcwHX9JNklHjo8c/7yqAV+YeyTRupF/0C/CG1op4D/eishkZEIaiQFRbAxh92u7X/vy4S8fDldLbH/P/t7ORVJAFCkLyZ9FSqEJaoqDIKoj/o1XBNQhjHpTmbLftM1pmzPMCKgkFdWgRgh2znWVBf+2DAxyQCzbgViAFrZIgH4Sht0TJBtKLC9x4U2VrJmSNlFks4hNgZWMrd5iGXdTTZvttoZmW/vmtprW1obmbd3b02Wc3U3g/7VczYLc6kAzYcVqo3nn4gu71xErEbax5j4stR3vS0Rd8kgeeIF1va6thZKvrW+HElCNp0kUvm621YqFiBOoyXZfx5p2W0cH9ED7mo2Cw1Lf0CEoik1+M0RQfoeZbID/CQK31uzEnlyzfrutzg4FTxCsrWHb9o41jppmSImGr6TO9dtroDANnTV1OzftbKV5SHb1XxlVgkqIAL2acufEbpVRLNoCiXQ0UGV+C91lqannjSyWoONTkKFO1H2Omobm0NUcbC5Uw2tBue5EvYcxWttsjganY80G9r8S/JKR04Xo7018fwgIDAgtaSyxZze0NM1RJjHkxlbUkdpmqxfaDWNl1shrJU28rKmhdk3H/fQS1u22bbYHihqjb2nFCXGp7mqFOsvZ3tHiiLpNNZ+G3NhB72/FRmYXI/BOHk39G81NO5nYJoTJrFXXVtV6RS3Iz4nSms9xJSXPcZIVK1bk5k6O5p0/pQS8XXl77jeV31y6bOl8pTWXMZnNZNoX2Qm1cOIW/BfhGWSUF87KALnSWVnFrGzJkjAZbo4raBDq8rxYl3+DuvybUJex0bzhU0rAO5R35EJ9Pv26WGdlgJx9VtaVuC4DYl1ehrq8LNSldzSv+pQScLNyc+5G5cYLrwuZsy6hkodqFKpU5FN2wsFONHpmZQw596zMMyvzxdQxMCsTKvmCWMlVaSUlq9JYJYdH8/pOKQHvVN6Zu0m56dPvMP+sDJDz7ZJNJO6wF8W6PHxlScnDVwo6Y6vzrFdySvzcpbwr9++Vf38hgs8lB0TB52vnuOmIgiUoW4vSsig5QS8zskN0lJdC6Sc8E07kjVEwCUF2xDnupIngMxaatQyeddPw8U66Is61toYOMYRpeaPT4ahp2+lzk5uKovz8blJeFO054SYPRJ+HRIYIuImPIle6V85MZZvUeg2q9y4WTBWjfg9dxUdp1PY26qrQBO7GoAb2A+JNu3FfJknHjQRb9eKaHlfrfNWf05hPWL8v5nylZHjr3125UGvLyJf93CuYqPAL/K4KrauCr9I47yV4e7XtXLMRv9fXtGLVMeDY1ip462YFx/hL4rioJCUllURQs39PhObaDqhGSHOt9VmivEd5Ty5M2DhaHKsWO1fFjBXHKmGoOFeFjRT7leJIeTOla5sXI52Pwl4IIcn3Si/KvDtnnbNMuMqy2bIZJdkH1qN8E9Pqx3T5VXAc4EDTQBOTYco4gcAU+FUByE8ioAwSg6ByviD2r+tfxy2M4Gi/ACEpzIz9KH2ZdRUHyIRd/FdxgE4qUYnyJkwvHdNGF1jEAU7tmNrBZEr0YwhMBV03QOUZBJQJYRBULxdEi9Pi/K9VmegOD3X13F2LBATUEaKJqhMirYlCgAgoABhJa8y18LTmWAWjLbqhQk00d5Owxod2DbVm95jYU6KcFgJKaMX2FHMvfE85VzlXxb2aFk/KJFYaJpF8TOKU4kvoJJNFmasUl16KpCn49g1eDQ3O1vZng7ruQp5dz5JwlCzKj43Y8yyxU+xJGYMJJnk0JyZKnBUmeaz5FjgRFheFNYT7WcKNfLf0iMz/W5mK1xlRVZgmHx14yoSmjekhl1YHC5h8Hq8cGmBNo2hIYwcBGg3qOyump4fmbJ6HFY/emI8WT/BkxaDSsDNXk+t+8QzPlK/VmIWnWi09RjKpmP4o3jR9L4emX7XF1GA11YJmNqLqK1TaRh16M6yXVHjsg2d6ele2Bg8qNPpsevyj0efswuNPnh6qGdlVR0O2kSp3ojZkeXooiTrd0FHqSPO0kUAdobqSaCXAS2XWUS1oOmoJFi/fg2fFbmLdTaab0yibHg0J613+fjRfrTLzaMlYr6UmbalL/z1BbZxWAwG6dpOe3URsZc+zxPcsmlv2w/ezRO+a6Mdb+IFnSdVD08+SnF2BfjLdD/8Vu0nWbvhfuJso+klWPynsJ677S/tJRT+x9hM7BLuX6+onPf3E3U88/cQHoR6VQesbS3TQX0beIrL0b8rcs2tQHuTdcwvDGGecW4YhDvUja6SAzAze6g9Wf8BTC6bfmz2L/x4Mj8NCLr6SMzFFAXjbE294ShYtvrW5w7bN1iZRLkbOVU1dx1fobdC29o7bbB0dtrb29Cs5327i300mdpPAbgI/H14oywcaXLdDJ2s9bqKu/cdbLqFangiLCQvG8qtpampnainWUE0K62sS8rBEjq6zviGRRS6Rg1jTZGuuRxVKczJ9U2M23pyYvyuEQEVTwg6g0tZRkzxwpWC6I0mQjTZb87qdC8O1pkzM28CFnMtbbDX1CasrMLlRSQ1r59tt7c6mjvYUgiM3NfkWKDw0VX/l3LbNltAKWnhobP7US4I1ZYp2UgkMbZdS0lGM/7V1qBBsI1S4IaEaqRRiXkim0OPtDR22RFHDrdIBFdnx7CiloMhHT9Ha3R0wK7VsaKrZaWuDuaajraUpYWlirN5hBHg0R/iWWpxgk/WiEPJ2G8y4LW2Y8nyY8ms7OmCuwwmYxroVJuPkMcXzhm1tLc7WypApo7mZ7etqkPvckviMITL4rc2dqE2OzhGCeoHUIt7WUlfTkZga47MrkkxW8SPMNUtf8JnE7S3O5npKWKmFTxaUHZDdjt9J57uYg7S/bWlovt22w5l4Xkpw9ga91tCRaJwljZNkyCWNl2jEsUjtsL6AIdFQB7NH0PmNTltbEnpKEvN2Wx0OlVRZXHOHuCNxMZwNa5BVh1oWI/ptW1NLbU3TGhjuOHFSS1jMKzhNxJiz3AjLGVx6YDICi22vyGK7l5SU3EsYG316ozxPsUmuxM+9yntzNys3Iyd9Hty0FLjolDNAt9H0K/QzuDfN2iQH5Ao3yUs3ySnvvGKTPF38tsM3q8OgWIdHryopefQqxiac0efJDUpAm9KWa1VakR2Y07l4uDOmAjmdQgWGO8PYgc2rRHbgoiSVyNiC0LcOgevvQKh0IkT+YMFyOhGEJ8OdCBHm9oIb8nJx13u/rbZ1U8uG5m1ZPyWAq4tCPoU/JYDccqqBUqdCIVzYX8FGzlyiU/Pm7qMqswl1IOmKqfwfaljSyjYrEI7vRuDLTeznYsJtsFRu2HTXvbdWrv2a5d7ytZvW3lt1+635wbwkSxfhrG3QpROu56fE/VPi+Smu27P+Ma2stjd0IOgRO2IXENMugZgcfJ6TVwLep7wv927l3UhJ8+iIFA6dhHYVWlT4F+nJGvh6CVMS5LtDzpAb/6v/DvnEHYy6AncgXeG3qI/mZazQTG2RYVVJ26ot5YyyBoLKymraYU3Svqa2qQZWnK3N25S+nxLlduX2XBg0SG+9msV9mhiNgb0aQWNgn4ZpcFqatlgqElv2HKc0eHu0e133OqfVaaWaUsp7y6fumrqLHsvg1TjbKdspz5Wch95aBMQ72JUHKg/MHYAmh8mf7T4bTB5+0+RZWIw/enb0bHh89KPxk91tiuE13cmYQtEt6P8pSY63xYk0AeMAxVk1qOCbN6LKanp6w5QhaXjFsyTbpKXPPP8pV+mo3kptMUQJ/JRM/5Qo9hDhxEeLDAEUZ4UN+B75FjlulZkR+pvfuPkNJlZVnIeIai0H5ejLfi8DmhGpxotUc+7eolX3X1NScv81gkqwdXm2U8rRs8omZVPuj5Q/AvpIp3Eg8XToe3BtSfncIfZEAfXsnGs814gdZ9li2cL05DCtOFX2Kju7K+0D2ue4meMzxx37HPvwxnPlicoT3FyMcdTGcB6AdXuAItOiwPQl9LX2tbL7pNYMDrBgrGDMMmQZwluhrjHX2KXPAKseXkWscmQ18ap6eAMFz6LZpfY52wiLF14ELFJkMfCCcXQlgufc7P7vnPVI9R7k3Dzfi70zqCtaEyZkYt1Dtkaco4Y9s+8hqaA1AZqKInLq2kPCMcXEGXJUv72uGIe4zqw2FGdrUBpcz69EMWwzKtzk85GviVoFtZP3+77BWW8kKIWN0sLanG+hLkJUxa6d+Oc0lZanytiN2QY9TWQ1yvzzekjFwKtQ2J9XGzT+n8lVBg0VUdf17CHuPaTnfZlKYOPpx+9X8YKTcVh1POpsoxYiVuL1Cx7e1Rp9VqUsHy+n0OzytWiqAl1Qtok9xLOH+PYQ/x5Cy5vzrcAeAqWb3kMUPyNZPyMQqPBnhC+XSBYdnv3SXHw/FA==</script><script 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</script><script 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</script><script 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eDV0XayAJxVN3kL9MNbxSZvtqPgM73CfseUUxLuW4LDWOeDL8U7PGMnsOInpSRcg+74el66KHydnB/Wgii8VhSF45AfRiA/gGFfIQDMCYI+weeHyBZDW+bSA0xP75bIFgU57b42lYUHuSSECA6gDT4TbsnH5M6Yq0gAitu14VUZc+1lZlbINCk3FkoATfovkAwY9tcEgHmZoF/maereYgio0+Tt71bSNP1oQIUmJtekgi3ZLhTwZbtyvbqwALNvSJm+7WR0FTkaoNgqMr6KTKwiR1aR+tWkcTVpXk2WryYdq0nnatK9mmxdTQZXZ8znk5n02cx+/WR+758bvoBL2mIodMtq/S31dfWNtQ0tN9U3p/Y7g5AzXydMgJMYfL8TylowS1nz9rtTytr0o8ELKGtuvqwFl0p3eMZOYA2Opqx9TqpkfkFxhb+gRPXdLaZxn9Gwq+o3unypY5NA4RuECfAaBq/EAApDWSjs3dKaQmG7L3QBFLbyFIaWSnd4xk5gDY2Gws9LFNZDNVovVqNVy7G6qZKvNecsw3fMXJX6MwwU/5YwAd7G4DcPAYrDqhRXRCafCyooPr2nXIfCF0BykCc5vFS6wzN2Amt4NCRfL89gWsn5VwqdrXWr2WXCzD9P/YY5uMVorHeVtDQzznco9ickgPkpSf+UxN0vl8XgtWTUPeGvEjX93ltdFpE+RxuRf9Q8CXktpTVGoG/Lhrwerdj/2utksR1pv50PTyDcuyzVXgvttVhdlkqvpdjZRoBcz7ZZ2IClGHyawIyjhRKpRYvQElcj3m2roW5b0czNtX6vr2Gbcu5ykWtrrSeQdWJzbUtRKTfXUjZ3p6aK5yV0ZupqW1wN/BdFG2rrPb5AC1e0uLahwddSVMe/FcJJn68ppJOcXluauSIhyKL65iL8cW1DkX1x1fUr6vz1jS1FwndidVIp1/lPT+C4p8WdxYN/0rGJP+sYMOwLJIA5SNIHSVznu4d1htifdKqHrRxxDuvgvVKhXD6sA99ja8/cQijwHUD6SXVMtmwkBUCTfxwmha15yifg03CFe3yCtDnPYplMz1Uc5xHPhQwBmSNAJhh2EGQQkjlK0kd5Mo1AYuufs5MJ79PIBN9jWy8IQQhA8KkAhU3trXKlTJSkBKCRr2ljJBUX6XfwlAv3hEz/Epl+0xUcZxJPYw0D/fq/6Bgw7HESwBwj6WM8/QlgsyMH/YkMNjvU6M/VxUrwoQhw/AkDQRgywjzUnEb3obJHkFx7RVJpQPl9IySl11FGHTX1AbNOSEUnn37CfURORbu8XHYRV7hxkaiUvsH0V+Kfeho1rkw9vq0uzzZLHVRUePxuG/6qHmqvO0Vl+gsU+wppAryMwSvTX6AKwFl94AhyALxPzwEvZOhN9rCiMv0Fqhpe02CsYK+E3+x6k6VyZj1FctwpcSJoFDKrETIrGPbXIIqSzCsk/QqfWVuhsMZzZNbWjMIaH2thhSAEIPhUgMKm9lbqieYJHS0dJQB13OXQUcMv89nMzWcwfJf6mV+Qm0Ur57cKlP8L9eldCKbsJKoJsPLcK/Z3F/4tE36HKixkC//B/bC+JRDAOtzxWpfeD4sIVdBXSnJHNPoOheLPkQBJaIKMgZDxTWmH2xtUssfrn+J1gqosXulrXFbbIAi/7OGxf8PEk9nh9BqDRXV10HD/YOD0GoViOObaajlaan9wPOSI5wqEPFEAlnGC8Hh6TbXlKG05aj29ptJytDiyEcuOt5ZkibXbqZv/XEHxc1A7pnH4RhUOr/00c1iYU3V9YGO9MPjAfuP8fhj9f8scbDth6FPdVtA2sM7ddkK5Ary7sU9lW0Fg3pnK6qqjdNVRa9uJyr4TIvPmlihjNcVqA3Hdap3/9snCDKZ9UYVp+z79TFu8ubblZn9Ns7znAp9SPxmTd8aRZOXgFkOv6vYcZwZObxlUbM9BHBv29Y6xdrbZIQQXfCbcBnGAvdgm185QWlWj6PxvCk2xluHeWpn7vylxaDwtCzhUskDTZZAFxOmEAuu/PypvTDDJ8k90bJ0WRSZ2T8QFuHdJdZ+P7vNZuwOVFVvFAnxdSVr0pixYiMuwbX7NVZll+CYVBn6al+CLnFnia7m+od7Lax2EVMpcf5/NKxNLMjJ/rSGhUx0NH+rvdeavVUy5PDp4FLxCU1oA3Nx1zfNlIktZbBNr5Py11eCHBmPNX1sJPyJPbypRifG1fNW8qBi+N4HJYG3V5Vk2l9a6XTfWSYmUtWymeGP0v01Wx2sMekqVpZFDkcCgQjgaPGbfCl5F6ehsvygdgUVk5+CaanhPg7EOrqmEn2QRTY3ltWVCCT3bX3y2P4OR1SqMvOUyYGS9qOplv35eL4xDwcDVhuE96sciBzyDq1PXNQzvEdn34DMi+8AisW919fAeeniPdXB15fAekXezSxQRm1LKl8HS+Q8+U/zgMxmMu/nylGr5id7nkWqTfphgknXtawxm9bJnGwi429coxdq+RrNc9jpsIvPAIjKvfU01vKfBWNvXVJrlsgfyrSJ+U0qtgnzbYSvusGUwcNnl1vGUmMPPC7850LLJV9+wCc92DzRn7Xie7xsmlmRw32qDQ53Bw4ervtSnKJwVx40UcvAcJvFBYLPzlv+ryGSwiEzuW10NXmgw1r7VlQ6ZyY0luWiw3z5/+b8WL//XDHbfcnkKQ9W+ls2QREvlbRiyC0MZXpmRJHM71xhas5Xekwc6U0qv7WCrXHof3i8yFiwiYzvXVMN7Goy1c01lK6UQhDJje+18XhCa//D+4of3ZzB1uQpTX/j0M3WZuC7X46prcW3klwTyifX8GD9gyk/LDO5YY+hTVRth/nak8bdPUhv920GRvWAR2duxprrvKN131NqxprJPUhttLMka6dBa3fx/O1j8bwczuLtChbv3XwbcFXYsTkqQj47WJ+NO8rN/jSGUXdTtTxN1Q3KBPScpAs/JisD+NdXwngZj7V9TGZIL7A0lmXG9dh4urwvnnysoPpepClx5uXLUdzvIlfJs5FwcTfXJhJMc/cRnEQMricXVRA9N9FgD+yq79yn5mBbDKda5AiP3fz5TsVBzebalK7c1pkkbWdvSDK9MIsnIyWsNp1WrWqxXmJymVzh9VFYrbJsgqRWwTeTo5LXVp4/Sp49aJ6+tPH002ZRmRvbahYJOAT42gcng6qrLk6urXP762+uhRao7r7oowytjfjeptT9nMF+RtcJtO5da4YLXsSl7z1ZCECd98J14bzsHDmDBdlnhC4zPiGT5uyBsv0wBSpegeipDz7tahe/1n36+r3ZtuKm+wS2w/Nuj8cU4FdxeYyhX57ZtwOtuS5GXehvBq9i8btknNq9gEUtw25pqeE+DsbatqYQfsRAvLEmN45RSXpM0b/6WfcVb9mUU3zUqbNz+6Wcj3kRzzmK4VXp8dWJK7R6DZyaUZGp7iaGjRP2QhI4T7SXKbfwHT3SUjK0At5dULEYdJURMuLWX4ABLOkqShffzJWlxC0PJNT9IAEqX5JE3Z5TctSos3/npZ3lzow9kFf+cFcKvwPO9Y/HNxJJM7zxncKuXZMz1znOpXHdn1tta1D0xMjH3qfOLIRwiBh+L985z4AAWt7LyhgKvjGQcuC90f+cl3sV1t0oO+NJlVnfz+zrxJ5rhcc1sdbeKL0b/nsxxb8RgUz0LZbi/P+CNKGdIrNtqG+PJz95I92Jk6wk0CjdvBAK09dh6kmyeXZKMlvE9PBDLC2al5veAyXkT3stgsvMy6zUl2XcT2KrAkq3XlMUn40gy2+42tDeqDse6Ina3YjjW0tPeODZWT7VDAF5fe6Nws7vhsb0RbDKrrytJjZgTs7t0ET8g5Mbs5k+dT2P3rZfZ1Atxr7Zaf91mvmAody5RmXqRyzsTTDLeMmCwZz1HwZJ2joJ9jDuE2uwQgstnjwk3fF4Cf05CkvU3lGTELsRzfwHfrw6/l2XWxbrLmPtLaltcKwKbNrmaW0bD/XTvTCzJ/ZPnDI7xWfXVJ8+lsh+8jpX/EITLB9+J95PnwAEs2K7MA+lxjEMeEEaEFyayZYEvq2SBI5dJFhA2L8LbFAJNouLi4Fi/YPS/kzPC0AFDxcFs+WDoQGo+qDg41mwAIbh8FQeF2xAOsAJCSWaBlSVqETT+DtcEeHiyrNT8uyzZ4DaVbPDLT382EPfsXF3r8TTWNrr8K+UR+ZfG/AnjSGaEPreByHIQQJe7L+UggNONxBgPArDZ+/DBMkSTcOvDARJNRFMyIywrUYmfE/KB/i4CoJ4F1qtkgfc/xVnAi0fv8Xni4LEqaed3LRW3w2B/cSFfMa3JjDAYMXSqiv9TPUORQYX472rq7ukco/hvs0MILl9nj3AbxAF2QijJjLCxJFskg5Abgn/XAdRzQ+1l1g8Q93cURSh+4W+WfkAWn0w4yXW7x9CRWfyFaZl2T8q0zI4xFn7oB3igC9DRJNzsfHgQSoogkB63KG4CygRJIPa7LF2BDZeZSl7iI/9zg4uPehaVfDavTCLJ83UeQ3c2nq9L5Xn3mHm+DvO8u0m4rcPhdUMoKar4jMiNJJm+SP9+FqbXqTB90ad4wVT6Nq6pO4tW1ja7FBuLsn/5ZN8z5vfl7BHWIEPQoN5J2BPSIHiv3JC01YDA91ibAxyIywcfivewEG6QDyyZW5aUpMe0/H0KxW7TAtRbg40q2eSjT3/dIG1oLu0JLkwoEU9sYV+5oM8YZzJTRGlkiF6jminw7udR5WlpePfz6DUqWQJd3TB0fbX+SkSDscI3leAtuYJKPe6xIXL+a3mZo+0uFUZ/7VPMaGk3T3zowI0NjQGx4D80So9MMMnMT7qj3ahKOA4EyvaV0j19JzvF6E5KREPvJ0d31Ar47Sp8/9GnmO/CTszXb9wo6M28G6Tzr9inRu+XiSa5P3TYMPW4avNv9w4dVjT//f6px8fa/EMAXt/U48Jt6DA8Tj0ONmXHXyV6MVypF1AA9bZ/kwrPaz/1PBdnHwnM/uYoPDGJJJcrvIY+fxYuV3hTuNznHyuXIQCvr88v3CpweH0QSsqQnTJeI+9j+Y4fzpmn/30WHm++zOpzgX3L8V0p0mfW5+oeGfPvZV5XeQ2D2XhdlcrrwTHzugrzetAv3KpweIMQSkonLj1u5b+nUPQ/dAB1VtdfZmsMBA4qthP/oq++YbmrKSBr9DPXGJz3G8aZzABnDxvsmVU6v/N4m/fs4WRj3n38rN8+xkrdZocQXD77ceF29jA82o/bj6dkgfTYuSELjFxFAdRb8S2X2TqhQP2cxX5fYxU+rCbbOqEMP0wwyeJPvA0WzW+CNU51ByxBBMeiWGocY69q5A2x0jnovszUbsAdaNM2+aHHtKKxvqFBqrAz1W5ZfDLRJDdtaw3de9WVra5DtrVKZWvbse694iy5KT8SZ8mBRWSkbW119166e6/Vtraye6/IyDUl6lE1PqCdP+VHxVN+lMFMj5py5dPNzOW18pYPd+Z+zySSjNOTyGAsUO06WdzGaxC8TzJvXaPxWgS+x1bfQhCWSvyZuQBJP+CGQ4YnQLLinVuiiOYIVLnCAmmrPoHnzGxYmFHtei+ziVE8Hxs2uVZ46mUJK3NilIovxpxIbl2w1lCuwnIsX1k83WsV8lWgCTyKhfXepWJhBYtYWLvXVsN7Goy1e20l/CRXGmTEMniamn/v0uJ7l2aU1YbLTFAG7qzY7Lujyud3KU7jUhGU1T0yziQnI6sNreqFFx8yE1GsxcRnzLTKvHzyQ5GXYBF5GVldDe9pMNbI6spWmZfQwVWLbfkBav6THxY/+WEGO32X2VJ3zKU76lvqNks5PXOpe7oXJphkoWWtIazOwm5v7xGLoum0NBMnwrjyLQcObrPLi0TsshRkWVsNHmgwVsvaynCBYrOC1Ciaf0sVw3cmMBn8a7zMZiYBcxo9tXWuzfxR7HNWuF0el5zNM2cm5fLORJN8ta81jKjwVdivzS6xVdivbUTiqu/fJK5im8hV+9pq8ECDsdrXVo6kcDUlssKiPFsxfGsCk8HZJmkXyBc1XOGL4vloNTeY/oWs+2feBXJ0c71LYu9SJe5id3FdcR1/kuG7VAE4FUzMNuEbPGTM+YYPSmtGlBtBap4WTzN8l6qGtzQYK9gr4VdtH0iKT2i/XIT+zPn/LO4C+WUdG/uyjsEmxIQKv8t8F2eTM/2G4aOGLJFsLznTn74aYfioEMPRnmZwpl95oeGjyiv9MbfnSJZ9xN236TKBHL8nWm/TBW/ThW7ThW/TRW/TxW7Tpe0OblyvGy8kWbOUN2+4giu8QTyHquMGfEiqSWU5R0kIuN1V3FXcWdzJbxsNnA5l53Z7STCd2x04iCzMBs/V8JYGYwV7ZSgXs1vkTT9/MI3jfjBN2BH69ApWb6IYMGx5HoBZlEcvysP7P3euMowMUCksn1oX+ox2enHXltAJktjSuQpiOlTXSmktxVW+6C/I3gb4oHTJ3de9LbD7g8MFYEXat4oMuff+DKw6vQJCS0ynIB4QhsKW8ar1l9rgCh3ceb6Wsnhge5MLulr8dkU3uDyNLn+z/gMQyRdy8yxl84rK5uLqpnQeiOj4efqSvC9b8v4/8r4GMKriWjh3djd7NyErrHLl3YQ03pItkh+yf0m4ETUhASEQkU1ATVFCWCDsbjZsdkGMaK2latPQ2pb3tU3x+b5n2u8ZQ/Bp3rOmUZ81gCwx+mqe+FKsTwkKK9ZWo7WRx3dm7s/e3b27JBC/z7bZc++dmTszmTPnzJlzZubOvH/kmrcirmxTWir6eAlptCucka2hhXZf6LqjxecPtOLNnkGCbMrZ1OR3NQY8u/AW01LuDQh/20hGjHLmr23wNzVs9LgqXY2eBn/CHaqbmnNafUF/oysHcw7ODX9eYXHwtpBT4regTLXKdJ6vTBeoNujkMnNpFi7uegqAXUwxiwnVdq81ts9LTLXd63bHUq3fQkMKS9VjK/7DbrpNPBuK1VEc9ojES3Y+2O61gyvOLht0Isilcx4dnkdDsaI96lGAhgIAPYVGauFo6Cwa/btaAj7x4X6fTpmZgrKsvMVRYLfkWGyCI8uCn0BeS9EiQoDcSgMUmD3N/BeUPcpzCdSVMp/4qT5Ckh0SSa6dUY/4HXATiDLkxJuBSPsBb/E3eLe1Lgx4Fja0NNV6oJtgR9+nuUoKgL2OYq4j5AquNQJrJyFXUIVckEIgF7CvQK68aorDHpFcyazc4NohJ25OUBjpoQyKkAOaVlahUHiUY4H6Ly2wFXe/RuvgH8H/Ex+kckOv0fcq+b/qjhY8BoKnlKXAyfG/hdR2MdDWWhyp8J1yG3hkJs8/MlOo7gEnd5dadbeC+uhtEGo88yzNVVEA7PUUc/001rjxTP/kK3yA1C6URXoog6IqfH6hXHyEWd1qLbDboM4FUXWmX3pKtd40bbXuKOFL7JEqv0Ou8mENzw9rxMPonNwqJwv3FRQAW0UxVaROu9Ya+9/WqtepY1vBtq6oKh1rPtHcjw87uufvxY3pTG49xWEP0m5PFU32tTUQh4HL2rW2Ah4LoKKwNkn7WrksO2+xFFjtCyCNGa4UJo1DM6puXDkTL8Ge2dgSbJ3vat7U1NDcDBWStdnvgtrwrt7iCtS4Ajt9fvfy5oDLvxm049asrT68XtOfsxW0wOYGrysL63cNO7ZUNsdGzQF9OrDZ5/dm+UGbbWh1zQl4Wyqb/PiBcwj4Ag0e+D/nZswJtgSavK40Lbpp2ghkXxShzi6ZOmcMPH/GIFKnVtqCTtEgwO5xNeN/2bpwpW/LFmLusO0f0BxIjGqKXUoxSwkJ9681do4kaBaYhPvjSAjRgYTvST3G+7so7r1Ij5FM1XO/kgowWDlY2bV2VS3k3PlqKkD7yxiA1FA8yDxBqJBYgKjkAkQiSieARSsMQjeT86PCwoUCJKurTsiJwGqIGPcWLBHBgdKbNDnFxbzdBlQCd+gDOstBuqnirFJBpHW/D5Wl6byLAgCGhcqCurLUXSa7SYv+8KI6KfFfNEwLq5WSfTYsCma7U2a2O2fx/J2zBGZzOaUBeGUF+v0+f+vCNauX4MVjVcRHxPDvaW4VBcAuo5hlhN/O1hlDryQTw2fr4sUwpBDEcPk6kev+j5PisGcSeorLud55tg6yhdKkFM8hpSPLX7e1Qr4A+EXe72nRo4weCRU4SQBJZ6FAZ4lCuez3NAAW4A5B8yzBmmfRnEXkkWMtIXK9VAeFb02hoPgAUZ5L0VjE/7lcyQ1LPGC4TlkZJV+GQb8fYYU2mRV+Dazwa5EV1js5qCAWLq6GAmBvoJgbppPIUC9KIiezJESaRQgWccW9kmkpWhJUKaGjzBjdQMOs0lJSnfjrGHuBdVGOtZS3WqBh6yKUiybbRbbh0mm0IrA8KOFtCsLdJRPud1fw/O+uEA/PdUpjgPFtWMACN970D2nuRgqAXU4xy6eRrsayXynJakpC1jqg3eLaPmeX+DvhRFAsyHH0GN2WS3e+nCpDO1gWyd5NMStlg48BxQFlwDwpOYVipV2POwtlLeZ9SMcAyAby4aXFnmMtFgyZOTYsHcCuKRKeNtFvLxWeDov4LBHjCe9zK/+YUvYrqMbj35n1L9deRckwdirJq0sRMGLBb7p0AWOxCOauglF3y4x6NJPnj2YKjFpQKy3DUjBqq9C/tS5c5fL6/Lswq4aBVVdTAOxKilk5LaqpMfQtUTMlTJrsuJ2utV5nQa1rRYdzrA5BLv25NBQoBHZVLl0NColK0IWSyPZxHNNZOO0NwGcxlZBTKDrS/0ALAJxWhLsbB7aYcbdjybFayTCDPe8PNABoJrmVGkDx/lIq9K2bWh4qMl4bF3AJ/CL9t3oQujKZ75bJ/JXLeP4rlwlknqumwMoYlm9sJUP4mND1f6C5mygAtppiqqeH0N9+V0noZJ1M19q5tQW1mF5QDqCXwhX3Km64arWSahJOYPdJTmL3WYoL7CU5luISsfPBAbYSsP6ghN9+N/StiOtSWrKY/fQojkJuVkeEyPfIRF5G8fwySiDy7Fou7whoC0doDnQ3J8XWUEzN9FiRA1dQkyfh4trZhE4g9qEsClfcq+hBKrHhBTwLyz2e2pU3btyGK2T0D/gL2mIskm2CnmcT9kfCA1M6KNTx70DpFM5L0BXEfNOPKBrUN+S6ZsEiZEWLsM/JQZfGwsXVUQDszRRzM6nrc9CD/yZZD35OrQfHW3Zd9x/23y8TWsysfzGBcxK1jXtbyFDoXiEXhSvuVZxWthpkWu1qvy/gW+1paGp24iMB/Xl/pNH4r7NAky4pcJRi0YafuZWI9HS/XxZxXUJFl9jie7qLVsqwWm4rjVDsXpliGy08v9EiUOyEkwOtg4WLW0sBsOsoZh2hGJi7RrBvEzWP0DA2iKMbyMQr2CKeJRBr7JRxarZ5n6AcKa1wgUpYLVIPVdrmUckFiERU2ObK8V9C8OsfUbPNxdEYiRUIRdr+SAtQWhgV3g7MMfIUtshBVbfZRp7q/COdVSzo7Vmi/p5jswkqt6XqVq1glxOGGTsFSqpWdF7KvICYfVS3902Z5tfP4fnr5wg0X1zLgaRh4eJupgDYtRSzdloGZYzHv6Mck5mZhO4jzsW1+9fuKRfI1uFEo/OwRgz5uXNpmXCgliR+IWSRaabj88gzR0eNUWpUVGroKbdGD7pUNDU3+HetIaudgeBKb/iPtBIQlgsWkAdgaluFHtQmUt1SKrxJ/4jOsToEd5b0tAnP3Mp5n9iOfwcq7s3TIiM8VGSp+r5WDJXDLkUrEgs2fQafjbdZI5x2n8xpqQ/xfOpDAqd1OTmgAQsXdzsFwG6kmI3T1h+YoFoUHUKyMXEi80WBLz6UQRGNSRhdkRo3Ef1onqXIJuiUWVZhJAXUIVHqUxGZ/6eLnPER854eyuDJQZA8Cq3oWzJlPtHz/Cd6gTIjTg4aCwsXt4ECYG+hmFumRe5/YpPl/hWTkvsjzj3lXU6vE1slUXIeCucmjRisFMFEudBrZX8w4gTJEJOvAJAQ5ENUQql/iBcSylPBLdzMlAfUOgtxBrE8GNha7doV/ogWoLKwMObVxEe0DGj3zpxiO28FJbZk9870j+msEoETcrCJCgo5nmsUHHg2Ej+rP6YBoAdZnSJ0IZ/Y3jwNHAiWE7aboCe5OeUTWyTgUnSR6eRKi8CViim2PTJX2jU8bxfnezKgZ3pby8LFbaIA2PUUs356rK3zj09eVe9yZhB9HFgEiqJwxb2KU9W/DiSXVAfxMwlSgXioT+FFOXYLEf6OHEuJqCjYikT1HdvCQMPzjyucl0BJMd+21xSKwbfl6i+fzfPls4Xqd9Ry1aAMwsW5KAD2doq5fXoUg7K9SsUgWfU7oE/vciIoBGQB1axwxb2K092vkTeaWN2At9v3RHfpUe/A8HWIg60OQaznWO3YUVyUW5lathfKC1WvcF6K6Sv+p+lR7UlzUkye3i8vq3qP978njrWC2Qu0hIvbTAGwt1HMbdMz83b8DmqyxKyrxTRDUAqBaApX3Cu14XFB6Vrnbwq4/NXjNBp8Ie8jGvfCuMWAdQtFIdRROAmV+nfSt0zPKAPZpKooUtcPyC2nW8vz3VqhtnucKgOGkhwItmyC/0kmptrGaW4rBcA2UEzD9GlCD8ygJmkaY7WnxykqPlAchSvuVZx0S6/TAyAsquwFVrswJoyfpdLIA1GHoDQK56WMPAj5ThMpsRx0KCYaH5RJuZPi+Z3ieNFcp7SXrgopG33NzS6yd4F41jZeZQM0baIAWD/F+KdvtOPVHZNUbudiTRZKgTVZ8aEMilJuiwoVOKD612gyeGQt0b664/fLyI2Qy/0aPX09PwhVxTjEd+Raf9DE8w+ahFqvquXqQVzBxbkpAHYbxWybnq6nMGuy0qoKBNKqFaieyKMXJ8MES2QncIKYMPMTOjonHKA2ygQ2hrcJWH6da6PTBz1SoPW7gmap6LHi4+BuS5hyzbILo1ApadoSW24lKszCc/zfjrguqcNyTLu9aC2JcEF7ZDQK8fxGcUVbbq2005H6Kony1l3NjTcFXUEXbnidn9BcgAJgPRTjmR5mufK6yTJLrkBiKIRI4ogr7lUc9fFJxDIunjiqR96hLKs4Jl/MWxYV2K1AbEcJkPjK6yRii65LELPiv5geMWsVNniNkPq7EVJfDaS+WiC1rpbLPEKzcHG7KAA2SDHB6VH1r65VqvrJ1nZlhlM5sTOzKNZ2paKcBrDXlnp8O29o3OpqdGPrzedvupOwfKC1aUvz8mZ8pPA6qI/Vftdml9/v2rTKBZE2paWhRajS1YKHDpobd+XM39rgB4rsUlZbjmtHgyeYsP2IDcZaGn459V7NKkI/EDSNQIZmkihC3CUNzc2+ANQ9fitkFdd+Vje0toLc2gRNhs8RcsNcgNM1NOdULVlV7mz0N7UERE6ZeDk15Zu3CstIJ5lEJHSHTOjF83l+8XyB0OecXAhsOri4NgqA3UkxO6eH0NcfmyyhQZXc5NvZjJfa4RMuOWG227pIQXSEipRR0mai6ZF9i8igvrUYiAlV+4+XTk9xql/SPyZDoLZP6RRPhjYYaPIsrBTZtTAQSSr8j9jXOEfC3MDIIDE2Q1eUE9jqanWJubYKBQw2twZbsHCBOCC3Ag138PGFbvQ04b0Nal0eFw5ZQrxQ+pz5iv9AsmuEwM1Bjwf+9fYgCKmr8+NzU7OwJ5dZyo7TaLPP7/I2NMdXQHx5gy0SP/x/rQ+p9O3DqWJb2yu3NccVPO8QF9iMQ1ubR7NwcbspAPYOirljeuY6jfOoyTY26Nwi9cZN/FIf1cqq7fq0GdPUtixRbSv0KQ2M/kv9xbUwwv1TYA2lsPhSMIfIGd+TOSMH9OscUb8+6+T6gTPg4u6mANhdFLNrejij0TRpzriicKF1cwOXZSddbpGCL7So36avH9BOT/eJjXa7DbjC/SktcIVYOd+XK2fJDJ5fMkOonP1OtYXMO8iXdTWundIe9ngdyJ9o7l4KgL2LYu4i9TdeZwy/lszWG1ex9SAFsfUevlfoyY5tNoEzUoPjdTUQhYHLOl5XAQ9F24qUiMMLNbBSWPzwvQsevjcFVECEIorXQ5HPGMC+fUS0b/c5pW0Q4pFd07CTLNcGLL9JAbB3U8zd04flPd0KLJNZtPuckB2UAjKQHlFBSov2CvxN/U7Qky3SFI3FCrqT9p7uh+8lt0tRjFVWOl+qEaQYt/uBTKB/TeP5f00TCNTh5EbBFIaL20MBsN+gmG8QIozVGasTWTeECGMqRIAUhAjGawUiPFRkAuckiEDWiInrwsSHMih2zswZ8OMD9wSbAWWVCp+p9X9Ea/GCLq28qusi16vap3n81K6YvPyh6mTEHrWBIHkl1ZIGsAzKW5pEhHGzyfuM5r5NAbDfpJhvTh/FHtZMkmJ7MHmgFJg84kMZFEWxysJYFKAJ2eTJa3uBw6p9WAOEw7dLaULTuaYFy3WHYvXmj1RH8HY7pSMT1Ai30tfY4HEGfH4QoAritQPxHqAA2Pso5r7pI57hrkkSbzemVLtIKeERFaQkXm2hGhoo/Y80HhMqLSgu0hruAtrhG6Fd5h/p6Ws6SgrskynwFFDgKZECQSfnflXLwsU9SAGw36KYb01fne56cpJ1GsQVCKXAFSg+lEGxI6PLN22U24LFIU0NkR5Wu+tJqE98u5ThbMc0CzGbojP5e5kSdxt4/m5xRZ4X9D7oTODivkMBsHsoZs+0UcJ0fyk1SVJ4yYpjcWGy8FAGxcsmj2djQ6M70p9YpWEwIptyK/EcN145LDwvpWsRcs78TDE/+r/kyhyFHmFUI2xV0PZKKtf9aioLF/cjCoDdSzF7KbxdQei0xph3RpNIjd63DSJE69FVPog/a7J7RUFynAMkAZAe0YF4/cJVKRQeYSzL1wOg0U801fnC1gL91fo04Z4iovhjGUVjKs8bUwUU2wHFfkARLq6LAmAfoZhHCIod24yLfYkQzN3WsS0av5Hmxb4o9JINpnZswz+02Id/0iM6UNhkQUQQ1efrBUBVA+58fVt+9A4KEpI/iXzNfhnPV14mIDnWxHU0sx3N3L9QAOwBijlAMFy/zZiREMPQcOr6bXHrXjJ8kybh+m2QPsOX4RNuEW+PtGlEe74eAIW3aTtFfEKEbMK9u0bizp/KWP1hJs//YaaAVSeQLgSkg4vrowDYJyjmCYJY/Supxvaka3rqVdb0tEtrekTkkn2LAOljAEHyGFALmlzCHrX9Nbrz9TGA+vP1oXz9aL4+nK+fyNenF+BqTEOj1fpwtX6iWp++Up+5Up8WH4LQ3Caxdjsjy8gRzy8TpybOLuDGF7DjC7jnKQD2eYp5nojR3HXG3CfU9ik511NXP16Qq9hqarB3n+9cQe4TlqqfMvfdR+nvpnbdQD1qFCTponzKBG6t9lHjr40X+DrJUYV/uevwb+gA/iGXD/9yn8C/AvJTCxIiRyUU3kTFEipbeVcuggoIsxVkuMTTEGxu3EqOc1nn87td/tb6P9OqgDof15MPzPGiZDxHYFtU4CgaH8DLX/C3BvZ51kU23lZSYC+FmO4/021/hp7meWrVdvx71Ih/lsrDlOAyalH+qvKbb19345rqqjVOaPBa1P1nGp6pKPYTdZD7NQ1e16Ypd7BYcS1xXJV6ccNJELK5aUv8QJIcLo3Xwj8ObHXltEIZcxq3Bpvd81uvzpkPHRYUC3oqeC2HVgSbN3lcVXhnqfycYDP+enyT/DZf7OtwvspE+HjIq1M8v0SEYqt9rdKZfOLcpc+fYCQ4QdRLLbd6KWOxkUazfkYa44nbCxeUcjxfyomr1iu4X8VsleTx7fSQnXSxzt/o85Px4LwcqzT8xqYsTeFepADYwxRzGLfdNOgmUtKMPioNae++DJxpyT4pyJd+aCBf+imd6hEigkvquRCqjCtr+gQtAxp6KMdRRL7Rs2UVF/HFBVZHVgmo9QXWErxC0F5gLdZ9tp1SQqwfxNm5a4WbFv3kIqYcoqoWb0HQEBAfk5xxSLn7jq2AIkETkiipMrkZpbTUOZXnZozcPnZ7Rsb6r529ffz2c7fnZmAhO3vD3A25Gwo2ODYs3lC1YdWGkY0nNo5trNugWzx78b6vnd24PmN8xvoN+zbs39C1YWgjmjsf/9CJ2/Fv1jyb5pq5Vu3ROWjoa5I7haIodGRbw46GVlKGha5W712TYK+Ua7I2NwQ9AXkqJuWawiik8W5hQlQ08Wc6EFut0Wmzk6XtnqD7J2jti9QgdZiSHoepF6lD0gOQABZsm6ABgAEhDUDibZ+AS2N2fRrIF3YvBfYxJU6Fc49LCP8J0lLTkJjSpKSk4GuWpS4VZwZO4UrWNgWsZUAC8jLE+S8UX63RZlwn/VCWlewnV5JjL+Yt+INS0l6xY+D78/AOPsQ9a9acyRdZFWLLpQqTizR9/y56r7NBZU0ptQT4q1UVAOmf08lBHIayF2XZF/ElBVZb+pgmq9gOcs9SmlVcAnLQUpz3c02OBazpRSAbyQ4EIBxtOZZiG19aYC2dZykpwoPANus8SymQqAQkaY5lUTGOXjJrlgnLRUxQbCkQjxZVj+szrgOl4gapyCuc5N0t0zNsRU4xX4RQCvPApWgkZAzUwltTNLTBQLrH/aR7dN9BFxY/wvsfEfdlmc/VzS/mXqIA2CMUA8AyffmmgfyLlQd4Hzjtvq/pxvyU9uxG3NswSNtkEjaF68uvGchnBvKtffkVA/kLapu8GMP5V+MuJeC6I5DjabhzF94ijssvBQWwuKDUzhdbF0AmZrgg3w0p2v0bZqSAufMEStpVif1G9FtJHfG2eAid8OSbz5+zRPjnQhJxR7qHpb30Fuj57AV6YS+9ghXml3R/Kfs8xu0cX9h+hub+izID/CcGvOdf2xnaBMFxxJb3kIcIcdvIQwJLXae8k7y89Z/2BlogMySqgUgMXFZwV8Az8d5//yDbUPPBhpqPBAu1LBVx7ssRCxf3VQzsXMTMRdhCDXfojPXf08UZUtJhdfA+5rw6iB2/4WMy+xuywLlAOgDpER0oW+L13ToAdG6vu1sXszVj/QatqJs+IrFTdhqfnZ0msNPu5eaUf0TXiBtyrm7CK82Fc65cm5aDJBGoVjZGc/nIDGDGgKmWN0abIFitieKjejtuhgjRp/UOHIX4YEx+Byrhq89HKNYzU6AYJKiBGAxcVnBXwDMxxf5RQqZXy2f3agVkcldgZHJit+ktbA/TXCEyA8zHQJguDEwXVi2+sF8vRIjbshcSWOr6hV17VTguDBwXBo4LA8eFgePCScr/v2WOs2p53qoVOK7rPNdpQCxcXBEGNh8x+YThVrmNHS2q7ObqqXKvciu4raB3T0tHy9SYbRXJApIJt4hXZrG2bh0Aau/WdcbxWNuzOpHH/klGa0sGz2/JENCqc3P7Wth9LZwVAbA2xNi+HEh1d+sAUH+3LhSHVLuM1KMSr6VSfHYqJfDaEGk4hVLD8bu8TUHv8kZxD99CN7QYOzIDFGDALFcPrcWt3mJ6DvcEB2+uV7aYoWNVOzpp5JabzHmTxHJaaDJvmwWmgzQ1EIeBywruCneyRtMlW6cODc87xInDfeXcqAmxZXMQtwgDW4yYYiQbnHeWYoPzBhoPUiY9kGduFalhr8/rI7UsO3CwXPkyAXoiAzXXiGM0TQtrfVu2eFz152gBUJaNfNBQMs/qKOFL7QWLitzn6LZztKVyxsIHFj4wKy1CMS3Ke0Rf9ogebDHtNNpiaHzj+Eaww6hl6APBCsMuYoOVXYl2/XVvqC2Qo1CclcCMjYBNfjz5qJ3naO0ixCPhVowcwg1bf6vcUH/AEhArrklcUATEWm2RBCTTmDTwLyAZttmwwQYAWjUx1EwpyQaJIasYwCjFgGrQpBKqDhKvLlSpye5ztBLQvt2dz+nxtz42vG4IO+yOAoclx2KXQuxCCLEe9mwVLQfZEbsZKei/lS5i3099Wk9YPg22wg+MZGJqUSlo+0Ta/FzuCxDF84gS+oLMvTqu83s6Fi6uHAGw1yDmmv/v3YFoOY926wBQuFs3IXYI4ad1acJdmqT5hYzXPSaev8ck4LVnkKs7ytYd5TYgALYeMfUEqZGg0btDbcB9fHAoGOwZCSpOtAy5dizu9e6YGlojQcjDu8O7Q7hFvLKAnXidBkDpx+nM43Rs1/2GtNbs/0i93FHo5Y6KvdzcFWbqL21X+UpfoLy5yUuYWNxS/h2a24zMAF/HQLaVf4c2QbBaZ3xisK8+4xaIEKHMiaNDR8N6BAmgM/4BEOexK39lo+JVWEhUA5EYuKzgroBn4t74n8UK5+/j77xPqG7HCrxROle7qwWvTYI2GhTOoSwMgzqxBZkBbsOAMRgFVSKsrk5gDGbfMjoWg8HY0fBYBIFdM1QQgDQ1EImBywruinAydeIxiWOWIj57KRL1IrLXu10cib8xGNjii8EldJLmPMgM0IiBUOMkUOOkKi7jR1bdOrAOIkRwWfxyJo2qaQQpAJtvAzb5+dSar6iQ4ySQ4ySQ4ySQ4ySQ42QSbLolbDrB2u4Ure0RouWxUccuFYbBhm1FZoAmDIQYYL+GVWxYxfFLo2cUKEgnMIXPxO5dL5sTEL8GXjNwWcFdEU5mwD4u8dL9/J33C0XvI0UvEhvFWpe/aXMT2HSyhpp3iuZ2IDOAFwPGIvMUbcpT330fa6i7z2eeitFQ8wwoL3b7faV6CglqIAIDlxXcFXnJduDvkZB4g7/zDQGJruWYm9ilDW5XpOTpwEB3IDOADwMu+QQ05XR1BsIlH7p54p2YkqeDQDwp6dbnBtUKD2lqIA4DlxXcFenJ2OeA3Cs8Br3dY2Jv1/2Cnht9Qc/Cxd2NANidiNlJOoa+88ZRA1LvGQaD3p6+88qeYf0ORy9Ej+8akm1a03c++ocgB1VI/A==</script><script 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</script><script 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data-id="build-stats.json">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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>
|