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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/yOPXznFoerW/j44IHnQE3uu8Y0edTSHDVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGtXwqAVCa9SoUaNGjRrfdmpy37OT+179BMjR7173BKjJdM+LTHe2EvemLJltbC2Czb2mdp6MNrR9gpVWyz7wBDhQVge7tBq2qH19SFC6xjZQYN9eUWtRuDpPu3riCVATqa6JVD/GzF6k+sETYIY61HVLwIy0prGy9OoqNKTLKUlj6ehvvXp0tk70tKWiS8lDt+SKQGdLQRcKPu/LlXjGVkbd+SCVcp6JoPPMNJyrlnGuqNr8LRZuzpNnrlqheWIJ+FaIMT9YAuZMdLlQZDlPZ1kUV562vvK6J8G6At1kbFuzrJhcsqiN3FJWDXn6msiF+sffUgnkA08CUek4T9P4oCBaXJ108dEnQUmF4qIixBV0iMeeBCUEh6clLvxQ9IWnJSUMrVA8+A9SPxgLBde0gmesFbxuKZiRIvCmpWBeRX+3LgVbBfXejIYv1umtSfUeK1TkLSvKi9V3vzUCvFhkt6azW9PZrensPgY6u+VFdWu6ujVd3Zqubh6lBHMfsWZuGUncaajiFlXCLSGGO7EU5KjcPlgKqpKzrasDWZK1q+vAjCRq19WBPBXaTXWgrMrs1jrwLRKTbakDc6gZ21EHstRh99WBHBnY8mqv0A4KVq20a1EF10PzrNqKbUCw2Qu1FuqwQpsQrLToavUqq7MSWi2UT4W2WrCaQurDU0jFQqjQNgm2VbByKqblmU+N05ZlYN4lTDuWgYemT7pvGfifXoL0wDLwLRUZPbgMTFNPdD7kQw+VFQjFNiDYzMRAS6l+jmUJe85c3vPBMvAYaHkWSndCWy0Y1etcJwVl5TmLqnHOQpBTFN6E1iJYrtRmhxQUCGvuk4J9VStmYiuUypylWuYhKThUIIdZWhRzQAoqSF+OScFDlLickIKJRyRjia1uOXgIwpWrl4MChcp1y8G8yVGWUqB8JCKUosjkLHQmRT3JCpKSWDCyo5g+JLYD1A4WGFaCPLQcHBKkHR+GwOPAclCTbnysqEk3YqpRapymWOPEcjANUcYZKy9Cy1NbrMtSWZxbrcV1T4FHrp6IJRJzVBKzFRGhtQg23/KGHU+BWcsX7nsKlBQqPPAUqChFePApME9yg6KqYFlhwYoCgnOuISgqBhaIBs6VRCC0CcEejiAg5sFToKwAYCmJv7oSon7Y5lXPr6ykHxbtm7FuH1bom6FIH5bjm7EiH1beq4nvlQSL7FXU2cNqejMU1BM18w7miuMVSuQdXQFqgng1QbyaIF5NEK8miDdDsNzdDBXvsJBdlVp2WLSuat26GQvV1bTqBKqXpCurSifK0NWU6CqCZeemoTy36WlANOaydeQqSMlVIxnXQqXhSgvElVeE25erAoetlPBbCe23ivpuh0rLuWEbECxfvC1brA3ahGCltdlEObaKimx1K0Fd1TJrlcXWymuprRP00wpV1Ioqp22tQiENWzW6aEWl0SoKoe3LUj/DVkbq7KAga4btKLUBamMFVo1yWSmpsgkqT4YtW4ysiB5ZoboYtHWCVRYV2/QM2ER1wTLqYNl6YAWSYB3PAKIAJgp/QTsg2EFq2SpfWNSrpK5XtnwXtAHBsuW6xp4B0CYEe0CtuAaXqLxFxLdEqa3VgrYWtk3UMopaW58F0FoEy9bJ6ngWQNsn2AFqBwXL17cSNa0OCbpV2AYEG6NWqEMF7YFguRJUpSSn6gRpKWzrqGFJKVFDKk9GaqsMEMGoFhmA1iHYviw7kGsHBcvoPmGRp0NU0Ckj6zQgAwNUpQnbhGAPBKt7DtlqwdYJtolart6SqLEErUWwDsH2CVYTTyrGXIsnHXgOIIEkZbgSpmgxzBWQdGSwRCnWx4LQu9Vgi1LC71ZHZA7go8WQTVHkIlx4rlFOZXBGS2GeKkb03fkhNgfEp4k/mk2gBMEsTOHyhKOliEyDwp/EuxmSIrHcuaOoJVyItWpS706fyTzSM8I/hZF2ZJALJKOlaOzIR1lAKppBcjwXXzgb6fFCZLPE1lEM+fFiRL8sTmzGpKay4TtK0Xi8HMoicCLOjuJ4c4h/WYjpOMUfninm4zPBMmusZbBNAz4PX0ch/qIE5oFgEQLhSvR0lMZ5fLZ4HzLBcGl8xyvhnxV1DMizUEd5AscfDuGO0gSPF9IzTSIdxQgdzyZcFX0duUSOlyPaQek7PjNiHXNFfJYkyhA9Xp5kRzarGVDUUh2pjtjxmTLZgekJU9YxIM9C4eJsYkCexY9TEjmkIJMVSBMk/RiZQCQ8Gxr7EUqBCQaIxvWXpm4ByLPV82MSx2zYtABkm9RRSMsCUMpM/cXpC+fTsQDIHNVg7p8eJR1yAbx6Kz4DEtPG0m/pT4YrkaqKAwsAtoOCKR3ZOPvzmQwjOMf84e/PIO0tTaC/WnjH/OAsQwcA2SbrlfX29CMOAeB1eB2NvRSfw+fwQ7ya4owBkG0BRwZlby7hfsrqhWC+jevNJuiolh6RkICptxpaFgLR9i0EBxaCg1l2NNcmHeWQnZgfTCLmLKwnfBB/GQIlCBahp4BAb4bQieLInXPNwUUAW/hEMQ4tAoUWOTF9Gp1HFwFofScQA4vAdC16Yn6J5fBgEci2OknGVs+dFZl0JHAVCPZSEieKkSSkCkh+SbE6czkgAdk2eSKX9DwjOZkP75w50pMU5yx+Jr98PJCdnD3yqmmcI5TThBMxTRNz1Xidc42vCJaTlfA7Z4P1ZHlsAnwek9pijElARXOeRHjz8J0MFMf56JmQgDzrOYl4IAHhk3NN0FmcyElEj7MaQgWsXgygrROs72Q2WxcDbC2CHVgMIr2R3oOLQbYdzTJTJ2ZsMcA2Qe3BYiCZkkxJIY1T3JRpyjrVEy0GP+Wc8ubgmwoQZB0ZIlORqb4cbOHSRKfKY+qoTHwqPmXuKI1lnrAWJTGVhExC0pCtDEgez2UfA8LCz0EGSPszyKsg3fHw2boANDpmz9EFwNZfCr4oAwuAtz+XdLh6TI7pIektxOwoh68fYXHML9YZ8GABqANzZqtL26YSNrAQ2ZhgsX6MrTdDvD/en4AkIamiTIrwvZR0fx6OXCTOEpzASOcS57cX+YlqcPbm03hibphYCIqa8kRpOJEHC8HqRRmznKgOb29p1i0Cvl6K7YTtBE9wZpH4MvGlv9ff27EIxE8UY5MEbJWAFsFMzrnDPE0sj4x9EpD60uZEHJSAo4L5TxanbjHooLZPMK7z0GIAra+3r3dgMRCt7glkjW2lsRQlKFB5mVNPG6L4Yid/2+wJsNMl1IaotNDKHO1rqx7k52WWYyGP71Evxnr8l2RF3k3vLE7xxVrFl2s1It96XpdscZDSy7ZM0K8vvnTL+3UhNvJj3oG4CjY0dbra+T9xutq9Dr676a3Wt3iH0uFqbefdTQ77W032znb+gw3vdv/RhqZud1tTm8vZ5erkOz3daNPp6mza3Gl3tnr49h+0uTp32D17trn59+z8+xs83R8cfA5km6+lLF8/WgJvlIb5+Xfea/W0ul+1d3vQix16DmCL7spgmbLM22K54M6Z441ODx9hLhbohbzfJmxTtqmtAGRbsD8fm6MSLQBA2wfAAQDkvRkOApBnof6ZcRSACei7LwTrFoKwI5c+gY6FQLSoI+qIQeKQSD8i4bD0Uvxf5zPdVZXWKetU7spKa0s1oOiuZg1mMBremcGyC5HaXoriAxzxnYjEjpkQ9hYSnMJUWh8aiiIku6qj7NR11LmbMp21pZFoaGc+zH6FhW+3t27vctkdvBtVaUefA9nWF0WEd2STsGWIvVFIdCdm8o3ypHPgWqqhb2c+RRbNRmM7i5Nu+f/Ze/cgOa/rPhA+EiKSQ5DUAyLIaZBNckA2OT3S935ggjh+wJY9Rm38gChgCKYYclamRxABEGAsTcFJFKMSewK7LAfxJlPYLe8W/skUBDAO1s5OkOWuQ0nGAKRTFWytMkay6zVUcibcVG0KVaqMUdx7nl9Pv7tnBgNS3ecUedHT/fX33ce55/E753ZHh99cC+09357OvX/u/U6fqcX93vilqcmCChTwthea0aUTSFPvT71fjxJujhPuBSncL1r4vSaIYaTD7x9+vz/k8Ik362iV0/LyiYKmDjLV5isg7T2gdPjlRjr5/sn3T60idYNefxupFrG8bVqlwKUvNKNTn6mlG2+3o7Pv15JuwSg7Lr+95Ws/8YtTXzoydez1zx6bcurYsR95+firr31539Trr7/0xalfmPpl0kkWPw2t+Pqh1dTvjZ1+tzs6/35Btd7jM+8q4VJgwHftZy8RtYaAM+17ft/zjWBwpMs9+KYPTR6abASQj0138lnH0/3Q1Pnuac/z7ena+7XUjQ994+959T01Uytvvd2Mzn+jkdDjf/39Wih/Qc2vcrtLulZf86wLOny+PaE2sBnxidYRihvv16c+bP1mp6c49Pyh53u1E66f6JbOTJ6Z3HUACXvrJsVQOqdjrFdaRqvEjNbJGe1TNNaeqtFLusYtija1T9ronLjROnWjPnmjUyJHq7QOpNsUFes/waP/JI/1SfTolOzRb+JHY+pHuxSQdokgG5cOcrpFSkhv6SGdk0TWM13kzieM9J5G0m0yyfoklbRLL+kx2+TO5530m5PSOUOl30yV1tkqjRkr3WettM5f6T6XZXU+y9qyWjYiv0VprXkuveS9dJ8BU58D0z4TRpJhVlP/qTGrE2QKKlJlVlNj4kw3STSdk2qYp15upIktMFGbdDO5BRzfqEu+qYe+3Pzm9BZw/N43mWa2gONO6Tm1xMiZ2S3g+PY3C5rbAo41gQdp2yqa3wKOt0tqz6GXD73cDdxm/8v7X94MyM3CFnC8tgSkgha3gGNOSNr1raUt4HjsW2NNkpOa8gpxu7yl9jlMG5rJVMujxGvLbWqS38Q8Qdws16ljxlP3OVDtsqEsJ6qRZ4i7y5XqL2Oql/yp1XlUdzKbqjarSqlzdlX3GVYtc63mic++2x3t/1ZnWg/EneHuFuqzwQrqFZLXmEeGtPhD4JgzypTqkXsnvnXyzbXS0g+B8UZmrsVf6gVn2DvSsDnWsBPasEAcnvzW8g+B49oMu9W00ZjEfnGJhEx03C4fsJ7WEcjYJaiReZS4++zEWmoFixxfHTteU/h4o7IhO+dEHm6WGck8Q4xZkkizFOHmfEml9vHutUW95wGMrx+8fhATNAu6efDmwSJdE2kBwPGW49nhV1955UtTjF15ferYZ3/82GtHfuTY1EsYNln6NDTyInTLmBaqqaG11CpNtJZuHLxxsC5ttDF5VGmZQv71qaS1tALguEguZbpxYj3p8reUhj6C+IM7kMDaikeJV6e39pvs2iztlWn8I+D43JdqaeIj4Li7hNh64u/ePNGaalNo6/i9E+tP9fCRWhBJI4zk7YNI1wxOgnQ4rCUGmFz6VjFTZigVmPnaQaYbX0IqQChIs5QvXJcyXMvzygsNfPNLSLWw9DbIdEWnMz795rdOvdlInVDrt74VT8QT7TOYlQqEexOMewPKvS3S3bDu6494P/zC4RfuBDp9o2ij8sWVukPVN0fWM9366da0Xtj71uj7HsD4tXB8geQ73vPt1bS3BW35WnaYoQmf/bmplwiq8PNO53j5+GsENFr+NHTDQx/tzMMfXfdUAUkXcLz/20xF5gDnDhTZA0i3f7oXOvduczrckImwZwJpuyPMSTj1jfGPQi1PEJ/8di21K17QbTGD1TT5UXDcrMBBu1IHq2n6o+C4tvxBQTMfBcetyiEwzX4UHK9nUQQlK47Qsj5CyxoJ61Ayob6AQkFcSqG2oIJSH4UVWvES8UaXXail5Y+C42vfbkV1RRlaFWio43Ws19CUm6cCIY1uBebWdR6a0ennmca3AnOnYhDNaIJSkRwXlSI61YyopUlNY7r57Vpaz6SmfhKbNj/BSWl6KzA3VtiopZmtwFyU3WhVfqORth9gqivMMYs5VpplRXlWc43VOu5s7Y5+qnusb72PznVA6unwOr82u0bIxlYPWb/qIhtTa2Tjq5OsheIm1GuNk7XVPbkTlVBaVUPppz7KeldMaU/zW4G5U2GV1QVWmBY00bW+3kozWtwKzM2LsfRTnKV90ZZaqi/gUlvKhalVri5Si2Ivd2kBmNMtysC04TN/xHS2gVa2gvH5d5XO/dFaaP3L0HQuSLOabp0oiEvV9FKwphUN/SVgbqxo05y4zs2eA3sOjGq5m2ZFb1bTzRda0ZbjO068+tkffemVL06hM2Hl08C858VGOnyoGd2YLOjUC/U0NdZIW7766I8fe+mLX3zpb3yJfnToYWjP70020tgLYy+cmlxNU4eUtnz1oZ959cvTePXhh+HWZCs6e4jp/GQ93ayhLV99ct/Ul0/8/NSRl469JG6X0YfhzAvt6GQbqvM+bPnqyH9z5Pirh1/96tQrn3/1lanX8AfGH4ZafnsSaepAQeN/CXriLV8t/dxLr7z62k8ee+3EEfyFiYfB+PQXWtFWon2HCjo92ZzOPK+05atldlH9CKX54o9NPgyt+O3nkba/gLT/ENGBgi4fbE77Jgu6dLCeDh1g2vLVT/3Ca1/8Ik+06YfB+MaLq2nLV3/iyJdeennqF1/7EqZq/7Wi/WO/+NLxn/ryf0uDMvMw1PHhA4cPTD2PtO0AU7McjK0Htx489wLTzRdvvnjqkNLZ52tp38F9B/c7sppVVrbKij9cfr6gGa0Fcel5pv2Otk4qbT+oNEt1r+IvI506gHTr4K2Dh1489OK5g0inXizo0ucvfX7nBNKtF5mwXtbYAabLLyJdn0Ta+4LS7YO3D55/8fyLZ2rp4JmDW158+hdfe2369c+eeH3qc68dn576yuuuG2cfhmuTSDsP7Dyw74XVtFPo8CTSrUOODiDVFexiPjd5bvLEgVraM1lPXCXD8eEXkc4fRGpW7wvpxOSJSSyo8d6L772464VdL5z4AlNtgQ3HNw/cpPz0rW8gNRYKc3z24NmDN79w8wtTLzKdPHDywNgXxr6wwmXEDm2l+gxcrMPxjS8gbTvItFfo0ouXXjz5vKODJw+ePlBQv9U9sHLHZlTo6KXyRmMSYTNM5aGX97+81dG2N9ZG+/660qUq0rUD1w7A9W90ott/1Iy2XmlPu44UtO2K0va7gk681g3tvKJ08rXu6NQ60NiVZjT+MajlidV84xvrTdMfgzqOr7SiuY9Bez732sbQpXWgt3ukqSu1dKIFnayhW99oT2evtKJzPdDlBnrvtYJuGV2/spq2XWik7V3T1iO907Y62t4Xjd8LxmNHCtpHtHWxFe0/Uk+HGmjbYkG76mjvhVoaW2ykeI107kgz2rPYjHa91ZzG+qaZ+6CRzx9pRXsX29G+JrTf6NKR5nR5FcVvNdKhRaV9F/qlqcV+6PCa6UQbOtkDnaqjt4800rWmdH0D6EYT2n+hE9080ppOL66VztxhOnShNZ1d7ETn1kTz90Edv3ekPZ1fvDN060hrurTYSJd7pNtHmtHbi7V0rSvaenQ1XV9sR9uOKt1Y7I+2H10v2rlG2tWGbi62p7GjtbRwHzTl+Gh89L3FfmnPUaapC0qL90EdH77QnJbugzq+tah0exVtu7rt6vYOtFNol1BMdPLCWmjvVaR9RLNDYLz/amuaH4I6XtgY3nd0LbQ0BLW8/2gjrQxBKz50tTmdulBPQ/fDoaPd0NTV3uj0hXZ0huhsH3SuZzp89fDV8xc60aWuaPR+YB4nPnG0ls5crafLF5BOHt04On+1oBsXWtOlq93S+aMbQ5fa0NA2qOWbF25eePsq0sQ2uHz08tFbF5TePvr20WuOToXNaWEb1PL1owXdvrCarl9VWtkGG81bL9bSzaPd0ntGt4i2XeyGxh8A48kHYPoBmKnhudV8+Fg72ndtY6io9nOyhk5T6bR2r+st6EYTutlAhy8W9N615nT22HrT/IPAfOtaM1p4EBr59rXe6dyxxQfB8dZ3kJYehF552zsbS9tX0dBDUMvDNTy6fnz+WCu61IFOXFQae6cZxUJ7GmjfW0rXj62m+Yeglve+s5r2bTDtb6Cbx/qnQ+8ovXesfzr01t1BU++snQ53TSfWiU72SKeMTvdIZ7qmW8fWm243obPvdKKtr6+Fzr3Tns4TXaqj21EzWnkIOvLld5DerqNr79xoStte33wa+jjU8XvvIA1/HLa+u960/fXmtO1dpF2vd0NjDTT+cXA8Qbz93Vqa+SQwzxIvfhJuXbx1cflTUMvj2ws+dZxpfjswLygPfRqGP4Y8Sjz5MZj5GMx+DFY+BqeuNKPle2DlHhi6twmP3gsTNbz3SEHz94LjxWa860JrWr4XeuLDRzrT8H3g+NSR1nR6g+hMUxq9D6aJZ4nniJfvg61XV9PwEJy4gDQ+BGNXC9rTBe09eudpeQgOH107Td4Pp662otNNafp+OHt1NV270D2dOtobXb/QSKePtqNzV5HOHN1YOtsHzd0P8+vHC615qQXPP4C8QHz7KtPYxYK2Xtt6bZuj7Y52NqVdRnsuKo1dW00njq2mky0ovsa0Zx3p1LEPLu2/1g3tvVhPh66tDy09AE156lprOmy0/AAMP1jwqWvd0b6LrWn0Qdh/UenMtTPXzgpdqqE9b+15a+ri1MWZB2HnO81o4iGYfAimiS8fWz96u0e6tmk0+xDsf+vGMaSFh2CJ+Po7zWn04zD3SeF54sPHh7eD4+1vbn9zdjsYj38a+ebLrWnbK83oEFFnENXUK0jNoVR7X1k7nQl6pcOvIHWCcW29cvaV7on1wwLuxZriZsO9tt/1oK9Tr+260pyaw8E6AcImie8ELGyGuDU4bJZMhI4QsUvvNtL8x8B4QflqP2dJPQy1fOa1dnT53c2ls6+1pi1B3VlSDwPzzW8UtPwxWN44zN35NdC+K73RfqH1wPnteeODREPObL4Hlu9fxZev1tO5o51o5X5wPLwNRrfBexcKGt8GdXztan80sw0Wt8HyNhh6ALYdW027iCYeAOOxY2PH9jja6+jGVaR9x3ZeVHr73QbqEZ65Qu6I1SDNw10Rd3k3gM6TV669VtDwPcA82h03d5WM3wPM732jH9r7RiNN3gvGnTCop68gnemSWiNWkSbugVruBcR67srkPdCKt3iNB089DLV8/grSzD3QyLMNPNeW52v4xmvt6eYqWrgH+uNLV+qpEdN7+criPdCR377SHZ19cy209UJ7mr0XHHf6VC1K+b3Xlu6BOi6Qy9euNKN9byAtO2F5D9Rjm5ujm3vBN/eLcW6Gc0ZaIY9of4jnc2+upqZ+1f1vFDR8LxjXZmMg3biiNPZKI42Sg3a8Gdd6bW9eQapFX48dqZU605349Gdq6b0r7WjmXmhk1RBQep2/ssXr6rCrh6EV7zmymtZ2f9fe7Y7m7oU6rnWHX39XiRcUA9wbvzOv3Br7zrRwLzhuxMEjNfW6d3C8L90LjhtR9IeO9OqSnzrSD41d6J5W7oWeeOi+JtxN5GDjH6XprR16o5G2Lzaj6xcbicMdjmsTIApqfqGdXdLUG71TfKE97XG0GdGZNvEZx/UpI7sWOz3H+H3guFfz6PAb3dLEfeB4Uhm7bVpDSZ0TWtYrsaVVakvr9Jb2SS5rT3bpI+FlVoNv7TNfOme/tM5/qc+A6ZQN0yo3BmlOo4T9J8r0nyyzPgkznZJm+k2gaUyhaZdK0y6hZuPSalql1vSWZtM52WY9027ufOJN7+k43SblrE9yTrs0nR6zdu58/k6/uT2dM336zfhpnfVzuyHzp/vsn9Z5QN3nBK3OC1pbdtBG5AmtV75QL/lD3WcS1ecStc8okqSi1dR/itHqRKOCipSj1dSYgNRNMlLn5CTmXa800jJBfYrkpZX7wPHtuiSmeijQ1qtDQ+AYk5uQhofAcac0p1piJNHoEDjeebWg8SFwvOtqQWOraGIIHMeSIrXzlZ2vdAM/2v7K9lc2A4I0OQSO15bIVdD0EDjmxK69V2eGwPG+q/uaJHk15Tnidvlf7XPBNjQjrJYXiXvNCmukujwx5mXiZjljHTPHus8la5dVZrlljTxM3F3OWX+ZZ73koa3OR7uTWWm12WlKnbPUus9Ua5mzNkF8493u6OTVzrQeCETDIU7WZ9UV1CtEsTEfD2n6fnDMmXlK9UjGs1fPv7lWmrkfjDcyA/Dk0V5wl70jL5tjLzuhLwsE5rmrs/eD49pMxdW00RjNfnGahNR03C6vsp7WEdjZJciTeZG4+yzPWmoFE126f/0C6ec3KKv0fMfc0qYZpszDxJhtijRKsX7OO1VqH/lfW/x/YhsYTxJjqmtB09vAcZH6ijSzDRxvebL96VoPQyPPbeuWMcVW02xrqVXKbS3Nb4P51Rm4TVNxlRYJAlGfmFtLS9vA8fWrq+nEG+tJN68qLRMe4w6kA7fioQeQVycL95s6fLNJEjHT8APg+NbRWhp9ABx3l15cT/zdk2+0ptqE5Do+9cb6Uz2cphZU0wiriYn2GLwG6WRYSwy4uXG1mCmTlFjN/N5Vpn3HkApQDtI0ZV/XJWDX8qzyXAPvP4ZUC9Zvg9dXzD6j9rdfu/RmI3XC8u+6tvgALHbKCFcqkP+N2P9G9H+7DIAiB2D9MwH2OtpsRP9aaKPy75W6yzZonnHAdPpYa1qvnITWWQk9JCnUpilIqoLjohBBYzmCWtritT9h62Hohoce7MzDD657CoWkUTg+fY2pyKjgnIoiqwLpXE90893mdKkhQ2P8QWDe+9ZeSteYujjxINTyJPHb12qpl1er+hCrafpBcNysZkS76hGraeZBcFxbUaKg2QfBcasKE0xzD4Lj9a82UVNvomXJiVutyk6sQxWK23U1KQri6hS1NSqU+qhV0YqXiTeyikU9rTwIjre/04rq6ly0qnkxvGElMJpy8ywppPGHgLl16YxmtOsdpomHgLlTfY1mNElZWo6L4hudynDU0rRmeMXv1NLaMrwaqdecr83P/VKaeQiYG4uW1NLsQ8BcVDJpVdGkkeYeAuP5Bt7/liahURraQmMRlDtbEqWfoinrW0alc3mVelpLuZW7uQTLxhRlWb+iLRtTwmXji76shU41oV5Lx6ytnEwj3Vr3AjO3WhSZ6afsTCNtXVMhmva0+BAwd6pXs7puDdOS5gHXl7FpRssPAXPzGjf91LxpXwunlurr4tRWyGFqlcqM1LyGzt1aV2dbi+o6bfjmO0zvNdDwx8H4vXeVbr+zFlr/6j6d6/ysptNvFMQVgHqpA9SKRj8OzI2FgpoTlw+aemvqrQmtItSsltBqmvw4dMNbnlx96tbDwHzyYiPNfBza82wDz7XmZmfobqnUnce1A9rzwsfb8SLxqYuraenjUMtbKsUBXTvg9MVWtPJxMD5zsZ72vF7QlkqTQ7p2wPAneuC9r7emOmfGlkqzM7t2wCr+hPDZiwVNfAJ64i2V+mO7doDx9Ce64nMXkQ6/VdDMJ6Ajz67mLZXGQ712QCue/4TwgvKi8lIDn7/YnPa9XtDyJ6AVr9TwlkrtgV+uh5R3vruatlS6OvBrB9Tx6CeRr11EOvkWU7PEkfFPguOJGt5/fP/xyU9CLR86XkvTnwTHp9469ZZVKLMiZVay4/RbBc1rBY8bF5mmjk8dv3lRaeGTUMuLxIePI515C2npk+B4mXhF+cTxgva9u+/dc28hDX0KjLFa2vCnwHhUeVz59kWliU+B40nik8cLmv4UON5yf9PzwXbA7KeE54jPv7Wa5j8FxgvKi8RLysvNeIV465u1NLQdWvGw8qjytjeRmhWHQ5rYDhNcR2VyOzieJp6p4dnVPEfM5QnOvoHUWGPO8ZnjZ44vbgfHSzW8TLxCPPRpqkVHPEo8rnzpLaSzx5kmPg3Gk8TTxDPEl98qqN/CL1jUZTOKt/RSlKUxv7MZvHTnK9tfOV05XTn3xtroxKtKl6tIs58Gx3D+lbc7UOdPdH+FtV9rPai7u+j9rjfu6Zrdy/r/2vkW7W6ecqOefT2u2+s1zvf87U6fuRO982Eagf6v1Oto1X/+TsjDO3fVTr/T76/ezXPtg/bLP2j04erpzZIXA9pIutvk4mbeSbMrbeZztvvt/u7r7hm1O3XP6/XEd1fP9XM3vX9nPZ/5fNdXvLt6+oNCg177oNBgpAZ052gw2wY0oAH9YNMHWQp2sgLPd/B0Nv61v+jH+Y7f6OZu+/1uP59bT1pPP8ndagVtvK28EU+18T3Vve16dz9Ht79cv9L7kwR3a998kPeCu43WFm/u93Od4/J3807yQfrtTjHj3nf7bmVpu89tTpy+tzvv/prnW/xrM+nuxg21ukrn9ze6r+tlUHtNqPvZvXrH7V7SbfZs6kY+dN9nG3cv6/3d9dSQNnsMe7/bdnKhe/nZ6ypf+313vno/z9Ouf7q/QruV0fp6nfaste3R3V6x29XQ2+92O1K9PUf7EW52h52kcW9P39tddzcf17qS1rbiunnu/vum0zgXI9bt2l3rfOn/e/3vfu318mb91fob3d1Za42k04zvZZ53/5u99kNv/dnN51rPylZaW/8ro/1zdneV3tbcevdc73fQzZXv9D1336+tP9mLFOr29/rph7XK6Y3TU1v3Re/6WD8ytje5Ub/jdD+L196DvWp63ffZet1Tpzvs/Fud5ns/fdDrr/amqfb7m+v/zX6usj760MbMzI169vXtm/V4io2Trut7F+uvY/V3nTt/H+v/DL1+cn13/d731vW911503LXfz91xxfWSJ93phGsf4f6vuBattZuZsVrPa6b1Nb/X822+0fme6r/V7N9r+71+9Nf1oPX83dbP3Yum3/ra7f69WU/eeuQ7P0OvT9Tdmutvhq/P83fzqY2wYdfzl/vbDc+/srb5vBFSe/WV1kuD73Ytb8Tz9NrL/f/KRn269Te6X/9rkTLrQ/39xp2TTGvfbzpdr93e1t1IbvYc7kVnaSdF+32O9r/WeU9rJ23ON323X02ssx7a3d/Xd8Tba8Hrc/1OT9j/Pbf6jbWt0d7udyNWYHvZ3jjnzzf9e/NvNb9O8281n3uN67j+Tpqv9Wb32v1Tr/6dXnqwuzHrdi9cz/HeeAm+sbTR99799XvXS9dbM+7nN3rdn3p/rubtbp+80+fq9/vV32u/Bvv53Vb91Sh/ut2B+33yVr+xlh7s59obufv0PqvXfjet943+f+NOS9n2v9fNbrTWu+306/2txn6+2+mbna/WWjtZP+r3epu/d3czJq0+023ft9bB1i7/7lQPrf0z6/e7d8vs3Xi6E3f2wVu7d3ov2ojfX8s1Nub5e7cLN/d+a6/djz7e/Td7+Y3+LYPO8m59bLG7R9p1t/O17qn1tMI25xmbfap/q6/5VXvppdX6SH/zrd3otLbUWn+iFwnc6rP177ezcrt7llYaXa+91aq/G8eu9TO0u06zz3Qzw9pf7XyL/3Z7ze5WdfsnLnq904xrrm03v1rjZ1uPSqvr1X/3fNvrtb5m8/5tXKfNfqFV39V/olWfdhqnZvfW6o4an6lVr9T3QrN/d/pes8+3fppOf+tmVXVLvV9hbb/Zbh2u9Wnq+wX/+8SWwWvwGrwGr8Fr8Or99bdhCwxeg9fgNXgNXoPX4DV4DV6D1+A1eA1eg9fgNXgNXoPX4DV4DV6D1+A1eA1eg9fgNXgNXoPX4DV4DV6D1+A1eA1eg9fgNXgNXoPX4DV4DV6D1+A1eA1ed/3rFz7zmc86/tKrf+Ozx6deevk4/3duB9zlvOX+kcbbnt8BA/4Q85ZPNBn0hR1gvOl32Adv+lIa8IAH3B/fmVW86TJqwAMe8IAHPOABD/jO8MKAB3zX89wPDG+6QBjIoh+o+fZh5bqpten384HmTZcMA/6B4oVOvOl3OOC7jTvOmYXB5j7gu4k3fckMeMADHvCAPxC86RvWgDedO06SzzWCtxZ3wPpy463cgee8O7v7B5w3fT3c5byw2Tcw4AHfJbzpwmrAAx7w3cMLnVz8my6yBtyemw5rl99d3DDe9G4Z8HrxpsuoAd9tvPDhigRv+hIb8IAH/CHgTRdldwMvDKCfAx7wgAfcFw+U0gH/IPCdtOY2XSm6a3nTp8GHae4N+G7mwZToyAsfCofeHeuo9RJHCxvAm95FAx7wgAc84AEPeMADHnBT3gjtd8ADHnArnhvwgD84vOk71IeDFz68vOlTdMAfCG66Ljb9rgY84AEPeMDrzpuudA14wANeCy+s5k2/nwH/oPHCDwZvej8PeMADHvCAB1zHg91twE25j5nQ1FEw4AEPeMAD/kDzpu9HAx7wgAc84AEPeMAfVt50TW/AAx5wIw9W94B75YWBg/SDzBu9kBcHPOCN4Q/fBNt0afDh5h9vOFttaQeUPsPN5R1wx7huwGGHv9sby6NykOz287EgLgfp7iAZC9072e4wG4uScpDvjoOxxCuF3u5gzPfLYb47CPEjqXsjGIv8chru9rOxMC2nsTQyD68XZiOukfljvueVs0T/lu0O/LHIq+TuQ3405odhOc93h8lYHI/4nr/bj8f8nO4sjct+tjsKxmKv7Oe7I38sDspBIL+P90q/7+6MLn3718phJD/sGnnibjcuh8nuOB9Ls3KU8KXpUhFdytsdeWNRVg58/P0owouH0Vjk/hTuDt3Fw3LoGj6+E/vyc3EkTxLrIyWeNgL5edfIQvfcQTmJdkfZWOI6x+e/ldOUH7achXpD6e44GUuichjoI8X42IlrpPKtKJRGHPC3Tv9+yXUOD4mORKgjgV/DD52bKUcZ9leQ4wOEMT2Ae6QUn809gHtIvGYm4x/n0hHuJgN3JXeTMTfc0OR8lyO+7+2Oo7EkKPvuzukOfHcpbIz4ma996sX01tnvjwS+PJdrufEM3VdHgkA6zbUC7OLYc61c38Oe8MbCvBLgSObuOtlIEPn65yjiSeRaKX9wJIjtgthF0oplQILY9XE6liYjQRLrX5MMnz92t5Xae6m7wRifMtAZ61q5/kYud1ANctfVnpvagbuHPN6dR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</script><script 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</script><script 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</script><script 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</script><script 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</script><script 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</script><script 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UCU5/dAeVbZ2eV+pnHo0DbfnTXyxq6eZ+Yc6/IXXIuapH1d/s+oLMSECHUQggFjA3tlU6p9XUel8r5Jy+feJO1LE1a3iLqz0NUil6orJ2s7/4nmijVmgMUYyPqHf6JN4K2mjzYenXO0j0EQIqqQ7hmuHe67DkGMKU7WjlbgdEb0OKr0Ah/sCVbsip2sXXEpfrL2ZXmAvnsOz3eLs++h/VztQbb2ILdCA8BWa5jqP49Zh4H9OgAU3q8bSZh1CMuzDsdkpCopnq8Ul3QWfFXH9T2mY8Fwt2oA2BUaZgXBS7ffeCrZDHS5V7c/Dq9TKjPQqc4N0O2XfujUAemntKoH6E+Y5R3fr1MCWrA1sl/XXaPNPKDLPhBfHiNyeYQl3i5fyOeWLxQXFZJpzMLEEXSBq2veobl6jRmgDgPm6rJ3aFNN0lnMcm9Z3Cxm1/aa5LOYELgOPjNgbGCvrEk1i3lcvnjo13zg1wI5y4CcA0BOMFyjBoC9XcPcTshZhpBxZEbiEl0ho6Ej8D12uvU4hJ4aSSEJJSBIQAkJ7suFT6R1wQGdEpD73we+qi07oOsr1tQk0HpcpvWwROun0vncp8RVem6ytr9yOYjtYGvbFmEkSWjUOmJlGRTmHRozQAMGsvvxUZ0JvJNQPXQkEr9j+nintGM6jurJ5di8apyKzw8xxSe4sRdYiStGiv2oI16KvSJX+GsRz18rLjkJObjdDna3g3NrANiNGmYjYY9DXuOcQNJJxkPxSsycwNSk2CEvJDEnMCcgPKJOhSYS+S4NgMqfzfyesBY48/t0hvCUdiudiG5tz+D5hRkCTl2LuD2L2D2LOJ8GgG3VMK0Ep9r9xnkHk+JUuz8Op3kHE3FKeQnJfvxD8w7in/SK9VSe4JX9PVoA1PONgu/RZQRJLaq5W5cNGMoWqAbflxY+/0JG97bZPH+buFCh5l9orvNfaBYMd68GgA1pmBDBeMhrtCSn4lA8FS1TpOKQF5KwBCwB4RF1RtcqfI8GQJkfaZq+F7+ge1zG66SM17CB54cNAl49R7jB4+zgca5HA8B+XcN8nSC1wWvcl6yB3RfaEI/Uvik2sBu8kMS+7fu2C4+oM7pW4Xs0AIp8Jr0zAamIjNSrkpBhaD6XocUtZ0TI8FIXo97tImJGOJTALw6aRqBZ2acxAzyJAQuYcWhSIirNiqgsjTNo/J04ZWn8OhRJbFqk4TsIXgefGTA2sFdGUjUtr0movLCKz31hlYDK2AqyiFvU+5ZhnbZDPpPgTZr7V40Z4F8wkDMJ3qRNBSrjphLdst+k4wgHoZPlHgLXwWcGjA3slQWphkz/Q8r9NuglbBN7CV2kZV8cIOdI1eOncnlSeILm+jVmgO9jIMusJmgTeKvmv9pX64PvivwPBYYDEDpZww6B6+AzA8YG9kp4J8//KSn/v0B87i/EBdbDcTv0/Ztbve5VbZvF8d+a8zT3Y40Z4FkMRDM5D5qJ+v6nrv7dh33PlJ2PWSe2N7z3mZr47U9REkDoOvjMgLGBvbIm1ean/5RQeDSLz31UXOfZDyhMICZmdfh+mvupxgzwQwyE8/cD5+9PkW0IEJ9tCD/FToJuGU7m4v6I/AQ39gIrdsU2rj++Jb5x/aWE4OcpPvfz4jaHMWFYnqxgFevFWzQ3qDEPEsr8WKgXb0G9SHbUSMiz747s2KNGBtubaFQgnzWyx6lSO96C2vEW1I63oHa8BbUj1c7A07La+N984L/FFgXUxjCojWC45zUA7ICGGSDCt+tl46lXVIVvta/c1/VyTB0YDJx6ZWrbjbpejv7QqVeiv1hH8mCq242aDujiAHV/Uzf+U+Q5oOv+vLYTngnaYkTWFl+XaDsLtMVZorY4QWg7d727+dbWNo/IvVDpXtCYXyAEHhS4FypcRL3SLTjs8xy6Y/x8DHUPtXsMKCIfi7HtGRXJDRUPQjBgbGCvjKSqeP8l5f1W4MtbRb6sFTbi1vmDW0HRXe4PtW0SEOgF9nxJYwZ4HgNGoBtYszf5SThDd3THn4TTR6NemT2f+HEiAhCjDkIwYGxgr+xNxZ4jEgILDXzuQoOAwB4ivOcLwluUfeK6UhDcRzXmowSJlwgGnSC0u5MK7nJfZ5zgHgx0JxfcELgOPjNgbGCv7E4luM9IWz7b+XvbxW1ekPOfIHPFpk14e1qt29fsDog7h5sg669pzAAnMJDRHsh2U9KsnzpaE5f1ea80Jc86BK6DzwwYG9grm1JlfVTWyDoonu8QRwd6KcSVzUAsGM6kBWCztEyWFsuFsX5jf+LoAJnTPdU/1D/Wr5zS3Xtgz4F+lfGBVEewjPaPQiqQzr4D+yBy/4GoJfFT3MxdZHG6DGjvjzMt6dmW9AJLulTl0+ERKUrPtKZjdbtCutfpV3IhzMjm+RnZQiFM9HOHDrCHDnDXagHYa7XMtdNXAqkUU4KigB5+KJwSpmWWdABU86a2JoqcpG3LaJ2VqtTNoE/cLOoT/WRD9XIyD7Ou1b3THRB2Xgh2acEgYdRsUE9ZrRmAwYAZNRNU02x19VTAPvMdOh797ETl9EWjwKoQug4+M2BsYK/MTqWc/lpuwP7AB/4gjnuc1nEjZ3QsGC4f4mlZs5YxEzJFdMiYPUt1a/I+X49vjw8CKM/GmtOR1QHhE0llTEEqSCMRECSTCEl8p5JC7B6I6Gx1kyU9EVD5VzyW9E5LerclvdeS3mdJH0jglYjMK/8t8crPgFd+JvKKj+ien40bu14TtWPZRnTRmD1jh2jOoTUDLMFAhk1+SJvAW/2csr2+TujB/DDmoLIFHZ1zEcSY4sbOCxU4nexrcVTpBT7YE6zEFbOxs9eesLHzN5Isf4K/9wlxwIgUw60deNJsSXugdYerZdeSZV7oBS0PtLrbNsWOGg2M6LgyrRmgGAM5GOKXOhN4JzumbfBlCBB7TNucExBetdYkR95ZjZNx+yGm+AQ39gIrdsWqtvxD8Zi/IbHA30E/9u/EfuyGGox7qdT5A3rfFsCXcApn7ImLZ87RXLXWDFCBgSyeOUebxtXXoFw8PLZteNuIcg3KvOMX/If844lrUCQ5AaHr4DMDxgb2yvFUa1B+K+FRBqpQmagK9RNNYjPZ69guHHO2pCXm1LNbW32tQbDvAEEYQ9AwENStNQNsxECmNICgYXWC6rzZFCqjkEdJ0trtA5loJBOFr4CoHkLU8Ij0BDf2Amt4EkQdkwrjAR2f+4C4m3U3FMYp9Ll2AdkOqQSWu13BUMAtloGwHCFmbzoURKvWDLAJA9G5oCDGUxSEh0KdCQWROQONX0FBdJKCGB+RnuDGXmAdn0RBnJMK4hUNn/uKODhwaLVySkvYf1XlD8ZW6Aig7dWaAbZgIMoyoB1JgXZtf3cC1lkHIleAdDdBOjIiPcGNvcAamQTSb0pIzwapPluS6qQq3B9TFVKzQkOQ1PbYYsmEJtevNQNsw0BWnkGxgHfSYik/0ptQLBuOQ4wpF0svKRaIKT7Bjb3Ail2XK5a3pGK5H4rlfrFYQlAsjRrODyI9FtFsQDSkNQO0Y8CI9gGi2SkQHezvS0C060D2FSDaRxDNPiM9wY29wJo9CUTPS4j+HkTh70VROCrs/RaZXhqZrPb5t7XG4F0AeH9Tawb4OgYyNgZ4F6jjXX60+ujotgEl2qHh3cMT/oIrwHqAYF1wRnqCG3uBtWASWL8tnzgMWOeLWPcQrNeJM3wt4ijmEpG1G9zBZf4dcRuPy6AAvqU1A/wfDOQIAyiAMvUC6Bq6sG2vN6wsAPexrPaJ7WVXUABhUgBlZ6QnuLEXWMsmUQDjUgE8B0L/OVHoW0gB3ES2/He4XYGWrUD7FlD2yVaFlqDYO+0bp7nntWaAAQykWo/TJvBONjRw6nkIEDs04Pw5hE/WmEPoOvjMgLGBvRLeyRvzdyRU/qjlc/8orkTQASonUZ7QsxaWPQkcC3n/d60ZYBADGXWDfBckz/u8w9nxeS8PFyTPO4Sug88MGBvYKwtS5X1CyvtXgA+/IvKhU8h7lSsoLVsXzxODvL+oNb9Iiv55QW2EfHuS533iUlN83jszkCd55iF4HXxmwNjAXulJlfl35d7WE3zgCXFY4A2a63uDZsFw/6kFYF/VMq+S3lbmdciYOVe1t9XVv8dzaCjzOqQcvT3Vvu9Y5lyV3laqoQFIQwYEsWWIcyQN1h/bdRp4g5YBde0Ov0GPvEGPvxE/1ZP5W2mq5z15UTY0HF8XG44hUrGqpGMMXG3Aj1hFxhtLYluSGhAor2vNAP+BgSjKIFBqkggUUm4jMQ0JKbeaKxAoI0Sg1JyRnuDGXmCtmYRAeV/CezFw8mJJogozK/ic6q3+nbX+gLgyTNSa3qW5s1ozwH9hIGOk79KmiPqGgLGjo0eH1o8rNwQ4X7G80mdCEXlHwHffT1zVBDHqIAQDxgb2ykiqHQH/I2GxEbDYKGJRvVKpAq5q29EadJOR3pgjKIBw57RmgF9jIMgA4ZrUCdf4csjXPzSuJNy+Vy4E9h5rugLCjRPCNZ2RnuDGXmBtmgThfieh/BEw7Eciw15cGT38pcMdxIsgOpasd3m97a52d2BtdFMEiKRxrRngTQyEXUEcjauLpK7+vZ5Bz8h4zCTNWLtu+3hyiQSh6+AzA8YG9srxVBLp91LP/DP8vZ8RMCknmBRjFiQTq8KitNg6928095HWDPA/GMgE2b/RJvBWJ12Xr+k6BCGUtNN1NM1FEGOKoxGDFTidXhOOKr3AB3uCFbtiRyP6UMJoxAcSzjfx994kqm8E562x1GsQLWuE0Yk1oWZva4uwOF5ZGB7g44+1ZoAPMJChGeBjTzIBtPdwz+FIrAAaDB8Ke66AjyOEjz1npCe4sRdYPZPg4wsSH3dk8rkdmaLghZL4GNnwAp4d8q2yMQt4AN2LWjPAHzCQAczTOlNnMnRrD1cfhgBKdH1hd7jzCtDFybj9nWekJ7ixF1g7J4HuhxK6bqi2brHangJ0Z2nM693NHSCjYhDtBkQ1OjPAn7QARPEBRLuTIbrhcOPh7FhEd4dD4e4rQDSbINp9RnqCG3uBtXsSiH4kq3fQK/+jtLCXLDi4K15Vb23ztra5690dIW+wg2xOEeziKM07NOfVmQG2YiC9lXdoU1h9sNqyf0CDejVoQDlcffFArxF1GlE4+YA1hK+DzwwYG9grw6kGrP8gIfddQO67InI+glylMKXlI8oCXjK9ZLW/ta3evT0kK4SRCZr7F50Z4AkMpM2ZgAZUZZqICK7dvgtHxydi5NbFQPUrkcSJIgkZCF0HnxkwNrBXRlJNFH0sSaJR/t5RUZUVFIB21y6CwTJXYNOqtvaQmP8CyP+zOjPAAQyEJyHvBer5Hzoa1qI+LcpWYpD1ysg1aOAaVJAcBwhfB58ZMDawVxakwuF/5QMZjXyuVdwSuIeob/WqR7utcQWgf9ja7mojm7rFFuUcaL86M8BJDKRFOQctispwp7Bau39b2bnY1dq7/TWJg53Sga0QuA4+M2BsYK+sSTXYGZFQOgeS4pwoKboApes1c2OHa1amc6d1ZoDXMBB2Wp5uAm/VXG8Y2rcNvityPe9YyA+hVXOdog2swqlswDHFJ7ixF1ixK7YF3PnFhBbwj/Lc3Ew9z8/UCzsKyxu5L0ZvG9/q3dZhCXqXBHe1u72uti0h3CPc1sH26Q3cBzoA9gMd84EOn6lyaLFxcLFaL2USNzIJHZRffshhO9LunAGuxKuYau7XAam44cXc0GL5viUm9obcizJS687x/Lpz4hVS67jadSw8f5QOwB5KZw6l4zx3rTdGxuiETMs3C3VJ151GLxaC8OKFp8LNQgebhMxnP2wCK9KOX3uZJb1d67vW167DPwRpAag5kgXC3ayadXoBxL6Wlcs5ddOpm9BccoV2UY4dX7Zos+VZS/GtpA57kc3O2+wlVovNXupMyzCWFltsjqIi7cGmg03ZD+OfwppryshAxxMvng5ubU1yCbj4X9Lmf24Sl1PHZCUoZWV73AaXgKBxyJ6T29uCt6Vbi+3FvOIW8T/JfW0bH7AJfe3r0//f3slhvfrNMC0Bf3t7q1t6F0IsLi3XrOLNNtGG3Fwulyw0mjbuZjBvpwmVsmt9HYRiwNi61lfCK79/E66Wt6plcvw/6eKDTfkHm9JMUEURGvmVRqTMJRXKPP5XfFtK7DJDoQOBmw/uO5MOynZHaVvdb9SpLpUQVvRV9ys1ULygTzfFpRK6ZZDGxf26A8Kjuh+cugM6vFSiXxjlubUwMYu9ND4gwkn2mPXRBnGhXxzp09ITSf/wXzHpSYeyzr0Tj6oqBnK4Jycbkg1HCT90yThuUN9zgg9QHZJOhZfPTzWoDAWmIvy8akjD54d44nPoEniABdtl4q8pVMnnCFC/plMHIG6fiCM8pUL4v+Y6H3uSunBQd5I6nywoG4mSvhzkuQrp5QPXyxWXswvnrUcw8bGO9dASkf4ctomSvBwkuQExYGzlIMkNSJTktxTG57f7tCYfIprBJAhypELUn/xNEFU67Vix7J378dTCswUGmbyf8PVG+Po1hG9cEx7K643EOr22UC2LZQZ8zRq+q9VurTEY1Gu2RoUJdtF/5UwgjxFuJku2omOFwu0DHbgSdSiW83BWND0JsZ4o1wweNo6G1RWBQ4eHPIOHY+Y4wlnbR8NT4xtnNaTh9o+GhcfgYXCOhsEm8w30Fy+T4U7MQzZ81qTD3k14CA9YxfGQVoWH/vuvWJAkWSi63O8PSgxz/AoisX1R5hjuN/akWFA7nLCgtmeKWqKzGtJw+3sOCI9hnGQPpBJljo2FSfI5ADxR0KoDUGcHnQo7PPM3wg5khdgar2uXxAg/nFJwdiTKAp/4mmpn9Rhmgf4DwkO5plpkgZWFCTkcB+IPPEcDqBM/XYX43/9rJr4wIo/lZr0bD5/gey+EK7G5g1MJzWZmyKTfcMTYleyU40bvhthTjvdu7zo+VYUCkvD5u44Ljw1HwNl1HGwy4e8oVM1jdgbuJAqnehVkJNEo9H+jHCAsGVoRcLtxg3o5DlAJzdZEOcB9xLgnGQeUe92xHNC1fc+UOcCNOWDPceHhPoJTPL4njgNU8tgEHBD+th5Anfi0CvEf/Osnfp1fXHQlrBjjvjXJgGxnlOSZCBn7kh5KUe7NjDuUomt7n9qhFKnJjhPx+SGi+MwkgMDaN0MxSFBVGJ/TbiB85B91AOqEN6gQ/uW/fsLLM7EVQagrW+UZMe7nU43B9ink/ye7y/9QFSQx6N+3XXgod/lH6R+XvYEMeXywJExEf+O1CUyQocIE//M3xASV/mCNe1ez3xXYFOWE/7iiaOx4lB3m7TdOJDt9aF9oXvzZHRNT1AMPVUESg/6JA8Jj3n5wThyYOBDTGKjlMaJsDFTYIVOFHax/xWML8XSVzoWIu9FBYIsPrio6m50ps8fV3IkxKfaAJPBVF8ID33CB8K0WUfa4pzBlXgsyDah3QgegziYzVNjk/N+Q1BCPz5X2WRHu+MWVxGJrokzR7zVmJT/9JulBjJNnin7chGQFhAc+TxjhM4RjxiRVstiUKZ1Dbrd6MpM0I1l/m3Ij2cE4kvsycmNS0dnuKItkapEx8xrVaQnxXB0IkXCuDsSY4jX2FTiZiBHHlF7ggz3Bil0yz9xXmDr3vcA9njQdADDOaSqBcYzp4sqfVg2f2yquLnOvMN/5F3MmpjiDjFdGgEzd5L5thzvgde2KXdno0hd+K/9b+Y/nP072G7r0JvAyxZ+hKi/gGR2CIPFreCaOQRzxHFV55ZLm2ZQLl8qX4YQu4pjiE9zYC6zYFbuyMf226Lol4cjSa6R6nf/lAp7/coGwxGf3Km73KhaeFRQAy1MMT+ElPpYGY+dC2qhEa17LAKddkL93W/hkemj9xUZLA6A12lJj0Frya/3jr6ZnO+nxG2iIZq1+ajX1qsP0OYrViYuU3vJx2I6029Mvc5hZz2pLQ3kDalqIUxpfSCtsCZ/6XtUW/FYLT2FNz7yb8Q/NtfMOi92Wg295sThKc2zkXbSgCm18ADIxdi5qYzLS0Yxla+tnrFpRLWxAv1OfIZTXTLm8GrU836gVyiu0mvtGdJ3XloDLtw2vM9nVHvQD37QBwwTxvsRgB5s5w8BVUgBsGcWUfRKFanr4ekos1bN5wtykpaEOgjJgbJaGSnjlQ+HgycmiQkX2uLlOKCFbST5ENoNJYzKMaKar2daagx+VrVvI+1b/zpmtNldzDn5gT/wGz8WtHeCqbtvU6mqDIotfhuQPBOvwFSZTPmWXHLJb6hTLf5Zc/o9D+T8ulr9vNff5ZOW/0x/YRIp+AIp+GQXA3kgxN34iRf/zJZMu+pxCIWfc3FJc6jZFqaejPHyMMf46o8PWOuMefwCEqoC/Scb/QQ3PP6gRby5YzQH7s2C49RQAexvF3EYwLG8wjifD0LktcjK999X08hgUx9oKXksPv5YO0axVl9LGzglVdeMDJrCKiKWuqV0VQnUMyzU1LNXUzkW08K17EfGpWaeH8pCqqpWjHPjSNYFwUPmys/B0KWYAqyPP6sA11l6cI761Gx/41fmxc1ZcbcfO5Zqg3N5PXGs3iXV04j9wKTl2nSvQ6mr2uqd+KDTWo3i7HS+bE0h2rUyyn1I8/1NKXBq6Wrk0VGTZoBfqY8AtnybOdmYZuDspALaRYhoJRd3As79ISlHLNvc6dxw9R9vKXqchDjDstrS3PkedfkTg1n/cQpnAPgmaukHAlq9GkAYQDfKksCV8Eugprai0ctqFQFIRsW74HnmV7v6tJsdaRAp9QZX29CNj5yArUdtVkFJM9fZpI6XDGiXkbJmQGSB7MkTZ06Um+yVCrr1V6nUBMcNAzLsoAHYNxawhxGxsMPYlr56YmI1qxOxbKBOz7FGhfn57rwmsIi1T7U5sbNizums1kAwSSbOZxfxFLwLb1gH5JIRcSI9kGUSHMlbUV6a13NgCvddE6R3Ff3Fh1B7BtRqa31KLYymuzPAuivySxi1zKWmR6bJHmY++vZcwRdRO2CLzNH3ntCxwJVMmjtIodefI1F2u5/nl4gruDau5vmM0C4ZrogDYBoppIKTLajCGf5Geou240Jil0nZ4fklDNKBeBrQd76246XpRFao9zmH7JCpjVsMGTAhIBXKFqRC1JXyKpY6VQ0ri1K9ZJmxNAeLIdkTkLCENWadidYikArroIIe1xwlZZOvVyF3HNMpdnFYxby+JEpSRCfoczfPP0aJqC03lImgqF9HcZykAtp5i6qe1qTS1ZFGKtjLV8vUsEJ67V0s0g2QgW1GixrhTBFXWQrki4pq4VkHsFXetWrPG1eJxbxowGkDvi7rDRgMQvZi3LrU4rTnS2+kUiI/vCLM4bLie4veCqjlA+bFzgKPICbHuq2AH8T9OKzso6vd1MjsEDDwfMAjssGc1B+KMBcN9jgJg11LM2mkWzcxHkxbNWSBmBSELRB6R5XDUkSSImhz2KqgfL+VrrjGsLEzwRSCCbU5LsT3P6hQsOQ5RBtix2wnNdUbZo0Bw5iNCe4XjKggv/o/pabQdcY323HTpqq9/svL8P1nFRruCA52UBS2Uc1EA7Gcp5rOUfNnXr85nYHLhoYzZbVkNdVDSDBhbVkMlvCQVHt80GgpuxffTtLiC/gCXYyV9zKJ8KBQzmDQWOkK3bPIrQgEeGTTKPpneFKEzI/TAyfQMwydxi81D5pxMcosNtpBbbED1Dt9AI0DZs1B6aV1UMyU8PkvdJTzwtTFZDRAayxkIZrr6Fm52yhTwv0qSCPx7nI5BTEe6XMbaiMA1mRtmIG2cPKTTHX3FesqnFSq6HvUNFZFrDGhcl55XXMRbiy1266xZNhxqcUN1/brq+rtrqu9sMCE0fo1Bi7JnGnLcbSQqeN05PbonvqHRXopQGvPI1fSecTLWUt7q0BgySH34lCwGsxDPZyGhPrhXc08nKLHue4Li/VdL1rihX9+2hWCGVdmmmQZuCwXAbqSYjZ+APmRaNJdSKkSpiOxeDQlDjiAd6aX0iopF6F9uBSInwQt00mKhpwlvm9XiLNVBJiAP4usqJJyY8PRoriQxe1FUxLEySVfM5fkV4m2GC0Bz/Rg0149pbhsFwPooxkco5as3ej5ONepxodFXr0opiGatujkNE+rkDqFxs37JBNZJNG4LVs9ZnbUaEoYcRRbSmYtwarEO9SCyYqNo3KgishamzU0GogdmGgBAiVkqtlZWKxnJ6v6YnusgNuhcWr/03GZ2HnVyh9JOaPrBlXU1l053s1XiiNI0W6bpTg3P7xTHeS6s4i6sYuHppQDYVoppJRTd0GAcSK2rbFDTVQaiukphjkDOiwMmsIoDsqkq3YVVkOSFVZCE/JQ9YmrcnJsRlmYOG3QpyBisrVh7caAwhzxI+Z9OLP+UBS8mdvv01CasKNqiBZ8jF/xnoRv4WbEbOG+1tBlBIR/b3MGd/oAHD6GKjLhk7bI1y0NeLxGRswxciAJg2yimbfornneOouKBmuKrr4NQDBibr74SXpKaMr9QyhY3twSXv6P45I78kzvSoPARimI+T8b8MPSXDov9pTmrOaiKLBhuBwXA+inGP/3YPLdZgU2q3q8oIaLiIWpL+KQyuoiLoqI50Lppi3tT9yzpQlQsMmy4aErxuBR+L6hCsrhASmFxhX0b2zTLCmXPJlcmXHgGz4dnCITLWs1BMbBguJ0UALudYrZPO+FMUDIKyqWSGIQ4ImXEl9IrRmjcSAh1W/PmUAe+W3YT6vuIHrnGsKCKEmlCRSky/hE9nX1G29JoyX46WiWuhypxvVCyo1AlboAqcQPN3UsBsEGKCZKS7QE5HE4hh33rehLk8MgbWohD5PDf26lFa4X6wJ43gVUs1VRHO4+u7moQfj3wQ5Cp7IVRgJQBkvhOKiqQRTqOLObuYSDSYtCl1rg6OvA8RqbJoASUZ7MLOo9lV16xk3fYLU5nXgmIH+hFls63Qm2zQz/Ndurb8+1FRby9xFJctKAqlz3fYqJkWLR20VpVz6totaVsRV6jo2TOk8n8Dzqe/wedQOZ9q7ns32pZMNx9FAC7g2J2EDLvaTCOv6FNReY9amSGOBKZbzkukPm7N5nAOgntaU/Dnobd8EPjJJ2ChTRArEM9iHT0/PVpOoFweFBIgFCw1btksz/g9rnaOk0GAVB3nTZvqZ0vXWpZWrz3JdzaEuuCqhm3HIe8zqcAYhxGhHKWC6lAe9JnMsDTE6HFsr1eLtsRiudHxNkPi9rsh3uHYr4dN6EDJgP3EAXA7qaY3aToT9Ubs/+YSnaNNZ5SkV3dp2mIJsiuJx58oE+QXdeVUSawT0J2naq3rEaQAuRIeim9ohMeVg716fXCZLPNLiyrwbMc6IE++G/S+2pmOIQUW6dnEJwktpRX6D+cTK/rZvH8dbMEejlXcwXQmIDhvkwBsA9SzIOEIHuBIBdTEWS0ca8KQcaBIBdFghhvMtwnVIfb201gnUR12FffU7+33rkaDfyR7n1VC0lB1mId6kHknoR85IeVo28pJFcNu7ZIx3NlXmsAwJMUNhBcRdnXGvDIGLbmWcWmXPuEZtezhvtub5ctV9OXEBPt+6NCKn1GpoTnGp73XCNS4lZu4DdaFgz37xQA+zzFPE8oMZFvvJBvVFlycqF/d9MFi3P9RH50xcnggR7/Rcu8Zy7k4yMq8IoT/f3UrpXUd4xLF4s9cP/1FIcdWu13jP0zL3NRDr74XlekK5rIh/+C77jPKsoqupB/Ic6Bg8jBsK/8RXnB/fVpc6Rm5g5oYvwdwehIZRtZgtR0rUEJqPwQmbawg+ZWfshzrQG7i3ibw2Jfaq1+UoevsQdUAKyN1wgWkFo3tgTcUF3kRLE2fC2WXn2vS9Jrvjx6aNPyvE0rLHzLvkRzZZdoFgw3RAGwL1HMSxRZwHWJNnb/iVYjg3R0DwRJPL0H4lgbOynFCT6TuNASUlICgkSUkOC+XPjoxQ3ilYfwl3Wz9ENNl2jPJbrzEj34WPcl4fTRrJsztKjvD3p4g9BPM4jFtkAqtuJjfOCYeJUrFFYNFBoY7ggFwB6mmMOfTKHNnXyhqUJ8yajC5AJN37+LvVZjSEmr6B0b5K/3En1ZQH2X6AGAMU34Ej1yiR7/V834JToC+UkzZKcZCtIMZWkG6YRZLapJM5CDoQT6mmXRdCqd50+lCxR27+fKD7LlBzknAmCtiLEiTN5Gj7GnPYG40b34jYm78XvaxXVwkz1ztxFSsRy1HEU9ENc97B6OWhI/xV3H03tAB9BHAHnytAMHdAMva8IJV3Bl/lwn4n+DjP8MxPMzxLtLRy9xBRmIBcOVYmBtiLFNawmkUlEwmgRF4RF1ypiOHNABoL5z2vFE3M5pRdwWyit93+UD74oCjzJwBZSBBcPxCIB1IsZJUPNch4yeuSgFcp7rUAJ2HnKmcjx6qRoYSCUOECQSB6pek4qoek9bGWWIA9SzO/yCvoYyNFEGD2XopAxx5dhLSTJwkbTwtcfA5/aIN4UNLjcv+otZ+JrysI3CAoOBuwWZAcowkIMTDQYTeCcse43yAoRI4AWIEb/oVb4kDMLXwXcGjA3slfBWO2RQKPF8uVa+ruH51zUC73aO0Fz3CM2C4ZoRAHsXYu4ivBsaMtYeU2t1hCNgToVCQ/GHwPh21B5T4dzFKTg3NDT5H6o9Nvnf1AJ/ctlI1jCp/eJaquhfeIS+SkAFb2lHRujxEToyQmeeobPP0AVn6LIzdM0ZuukMHS5I95yhO8/Q3Wfo3jN03xl6ADzP0CNn6PEzdAQ834kXigWjkh5YIFVmOp3PpcU7FxtXmNNeRg68Kxufwon7XqG4y0cO67kHkBlgBwZyNPWQ3gTeakvDBa4bvgRB4tkuMwNBpIRqcplbRPctw0mF2iGq+AQ39gIrdsUuDp/xZvzi8MUS1s8hPvc58dTO8hXKc+Qr2lp9eIBumT/UFoy/mOIszXUhM0AnBox9wVnaBN5q2Pcc3Xs0wqDQCQgTRX90eGw4ch06dAJiTRX9/gqcVPmxMvkJbuwFVuyKRT+nKx59i4T+b3R87m/E+yk2EPSLkh0xVRihDdyXkBngfgzkAFPaYALv5CQvXw9BVI6bgkiifvvQErU7k2lDHQRhwNjAXgnv5MKxUELmeQ2f+7y4D6MWkDmE5icePlYYBjS+icwA38BAzikGFMIqaERPSxug46X7uAGF6eTiHSLUwXcGjA3sleFUGCyRxftrFM+/Jt4B2fRVHTfymI4dwXfDIgD2p4j5KRHv2QgZB2aoqyb40IaL/dlx+7f3bh8+MDBDTTVJNQQLqSQCgnQSIYnvVFJIdrte5IAuEdDQzsyDuuyDuoKDurKDupqDuqaD8VIuW1ZriyQeOX8tn3v+WoFH5hCGv1Xc0SRoAGtaocssbyhU1vleIMMRZAb4dwxEK/iqzgTeqnwjkuGrugQyQAx1tkle3+dV44R8fogqPsGNvcCKXbH1HW+Yj2Uwq4S+AaqIQawilhX4ctqFakdvFGZmGLj/QGaAExjIOfWg/oB3UmQ3HInEqEDCWSEQI2kdgfB18J0BYwN7JbyT1xGbXEfezeT5dzOFOjLHx/UE2J4A91sEwP4KMb8iFSTLZ+wKJKke5d5qb5Yv/kyL7V2BKXZLsnyQSlegKyA8os7o9fUHdQCo86CuW+TN8Z/oMqRngcyd9mini4ZOlzg/uaCG6/uMlgXDjSEA9ixiziKyIOVqsTNdWgEWLG/BVXiZwS/lDyMp/S6sxr+L8Oup6KnwfFXnITwa+8MFIv32kN++4X34/Kfh8cd0449dQQRlFoR/qp6pfSf2nRAzpUxTSEX9v4ydGDsh/helLJI61Up31Lc/le6Hxt36OKgqFA5lqmr1iWt1MmcbEoOpAoQEQMIaKqvVMd/hcOBFXI4isC0li5lt8x3FxbytyOJwgm0pb3danNb5jhInb7dbHEt727T4LGYb2EuyZxsKZhvKZhtqZhuaZhs8ANv18602G4nuWGy12XlridViLS0p//xCq93OL3XCf7VafpJTauNLLXYbpNY522CtTkt76i5qIR6LVP7qdlACDD089PBDpx46Za1+6qmn7nowP+aDkUa31K6qu7u2umpVxd0rq1etWLk2bXbu+lVVa1fevX4VPNZW37F2Y4vL2xLygkJWG1t4t2xxB2tb24jv+tZNwa0ZNArPNoxAmc42RGYbMtJR/IzCFS85w8t4nUXZZ/Uj9dJQtkOuumVOni9zCmIJmI4DLmLBcOcQAPtrxPx6WiVTqtHTU0fwjwgk3TD+EbGksKoHiPK1xM+9B3VKQBt+2HdQN3BQ594aJgJNiyI/0WX+VJchWxAqk8WaUy6bWek8Pytd3B5Uw5Vdg1gw3FsY2N8g5jdErO09YRw9kaJo9p5IKJrRE8qiMY4elKXa5Yb091bsrSAFgIVO6HjoOCmCGAf+vPfE3hOyZB89MXpCLqmEuv/ZwiVb/X5Px5JQh3u5vyXUIWoR2XMM9xXKG6ZVgxTMMWQTQGWP03n2pSW8zWItibysH3gU+5TNgTq2JgPXqd9bKQClmkOjvud1NQ36gbX6h6+pJQrLMn8bXlvQRlg7Ol2zzNXW5g8CN+OvAsMLIyNkutQl9HcaWgJ+r7cw2MHnCYmlCoOnfALuze6Au63FvSlvc8Dvy9vUupl4wD/aGmrzdOQ178oLbnV3uMXpIkg42UZkuWzESwGFoyFva+5wB3YIu0wXJ8YV1bflXr8LHxxVQZYrCQo/jnFP8ihi4d/a2hFMHVA+BoHc0SgeWJkyhkRtSZFUDyzcQSJjLR6TLSxFjeJKSr7DHVzr93uDre2rQJKta+1obfbiQGJVK5ar2k2f4vmbPiWIoa79nPsg6z7InUcA7BuIeePPSDsaOagDQOMHdZEEzb1GFiIlMma/msPzv5ojYBY6yg0Os4PD3NsIgP0tYn77Z4RZ5jM6AJT9jK7gmXjMygYkzEplzD4AjfaDzP/L3rcANnFdadsjz4BwRAJBkzBYRFEQBRsZZFvGDFXSGJQmcUReKA+MQxwjw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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>
|