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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JKaD8RdcKloMZ6evgLRvQ0lahse1Y+imk6J01Xdbl5kbHHJ2Fk4oWm3Wa/DlmechxmkL/OextSzFcpQRCz19BxH2qpnPGcRUdhf8o72fQwBb943nPGkr8PLq6dGY6gUWs9A6qKD0RfhxM9MYlamQiShka1gh5bzgVRk/OUVjlONJGe+zSW2byzKbRsGvy7kMr4Id4caWcwkZraUfr9e3AUDOYt5KIivk9rRCAzkNPdQhYbPVD7od9RBfUFGkJsv0o2OOYCVB4dNvqVZVyPpfDejMHlAZZ5JKjvvD/tjxeVpg1kcWl/0tyQXzg3CsWa8LvVbFBZN8rLI/hJNZTK8l1nOkO3q0kxOAyovjYz+2FXcNBrWDF2nG9m+mDyUqekHetHNz0JMGFBH6d7lYmAycCUQDMSLeodMbs/NET+10hcS5PNu9b0ESKSyAsxUTmmubKz29s2d0F7y0jlXIBjfh9voLxk1dBtkk3vJb7hj5+bvHxuO+WU3JobuEIWOPRIZ9Wf19BGjQe41c4MUci0Gs6KgCV6jeTNPGNfqGGPjmjfRC3yffYv4jci54XT+AfxVbL5iqkHlNh6YIQV1FsAUvoGJGlTJ3j8RiEbxDobZv9pNdBpgj+6xNXPq5DHpUtuwLzNTy8mLctRtylmacbfeUkK9JJEbYVS4MrOe/osV5SRcNZdO+mKdipv3IHd+OKTvya0oX+W5GXSS7t3LTHHO0XMy6CU150fdiCxajMP17OQ6CZWe2Xv0linvkx/3vJwG8mQ7LNSLz16km8P9cTRv1OdDAef0BTw17JtrezM3Ku4Wk+2QFkQxI9n1A/wUEMVN3SkSC2iqJvYr5lAxYQPM+dpUT11g45R6pgLeNtUz6cetV8+j6zlPmaff758A7qVJOFlJ0bOFzroKk37F1FNjFcUimkGJsza9ZUUZg/lzVGuLjFom+sz3hukOpzzHH4UyfxiJhDAq7TW/blbTrtOykko6bv+o7upLOWfWDgSdhEVFy8jPVDA5W6uiZ4yTE7Px/jzIGnHtMNN7dHm7p3Af2pl1s6nFQyyw09LEpswiY5CYds7HMvTiliVj3vKM7xbNJKT+U7UZy57cFmN6SfCVNpYYymY+SstXwkuy2VgxxrfXdkfkFUH66bJIpXt4KnDNQF8pJmRNXh7d1GzjFk4pdY3z6nuJkT61VyFp59ERoFXzmNgavJc4PcVtkM7JZeLlMt46TWfYQyAhE5W5t+hDxTojhXzf9X9yJTIcM1lWTG2Kitulgz27PTX31P2IylSEL9Q9hHPKyWosU1ExoEy6hMXkA8Oxa9pBXNV8yJpqrmLitRbejqKaoxhyKIIQzgeumirbnsJr7Y8H3j0E9DKaaQ9uLoqLGWYsfbHRwjLZDGZQLsw1l8dkWOK9BDLbo4vlIoOmmc1gir9ksumrNHKyHbQf6HSmzALxPPHITG41acBM/vZgIEplgl507WQ2898SPzEmfOWqZd+bmxlZaMua3Ji5wZ781OSxBjOZTTi5SWfOjq7einvl5SWVBntW9h3Q4foessOgvofchoPDa+SXat/IHYr3EpRWzVzwoz8cY5lyVTQGshj1RiR78mkNXtFchZ+bVN7rXnCxoUZGE1lMe/APIW83MnYpnf4zPyMGE+8lnGjxTvUVlZ32JG8gGxqbjaWUGK8RVWYmC/VuYyqxpNA3EcThAKNT5Yc6MJVPZ9eyeoZCrjSKd+HVq+3ASiWlvo06O/1eQlBIWc10x+ID7ubkLCIPtbdqLm3SyMqUwprLegvkKrCmUiO3wf651xAgxeXaK4/cv0AkpiLEmRhlaFJJ0DOWw0QjSPMbY4nHIiOT79wIxMcYPUkWVqN50xEQ4phXYQc0JDHsg9dAKZO8gaCQtF2M18F9j6J9IGECW4O4y1qT/DRyMYupyUx7DRduLk+39ihfXGjxrPS6KYsNQq6aTzeHybDlZuO2ZKfPTAoi0USUDlm6lJ+bjT3vXIwJhir55DCT6ItBT5WYTjfmH5mIFE4WCV8NxEJS8MoCiT03o4HYJ0aeLu8mkW5fMDX9q2OQLjqmvIGonKbDz6tm0E/aPzzlH5XK0g6DKI5Sw5prbtK5xgLRqPYKjdxkOvVnOvIoFBLESrbrsXAEeGVqvXSyVyl8fuGYSKjlMlqCTFq9VOcDVw0Y6nPT6qUyF6EVU8vpCpdAmVo3ne5+PZamD//XXfigSKe77EGRznBdKlPrpUtr/Q3eNzu9oZRxXUXS3oNxsaXzvf5YKJDenlo4l9SEueGuCmYwGPPLnHvnvDhhvxIJhPv81xPa+7+1AxCHtZej6UQtbh0NBcIgqMSGQag/kKjHOpn7/KHIlP72Qo3cHYFJELp19jNr5KNu3IrIQquJdi6TBaW5jYwD6jmzydtsbuqlcT/vwIYfc/fJj3pnNE/BYVYjn8kXVXQ6kzkL6SM0svm0HWJq5KAiY2EurZ7PYA7WGdOtXlhqmERHcJPA7ifTCwTTZwwUVje7wYzFPnAvT0JHUDraW52cbDe0tGPKfHbmlEJfN8U8klMlM67A0XdapUhsJCKtfzhIp4O6i5IPJsCt5IeVzXEMPl5fyZ6VkAUvKJyyL3DlipHisnS6al9F6gI+PZQp9fY+GI4HrEh40VAFYSqDlW5gj0p+ar10GYMevnt/4FP9UBkKUzIjAdxkmRW5IC9LlEkw77QGg5EbHf7wJwUd/ss52oORSf+5WADEVq1GSQQkp9BymATtdHoO1OAyVTNcidzUk2AwGesjurtZMVksoqtzgSQdseFr1/SLrLYNQDv1/oUbQV14vz86TIVWnWT7EfXacGiTvmFtX+Py5QKN10e33VBHpDqJ/JPwazIw5b+AC7YK1TqbsumpkmiioLZJNX1dd7OOFCDcG4npBwFQDSSuke5GID4yZiKcTN5Fna6MCdAtmvY6VSnFQCCkWwTKa7WvR4PDI/4xusX8nd7McQGPvzkZ+ydwAFQLL0L3cCHD84UnE1GcoaLhiLl/zk4ZhU4HfZWmBflO2sPYy87mpTYTcadQ8Gr/VSAKXzjHwWhWcGut81pBr9tikRvwEj3UaK+WoB03nrYlpNAkKpd1gwShl0ott3lmQwm1J2IYqAXJSDsKN1vekOVnKS9NoUjdHqCAmD/fEJWTQJbN8i4bjXkkOVBNey5QSVA4ZDh6aJ+UN+HnXT3vjzOWA2WgTFEtkU5YI0Wa+IT/E9V2yRuOVFIUDu5E985NqTcqi0nClqvIISs6/FHV0nRFwtd6JSk07yLt0HiHLuhCCnFVJWE40RvJ8yuZa3Ck98PVG6PD8XxGgeki9NUmA6OqNe9NBOOBdpjLTKhd7Q2M0C32YelANY1qxHjVZH50KhEeGcONqedhjq5xxz7/aGJEndbyAnApVomN+TFckiqdM8LQ6XCMRLFdPGENPsO2W9BKbx3RektttsCupBc8aVzv819Vu4iDl4pFO3MdOFJ2zBwasWsMZqBBpsSmrU++v3iIMgL9QFU0yb5G6FJ1FJITMW44GnhnMnuMyI8pFwpMqg4i8iKUdP2T4PXfonVwJREIjrYHhycnu5mdMOfd1RPtb5DaPUXAMpH2dTyrvCym4ll9SVGiNDLtMRzT1zKykn7Sr00EJN0cX4HYPl+PqD1fXiCeA4mqcxCRcl4Hvykyno1+wlczQI1uYoPRZvSDoJiLGfI6TIbBMBmvVnCKIuJAGIrm8DICC5j04/8Vc3y/X17mX7Kr+D24bt8Hv+bF+tfeNw/Rhd0zG/KCWZznxy/XF6OBPNmSzFfRleGX54Dwlfb0Z8IdH9tzYcbDXfF+6gomN+xy7mU7dHuFvad9ye7M9seZmG7ql+4Y7JXwu2Xak9Wr65PKWMbX/ppentslY9lelvujV8fDkMFMr/397MUxyGsPFy/fQ8VrvxAH7Rfi1fH2UESe1z4bvjxvCa+gC4Qvf/99wR3xhveFm9yAbWCDsrk9tmZ3wuqlMrobdD/2Cr7kjWX7vM/HdI7i9+v8Ld5w83pPjIFU5vbE6KX7cnaUGNsqsu/7QL6u+zsM7N3Yn80YL2n7ROHdES976wOZ2igdQTNMaxSFcrVFmYrL+7Uc06AFTm8tP5n6rHTU748G2SoGtYIrLu/rKtpcC57KAtoRac0EmfrXh/zShEetiPK1fSvf/ugJTSmjtHz0kpuhE5PITwOTY3R5Oxz3RYJaa3/9Gmn3VDUqTTM8MoJLOJWL/VVSXYkUSkEXk6a3ZRqgBZ0k7FRaqNVJGYyMGEsYUu5W10vnT4dp0UklSfwFUsUUE1OdZJNK0VM3nWyS1UtE9YYFEiUms3cS5SfxRUeHMT6z4WbNyWAoaeG6TgQK3S9RkKASRukpYZCccL1/VuQ7vXQG3jBn80B+gmgmyrNeokIkmTBEkQkktGxXPHopC5BkQpPYYmw3zaTMWshU/d/BVZWTGvxQvnYwY67mwhsNpm9+zYy6YXIPMYsMjkb+YJTWMm4lydxC0R4GMl/zY7x2/+Q5qOwOmBlQ2RBqHGVsjc3yWjvA97QnU2cPIxPNcJUUI6bfPzRGd0x6YjEq4P8t2Fo0NVwaYA4yYcYRisY1OlJumn3tUBoLK8nNX+dwwUjcr9m/A4rr+1WkYfQyiS4mdcKxp9PIS9oLpevzXwtM6mx5MbNbqqitGcYiYZtfYZxx+hqj0cqvKvf86edgq6y19jPn5g2zBdLyQun+uD/K6fPZ9JJXQ+tMJa7chksfCzkaUh8GCpslNZZ8AnNEjUzBVbn7vlS0mDz7sLz0YmAycCUQDMQ/8dwc8VPVX6Gl33m3KhA12fBiUxii4nu8DWq8isrfPzYc88sGCK2hmS6Oj4SvYp6CpiNMzBRnuoswcekVuj3IbJbXTGooiHvxC+kMLYwzt7psD7PwYpaR7Ed0HRPRacwEHzHt9NWow9Fi3AkelFej19qJ19qJgiLxV0h/UZhW9lvV8RL1CZrtmZ645xaX8bP05bQfl0kdxxnG/OBoOlKhM4eQPxQJfOpnWvDUzweH0c9JZEqyk6jNNXKSvBSVgimRSOFU46Vwx8JMb3851KuhyjSkUntZnTZTZWSKe5MqILtkz4NqNJ6dYt8ch7ApaEZ0wYVyk5IXRA1px4SYqrIjpj9xDeou7h/VdfZgdoNMEWumZGXYSCT6CVvwt0c/kQbH5II+msjNle/QBtOnh+wkB+xJRs89p7qGpHCOXDcoRnOouDbRzSr5A7kSScRbRycNZ8j2CGIkg5qLDQP55MgLbCWs0VxKLwBGkudssjeQxReOBsIwG5BKZuCFVPbVF0ye2Ylu8P7eBHMAYTC5PEvHBd10RmMsB9tHz6abBYMIq2nBCmeQd2fDsYGoCuqChX7YHKotlLdm5aoZC+bEPSixhKH4R3RIoGTMmlJaIVQ4j6QQKZwQI/GafgPJcbbpfBcCk2ztG+MAhTMU2vSMNMFI0GBlZut2CibvH75KHdEYvLtyD7a82dlczrwt0oZzjhTYKK17I/Vtv0Zi5eXvoDWQSXtrrIHMbOQ0HdRPdaupkXyRKxilpDAj0dLcmYmSnmu7NJM3s63SdHD2/B2ZZnKr7HY0n525ZzRZ7vR2STOZii5o3g5CM5lz9J1msqKK0jw5KDYUmsqWvdnPVNbMlr+9BiIuPtjqfof33L84jMUHOjQbjLDY0ILFhQo0HZLOdJw5c8HYzAROMxMSzVzwMnMBwsyG/So2AM0eY8EUG9nFXBCKdGoytXg4nGOMU5uy56Y5WD2lpnnwy1SWk6lfP0xn8d0JtEhpVFR2in3WdSHP8tyMx7SWqe/V/ZKqwG94iJG2HZMpriwWScSZo321Ospc3f8FP4Z805lw4aa3563g/CnPMC3NziQP+jqUnVAuVF/7xqTkujum1T+zEuyvQq1Ip8TGKFbW10geRvU2i+yPhzpzmYyn/nq4tcNhWz/u536uVdVY+aLXo16Wwy2za0+UM9gipzpGJzlG/Z7kuPa/gD+b1M0iBxQr3mjEd3O7go1HZzUdB9VUBM0iYnDpxoU6KHOp8TUiBg2mB2IL3aelC8rUBcqgvvqgmPBBBsL+FIhGYzjmiV6IDWlLYBQ9Hnowkshk7sVRyfSZez5BqwzdMMjeyMnN+lJKMe9FYqOaQkdWiv3eDZahM/Lp9ypiU7ilQTM8BTRSJsF+S90S79UXYYx4os610ZjxnmLOA06vdtC5/fOt8NUJdntwTgQKbX3XiptWFDc3tBalMFtTYZOqQYDIp3+nNO3TQr1XpS/vZ+/O5rxkarnvRiAMvMkDbRyLhKWVPWoFUku3p5JdSeBMLH8Qks+HmCyq0vBGNnTsPaqLwXgrxcUNMcTXTO4IKRz4wmA0CxNhHfY/WMJ+hh+gTB8t5boeVYvwrr/vTvBfPc/2e9rso/eY/NUKRUyHTeVRW2dZWLXnj11FF4vA+Qzli9+InBtO5x7AXx6o0aAODyt4g/6JQDSKLlN0eqrZ/SFmFyUYMN7vycf419s5uLnUhVyJK3KlN+2ORSbjarEP8wVYw8smi/T9zfhQhlcUTFqcz29jrryNO9o2r18yvak7Z3GD4Uzf9X9yJTIcM5MrZz2CiUUFB+ww5aV5PP5aOS8264dYZgvD0Wjwk87IJEjRkXaY2sSHg4FPaR8+F7ipyyUyt8rej7+H3XJ0mZ7JPHlum81kvoiecPv8IyDjZiuVdFS5EuH0XGH6Dn19btEKYLNeiovzBVyMk16TvnNzl58YzGXGN2qWs4iYFI58YCwRupIdqNbAHXoSMJipBNdWZlVZimJsaYXuogpdi48594NmhnxddXh2usJu9Iy7tvNPIlkEpvwXkMkVcuCn7zZu+EruzKpYvfpL2SZ4cNuIGBVT4Y9qzcOTiShGcZF6RF7KSdrg0hwOHYlO5lHAlxG//tzwZFwz1rfhmPG64d6NxzfXj0tuNPK4XzekOHqfiQUjMJ/zv9PXRf/mXMWtiRGrNH2SJgJp1+1ZZoTeSDQRzczusq4NMx/j6tsmh7OE/qxLuvaMq9ggsmtQTzB3T2B6gyXOq5kxU8ViEh2OpQdWWSLLSgDt44+nC07ulvxcP4uwrq2hlBK8XEPEHmde2WKzsXgkxYxhBseJ3C2+avvRClNIYFIii84w1gxyJGzD4F+VDk9Cq06+cwXoY6IpGr6W05i5l/e5KU2HWM0KHko+rXwDV3Npl1u+ejDr9GTtfUYPJZ3whLEnGlv9oXkTqJOYMeWcmjrLRAnUlFk6z2b6TKjYfpm33zx8YtQfjY8dIodXvln+naqO3fKNoa2hiorBb24P7QztDtVXlF0uq6i8XHO5/rL1sni55bLnsvdyVWByMuGPkfI3MQA0/Okdjo/5Lpe1VLYsfJOUH+4cHazYKR+8vHB58fLS5fUrpTUNe0Hpu+PDMH6OxALROJotIjtXjMBFSQm5XyQRG/HLp3cp2PFbdfa/+Xd/Yms/8pfl1yvfrikrPX7qV95wlLUc+q2StZ//peO+/+fwn5Z8XnL790r+uGTS0vhnb/0Xf1zyV42Nje2l/+IX/lN16fo395CdqHxq/7CW/j2crDj056T2Nw+RUy1lJfTUN8jf/M2/u07//6Sk9P9seicMhDYk0fs7V4av+INWtnKDjnnAxP03m8Ynv8GIgP2E9k6I5FK1xJlQbkVecsnCNrVKvlHx1FgDs6i/578SgoHvKrOskkt1CmpqjbKufOnt9P2AdU4NM4u3dFP0kyt5vyLRY15/jM5hyNjbw3SXK4if3ggUgzpMIpdsitunzVP0IfG3JTbiC6S33d4kpwOHQvAW1pHJSasfF+mNxK3RYOIakPkoLpGXlrLQasiqL8wg1RZNODI+Cal++ZdjCVRSxT/iBpvwcPIjfrAJBgX4nXsHGGni6nfJTTk5rJUsp3tihbJMTZNwa3J6plCz5vZtuENnmNUsrZ+ZBkVvzyyZnqmm6unMiUt8joiMpBFgnvAudag1CtW3Z25wvy7t8S1z8mF11lLim8sd5NIpSexhI908Ty51qd0+7Rcuc7fTz75ObZ1LzYp2X+pY7FjoIKeDhVo/LbOg5aU/HmNKGHLpQm6NtqNji9gn2GZpjR2Z+Y7CI2XaMYDCiFM635AUe7NkGZljlOdzjJPqHKNcjWOUq3KM8nyOcTrDMU6qcoxybY5Rq8oxak/n9rLaBtWuc0a965zJ7TrlOl2n3EjXEdS6jiOn65DyWkkugjea8H/SNDl1jZRnd6YFnpQb7Uy1Dh0ChFqVHjYZjQSCdN3a8OQEfeap2rg/6L8WGw4BYV6LsHOW4WjUGpBrD4Q2Un5GgzjLjRHnGUPEuT6yMbI5sjWyPbIzsjtSNloxWjlaM1o/ah0VR1tGPaPeUd/o4Kh/dIEPjSZGk6Op0fnRhdHF0aXROjv5j/++hxz5H//wn/7x//RH/+R/Wz9d8o2ShpJvl5wp+ZN//W/+b1JSWnKopLrkl0reLvlmSWPJX/xVSUlRWb7xn/+Xv9tU8t//wR/9k2+X/A9rf/hP/15Jfcnfh1zfghT/+5/9X3/zn39WVfKLcJ9fKqmDXFt/vVtEFlJSwtWikFA2IqNipBJQnwWvBB9A/usb8Y/M8wvwj91hvkEGVu0GVK0SFaMMlQD5byVU9wLvg3+/gDcoPXG47HJp2ciR+YbDC9+sgN/j9IejwNHhqjdQzlz4ZikWvhSf/5byXCWe2yh8rh7PbX15597IOudlZytGD+i8j52vNHr+oO+vdd7PztePvvVmznPneenJC3zetQW5VD79fCWH1ERpxafQdc7zBX5++kbjfzhbEvOVzP6nvzvy1nG1lKWH/pH0h33hOCvdG6XiscWKlYr8nMexa9Q3QPEPw3xmvuEkdBA/9pTDocvws/Hm2HAM+PEnFlSWWfzUCmHxw9CYoGqF2sbS2tEmeU1bPBHtxyhJI/73IrEJf6y2im+2We3i26fhKeGykW56f75spA3uvDyKmYUm5RheW2WHDLwdMrxRVVUPUyxrg/9y6PJueeJy8nLqstjgaZjH0iFKGUeQ/2SfXB69LJc8EELlhGUy6h8JXA34YxujpBQ/70rllqWFzdHN0dJqjoMSuMRq3tUsWO1uC+9u5rBIb0G/0i9Rabo0ip/Lo9LjLjcpVwQrpJFdfCi+tuisFp3wUJ7b67PONuWI75V+eIZI28IiuppFAR721lvQJhUj3esjJ9dH+IqRtvURqU3ONGUEoNoqrA+eK9AilZSxl25Q7iz/yT6JpZOrvqEpLU61+Fv8pVVOLJvLYheaObeVd1oc9mbOaeVF/ZpI3740/bzS9LO+ASMffM6wR1F5bRCe5IInCTaL29nM2612Xv8BOD6V4hDD/sv8VDSr1K65UmACnoU17rRZODs2q92212fBq6Rlp3lsUVprXB0HTSq4rOKeX6ajKVf+X8LH0CqDxzjhNXirCO9xpMBj2BhO784GY+WhegIshJJEaGlyZOJV/4WmvJNr/jUoJI89yO6GQvLNdh6KW825sdj2Og56tCACwcOR2CwA6Tv2Wk8XmvKmtTtYUfSJYh3nYO3h3utzPm7KU41RUbniKrywDR8GL+wQ6MNc+9D4mRVi9DH1+Bjs/naoO4dNpjFgG96R7orRkxWjvHekrWJUYhtRaJumplyjljTtYHzE7gI+oldMFABLUYZj/2V+Knlb9mTFe7W0ys06tSDSMhZo38LP6G3KdhZPn+OH2uBopbssghMf5ICeoMcUmVxbyoRT+U/2SSXFd0hPzcywkleTV6URCR4qcvShdosoNotuq1N4661ynacvgKDCutlflb1Cmge50r3SfBKeUuoDUYuxiW+9aSJf0w3/lejwyMRHOVrawW+0vEq6GP0aWbqqaOnFq9lXMky1Luy/YfH1dTV8S2avwF1of82bv69clSGzNOAydq6ZhzFMqOZ5egap0c4Bn7WIwHBFYHvVYrPdYXWBXHHUEFXSASBTWjoI5PzUT5x5uQ063JfJLwY8gr5ZRguxfTUDNiwLAgzLtmaHlXMxkUCwCO5m0Wl1wKvZmu3ARmwWEaQQkMccFlFo5p0wvOxrf7ex/v69GPIy6zXrNahunslB8GDK0xugq3MgCHG8c594WrbOxXtNkj2Rp7llnnZM50G+kWyUVo5mI/9E4SyZVtzIkgDg836TqirIf00JeTQU6jib0Gxn0orN0cyJ0Hhw5JKPgJXaJaHATs8xoQDP8XDkZOf0Wxlf4RffeIX4BwsUyzRmyjqk7fCJJkPVyvY14aq6tbJyjTbz8jX5F+U1Vxld3szim3mqyFWAJI86uAYBp492K8e5GH90C4Wp69dfifE6o9VOV1vg5wqketVpR+WdtxipbF6Tf2mTSp6GehsApCIgqfA47DicVpd945o+r/ej3qp+tH6U/Zf5meb18azH5irBy8bYEOiwIduE6TaQ5JsFhux5fp6n4+8Cv6A4yL8kD8oSCx9lJVFRuteMIWTVBx19cULuqB9D6Zoe6lcDPps+l/2X+amcpuUq8VvGpPmsaIOpokDH+YN4/bQ0crPpHT2LgW8MIU0snDb66i4YjemMBn/z7Pdbb/HUzo42+FIhxvYUn6czrR9MJq5gV7riH4jIYUTbYkDMI7jibmw4HPYHS0urR/1Xh+Fqaen8GFSORVa/lJbWpdUjpaVjw6OjrbIiA/OyPRe46Qozqv0jWhey//WqvT3qKN8sFVgQN2mhWHIsNfY0EYaXou+E0ei03ypdhAU4WIR/S5pFILqFRuVp+ufy2PHS0g9KqVMLXOFkafDcjMbYjt30yW9ZbgTiY0q16KQlELawJR0WXG1jGY5bgNZ4K+csLSUPj9uBwq0uV7OIv45S5Q3Hw/HJuxeHYwFcXNPhHwlitGp4jsHb05vY4C7u0g5/1B8e9YdHPrE06Ctt1e4NN0M2ZBdKS68r37zoolGuBhI2b8NXnCu+Bm1U/9hsx9vMFF9TtDQEq76cchxarEdQrEgs3sH6humbupiuGEZ4+o5FF06gHMnRTKnh4d7KRKdn4r4QBL6d6IYyff+wAEWzBughLx3iv5/mdJK9lNuGlcAD2fAcdkbywypOxLbnHCCWC9Ljf3gU34+3cbTD7tc72nO6e/FUhkQviuQQKcFPZhpzSPE5fPgwOSzAM4/WNJzbudLUuHi4uXnxMHn79NunT6eG0J6SXmWZHd/ylD9wquRUyWHr5UNvHhbhv+Mnjx7euILWms0rpfMNh7eulCtsl77LJYfLWg6Rw5X438I3D7vuHd6+UnF4sKK89NA/OrxTXk4OD14u11MizXd4hhAVgNKKy6S8QS2oZigQCsjLJCaHr/o9N/1ozk8EIAteCwUSACim4mbzDYory9JEflk5+bvQlFcH7ysm9orTqUAqIDQpz8wHSpnhwlXloC1s4XgeZ/sw4XO7qEWHo8YpQcBJt2DlxPoOru1yycc/Q/x4ogS+nKe0TPn78MLl8tLSM4rHHF7EM2uBw0uXy4+Ufm9fhgzKC7jKYfHK/JXlK4fXrxwqoeRySCaXF0Jz8wuBkUt9e+27spQavhrApQynNgKnSk+VnianCJDH0bKRo/MNRzNUcfQoOYrEUHb4fMnRo0AH8Pt6lQ4J/HqpyTV91DUSiLnjdIdEG8aklfaktctl3AzIID+oDSk82NJV5lsBBHn+Jq4e2Q5kQOJN7Mbpm8rrB3cCS21KkPgJGperA9cA7ULG0yF/fCwyykR4OFc2TuaOSn5DKsYRZO6YvD+jcpzcPyr5f6oZLwRy/1gwwEpeP64FeJq0SMk6boVfp7Ji7Yj4QGk3R8u4DJAZ0rtBPONaIHNVyhXc3nEEmTs5mdlf7xtHkPvH03uxB8cRcCbtCsg/jiBzFrp2V7E5P4Q1I7tGSYwzkHit7BjRFw4lqK+aJJy1MPNmZqtCapyBzL6JP+fHZdQ3KgE5b1CT8TvsDy4bGmcQ22WsdhSG6HmNVx01r3GAUK69wsnr6sjqCLl0SakhK+BcB4f8xXHyj4/JO5OXxnNB/vHxtAue5XHyg7PyJJg61Yin73oRt+gj81gZXxlf+mjpo8WPFz8mU01q0XbgVqvjofcZyNzbwKB7YuhELrMTe21cxkrHfoPMNag57FkfN4el9xG7bbttax+vfbyUBrlbK29dSW9a2RjfAB5dmxcJenPc1+ZrI3erM9vK8fTWeC7I42Ptwyza9fb4Nvw8nq7KnXFEoi0B96kbiA2PTAC/l0xMcHl3nAGKledCtmxC/BixPiiD3OXTKh625cg/Kr9FxQT5EZ+1Z165ybpygsRtqjF/4EE1E2SmNju0D5yth7OW3KDX1gnrBHl4Osd7jziRwVK7OpJZIA+rlB54WibI0xMZDzueCX2Qh5Zc/3Peia02BJlp0nCx65sgPzid4+V2EM/l+LL1wzlLrsfa0AS5+65+gOrEBIL8pDYv/nRygvz4dI5n2tSEDPKT0zehzwZQRmE1Pz8xDzkaVX3SLkws4N1y/OYsTuSC/OSMutfspQnyXzt0Qk0vTyxPkEe17wHXiA5H0SUhK/AKnO0yFjF6dWJ1gvzPx+QA0Gv4Q27p9QkE+d3avCjPG/CA9zX3VIHYCjJpPBHM+FTfnCB/cDy932kLy6eyIUol4zZ0hlNZbnp2JpQgMy7NWDvYZyfIr52TjcZaoXSw/wbJlKARNQcuVwQrguQHvOY+wsogA5lqVPUsUxMkdxvzQ+tgz4UrTWohcLADw7XTOW6BxaAM8vSkwidQS7AlSOZO5zh58QTVQX5N0YO9wVxAkTRcu/iCMsiPT2VCQGD3DKqB/N4xeSe9P4ggPzqj6j3jZggunc5xu5IIJoLkH1Qpt4cmg4iEHUF+dCrLh0oquNPGQH5Um+eSZD5YCOQnVUpvJAtw4qSihIvB+jbEPID8qO49/xV0YprZnnxzCV5BkGnkCs7HMvF/4PpykKHso7KPyGMhPTjkxAiCgT+IIL9V2x4MRKm7G+hZlD2tBhk2PkSQ3zomOxJZC65BhhPYjdnq/fXgejBkZ4A75TkP2QhuQGm/E6A+ZSTmKTujYD9ptwVSGEgHgBwOjmDX9DNXQsy3FGWeyN6wt24FZSQ/SH5A7p7VDQqDvTuIID+slXzb0Jan/X4nCCPzFHotod04yEB+eFLhXaMshFjvk0F+eDar9qXu0R4EvoSbH3HkDVWEyJRLM/gJ3LUyROKCHLeETs9jISneCe3KcLkxP0oJduVQfYjMnspEI8EuHEKQ2ZOK4UQMMZDZ09QNdaa7toRaQuT7ysEVEjVkJJpMw3jhwru5LqflTced1EWuL4Qgsxfy3JsiI5LiNAx8EqVlGgwxkJ9UdwQmRxJUS0N7LZw6qfCHGoIP+YlF4caVnk7AyWM+abt4EqrodI7j01Qoha+WceoxHxLbxDby/VNZTk8XQgjyw3J2p8XQIryBNt9dCi2F/Fa/tf7j+o8TAN9Hvo/IpbaCgdCXQ1sfmQPw1hzf1ishhHUwF2SuOjv++WpoNUTmTir8WKyF9AGpFc4z1kOhNgYydyLjtXUjhCD3y9krbYZkoHyaG31kK7QVqh9EkB8pS7IdItMnFfEfdkKD8AExOpQ1AO7CczKKl7JwBmSunEXwrQhnwzdkFC2XlLACxDQ8EipGKka8Q1pYvLR4aUEBEmxU3cpfGa4Mr19SYrU9H9sfMcBdJml0uUi2N/CasBJk9kTGeXR9eOeSjIoPKz5seQ9BLrlyXEdlyYnWcOhS6FICQKJvqzjaEMNi2Nvmbdv6cOvDxfcW35vv2CvIpQ5UUl6FUQXZMvDB9HFTWtnUEiZX32Zq7dFIyOqXXR54wmttMtZ1wBTbSpBLjknlXghmjW9HSQzu6w0jyKcnFY7DffD7mKzQHAwzkE+ro5InEzbTAdlbATJdl5gcU0b1gSShcAa+97NR/2H9h5UeGamPUx9D/TBvD5TB9wLTSbvsgF51dZgOSolwy1DLUBJQ4anwrF4ygp2LOxdXPl75ODWUGlpsy8V243bjQls26r9d/222aUAcKoCPxI/8QwyDFGhU2Plo56OVNi0kxGyQsbp89+zJcM1IzYj1w2xstMko/U3DSu5UWAZpzldyz4cR5AJVci+EMyC1WkruRbjWIP+wfNvCyW4llsIZkFqF5nsZfuZqvlfChJc136thBOHTmu+1MBFkzfd6uBCIkNZ8b4S1AE+TNN+b4U34la353sIHSprv7bAM4sgw4J2wFgifpfneDSMIr9R8l0UQRMhovisiCDiT5mOVEQTh8zTfNXAyrfmujzCQ2nzNtxXO5mm+xQgDaaKa75aIDGujEpAzV/PtiTCQcofsLVtqO2h0QW50b4SBVDfKrQeX7enrvkghkOozfimCEObkeTnrYOQ1Xm0AUUgO1qFleVuaU/gjr3FQUG5JxsVgi6OLo6TcrGI9FCFX0or1RCQX5EpGsZ6MkOaCivVUJBUhdbzkx17SzSocMc4DkztO3dvTKUmE2Grz1O6LkKZKGW9sKYIgLkuuAn45IoPwNoVTLcpfZCJciewvCK+qmV+NmAOxVXVERhLy3HctsganmtHlHM6nZQEBXyX9JuuQwpLrT38jQs6eyGjSNyMMULF5Cv6tyBYMRfkK/m1IbZPjd0sPTffhHXjhU1mK/91ILkhHWvFfFi2Lko6M4r8iiiC2s3TeLi3X6RxhM2DlcyqjhK/NMwzURBngdfIMA/VwNq0TopOqDtQey5EurFFrlJytjuGKnRjG9qAKgigD0ouGBaElStq0LQieKKnVtCB4o+RMvgXBB2fzLAiD0cEoceRaEPzRDMh3GmTNJNSTW66nUFQNxCFke/2HLA45SyKaAXFkWRySUXJOoRRJRfVBHHkWh3k42ZXlxBFL7cF1sLn0uxBdgKrQMkwsRklzrmFiCc/lGCaW4VyeYWIFaKGAYWI1iiC9+YaJtSjpzjVMrEdlkN5cw8RGdANyqBsmNqObeLccw8RWNBekV8MwsR0lH+sZJnaiO0Aa+YaJXThr0DBRdr3sOgmmDRMV+EMmiMrrCHIp3zBRc518x5Rhov46iWYME1bIbtAwIV4ntdmGiZbrSpAzuoYJz3Xyr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</script><script 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</script><script 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</script><script 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pecL2Xgk9DweUvFpwnwaVLwufZ96XZCvJ2QtvAA4mZev3kh4OO4LgBwzdeF5qwemtAwmlAxWgdjaJ0yhm5/X1o6Ji4dk7byAOIWXr9lIWDkui64kOZyETJ39WkY/VDFyAx9ZFb6aOVlyTkmOsekJh5A3Mrrty4EjPzXBQBu4LowkNVH0xpG11WMXuPt9td4hlHVZal1TGwdk7bxAGITr29aCBgNXhcAuPh1IZ6FUYFZxehtbRzlwzhS9sNeH5YunRcvnZeaeQCxhde3LASMhq4LAFzBP/IAGRiVaRi9o2L0SKHd/kghw+jc69KtcfHWuLSdBxB38PodCwGjkesCAJe4LiSy+qhSw+hdFaPHgOoeU6hu6WXJOiZax6RP8wDiTl6/cyFgNHFdAOCmrgtTWRg5NIzeUzHaucZu37mGYXTpOelsSDwbknbyAOKnef2nH64wtfTy0sv1P6j/gYKEdcw6duyNY29kPs4deUZhavq6AFDwNkIZBa7ybQHg4muOtwXX/8k3v53ZOM1a47yvNs6OFXb7jhWK8DEsjb8qjr8qdfAAYgev71gI3e0CbAA5/9uCPwsjl4bRDRWjzzTZ7Z9pUgi4VzoeFo+HpV08gPgMr39mIWA08LYAwMk/l3+eueVew+emis/3Ftnt31ukMM3vS3cS4p2E5OIBxN28fvdCwGfwbQGAi78txLN6aEDDaFLFaDLPbp9UPvM48ro0Oi6Ojkt7eADRxetdCwGjobcFAG7kbWEkC6NBDaMfqRhVg/BRrQgft74vFY2JRWNSFw8g7uH1exYCRom3BQBu4m1hIgujuIbRj7WJzQwTm1kR4f2S86DoPCg9ywOIX+D1X1gIGE29LQBw028L01kYDWkY/bOKkfcRu937CMPIelnqHBM7x6Q/5AHEL/L6Ly4EjAreEQC4sncEgEw1S8PoJypGf73Mbv/rZQrvDkitB8XWg9KXeADxy7z+ywsBo8p3BADO8Y7gyMIooWH0UxWjrwCv+4rC64TvSysT4sqE9FUeQPw6r//6QsCo+R0BgHO9I7iyMJrQMJpSMRI+arcLiiXn+OvS9XHx+rj0n3kA8b/w+v+yEDDyvyMAcAPvCANZGE1pGP1MxehF4HUvKrxusJCTHEs5Ef5L3+ABxD/j9X+2EJAafEcA4OLvCPEspKY1pG6pSP2iwG7/hWKDGR2VLl0RL12RXuYBxG/w+m98GIzmWrhllU+1n6UY2pJGtswIGcu3Q+8IACMUuMQ7AkDlJD+RhXeBRcX75yreuSDt5yrSfkERJyX0nAj/pSEeQHyZ17+8EDpz6h0BgJt+R5jOQqpMQ+pfVKT6gC/2KXzx6GVpeEwcHpNe4QHEV3n9qwsBo4J3BQCu7F0BIFMp0zD6hYoRD+TJK+Q5PipduyJeuyJd4AHEb/L6by4EjCrfFQA4x7uCIwsjh4bRf1cx6jfY7f0GxcJ9Wbo4Jl4ck77FA4jf4vXfWggYNb8rAHCudwVXFkbNGkb/qmL0yyK7/ZfKx9jOYanovFh0XrrIA4gXef3FhYCR/10BgBt4VxjIwsilYfT/aKaAUrv9sVLFpBaQeg+KvQelv+QBxG/z+m8vBIwG3xUAuPi7QjwLI7+G0f9QMXIDRm4Vo+9LzoToTEh/zQOIV3j9lYWA0dC7AgA38q4wkoXRgIbRbRWjf91ot//rRsU0/Yp09lXx7KvSGA8gLhf0y4UFgFHiXQGAm3hXmMjCaFDD6JcqRh8ptNs/opjUbo1KRQmxKCE9KgCIKwT9ioWA0dS7AgA3/a4wnYVRXMPo/1Uxyid2ez5RuPcr0vFXxeOvSgYBQJQEvbQQMCp4TwDgyt4TADJ1KQ2jX6kY/VWx3f5XxcqK6/elqoRYlZAeEwDERwX9ox8Go7uLS+OvjL+iIHD81eOvpnpnjpAhLlW+JwA4KHDN7wkABZd4VxbeIxrev1bxPrrUbj+6VLEtfV+yJkRrQpIEANEg6A0LG2//ewLAAAVu8D0BYGozH8/CO6Hh/T9VvEuAb5YofHNyVBISopCQKgQAsULQVywECh56TwDgRt4TRrIwmtAwmlYxagOJqk2RqJb7pdY+sbVPelwAEFcK+pULAaPEewIAN/GeMJGF0ZSG0W9UjDjAiFMwWumXOvvEzj7pCQFAfFzQP74QMJoCigOMpv+jAJCplGkY3VExam+x29tblJkgIMlhUQ5LqwQAsVLQVy4EjKbfEwC4gvcFgEx1y6pi9G8qRjdhJripzASdr0vHxsVj41KVACCuEfRrFgJGZe8LAFzl+0JlFkZlGkYfqBg9+gm7/dFPKAvJz0lFfWJRn7RWABDXCvq1CwEjx/sCANf8vtCchVGlglEjp8tRUfrVIrv9V4oR6uioJF8R5StStQAgGgW9cSGg5HpfAOD87wv+LJQcGko5GkrD6+324fXKUnJAih0UYwclswAgmgW9eSGgNPC+AMANvi8MZqHUrKHEaSitBiV/taLkdw1LVefFqvOSVQAQrYLeuhBQir8vAHBD7wtDWSi5NJRyNZRsoBPbFJ24/nUpNi7GxqVaAUB0CHrHQkBp5H0BgEu8LySyUPJrKPEaSlvb7PatbUovBaRzB8VzB6V6AUDcKui3LgSUJt4XALip94WpLJQGNJSEJHuAefZXyjw7fFm6NiZeG5MaBADRKeidD1cG7Ap0qZbAcwfPHUz1zhwhQwacfl8AKLiBwJXdEAAqbwiOG1l6mYZ4nob4v3zSbv+XTyqT1wfS2Q/Esx9I2wQAcZug37YQ+rL5hgDAuW4IriyU4hpKJDniHoMR95hihRqWus6LXeelFgFAfErQP7UQUPLfEAC4gRvCQBZKQxpKizSUFoH6vEhRn89elkbHxNEx6RkBQHQJetdCQGnwhgDAxW8I8SyURjSUPqKh9IZgt7+hrDjIw5L1vGg9L3UJAGKXoO9aCCgN3RAAuJEbwkgWSgkNpXwNpWZgIs0KEzkbkG4dFG8dlPYKAOJeQb93IaCUuCEAcBM3hIkslCY0lAo0lP4TEN5/UgivNyBdPChePCi5BQCxW9B3LwSUpm4IANz0DWE6C6UpDaVCDSU/SIJ+RRKMDUvO86LzvOQVAESvoPcuBJQKbgoAXNlNASBTpdJQKtJQ+vpiu/3rixlKEyWc1FzGifBf2i8AiAcE/YGFgFXlTQGAc9wUHFlYFdSoWBVrWP0bCIP/pgiDR4al1vNi63nJJwCIfYK+byGg1HxTAOBcNwVXFkplGkofTQ6nEhhOymcZR4elzvNi53kpLACIYUEfXggo+W8KANzATWEgC6VKDaUSDaW6JXZ73RJFn39dqn9DrH9DigoAYlTQRxcCSoM3BQAuflOIZ6Hk0FBarKF0K99uv6XuaP2O5Pyu6Pyu1C8AiIcE/aGFgNLQTQGAG7kpjGSh1KyhVJokvFIgPNXWNyyNnhdHz0uHBQDxsKA/vBBQStwUALiJm8JEFkouDaVHNJTa9HZ7m14xUlikOxbxjkUaEADEFwX9iwsBpambAgA3fVOYzkLJr6G0REPpS9BLX1J6Sf6BdPEN8eIb0n8QAMSXBP1LCwGlgkkBgCubFAAyFSsNpaUaSr8kdvsvFePY5OuS9Q3R+ob0BwKA+AVB/4WFgFLlpADAOSYFRxZKgxpKeg2lykfs9kplz9nKXulcWDwXlv5QABD/SND/0UJAqXlSAOBck4IrC6W4htLHNJT2ARPfpzDxql5pOCwOh6VBAUD8Y0H/xwsBJf+kAMANTAoDWSgNaSgt01A6v9xuP79cUWx/IJ17Qzz3hvRFAUD8uqD/+kJAaXBSAODik0I8C6URDaWPayh1t9nt3YrdZfR1qegNsegN6T8LAOKIoB9ZCCgNTQoA3MikMJKFUkJDSUyiBPpFt6JfjL8uLX1DXPqGdEkAEP9G0P/NQkApMSkAcBOTwkQWShMaSmVJxbYRFNtGhfBGpaVXxKVXpO8IAOLbgv5titK9nEQ+D3TwRHB63jf7ST4mbctNeQBc12e6PpOpT7hUFMo1FG7k2e03lL3craNS0RWx6Ir0rgAgvivo3/3doOBvygPg5K/IX8lUHvaoKCzXUNhVbbfvqlYk7VekqlfFqlel9wUA8UeC/ke/GxQGmvIAuM6/6Mz8grRMQ2GFhkLvR+z23o8ouveoZL0iWq9I/ywAiD8R9D/53aAw2JQHwFX+Aw+QqR5oSDyqIVH7Lbu99lvsVJzxPdL4HhF+pwQAcUrQTwl4Lv8xU/FxUxoSKz2tnmMmQGLSU+Q9blpMa15acIAeyf+XIjzNdWjRMdOxxvE93HFT0b7kHwg00afj+GfgiADQ43kuYojIgf0GmR4rlHJ8HkXWKPHnTOdM3FnTWVO5EU8krK0zduY07MuBqhg7c+GXP76viD+7ryg/j/vFplBvbyi4rT152g07UWGtmrsvYohFZK/B6wvLnmjgMLtnh2brezBXAeEZPdbautrfzHkIT6t2IAWebeEOGpybWje2e8K+vqhSZaUfDWo/1uTbw4pGlHOvx0UkD+7pDtHz1KU9s7wQp58mK1ZIK5CybzUWu37KZ5B2195bjZS05Ri8NDbm/h/1v/4YI+5S8NzN3D7aONp4Cxw39Pd5AJAFQPrDrUbmOPashDKD+/Hv5DCD+4ST14BbRq8dMBc8QxisbMyNfzYH4Ncf+/XHePxBV5qvwynwnVylZR+boWU/cv8tq543Le2b7Y1Y+czvRdsmOKIBV7CZ12B+7So94HZVrgCYoV2VN2Lz70e7+iO8BtzI87wG82vXTzxYTtDri3hm5ATKC9H/+9Gq008QDbgpJ6/B/Fq1YoZWfez+W7WP3RxICTYwx0tx8PejdQffytWAc5wRNJhf6658sK0bkaNRX/DAzK2b8lIc+v1o3aG3cjXghpy8BvNr3cdnaN17PkoqpQFB0vFFoj4Pbd/onK/FxO9HC1e+lasB53grV4P5tfATM7Twxz9MC6s3wUg9s78Tp34/2nbgn3I14Ab/KVeD+bXtqgfbtjF6rcrMbZt8Jxbs/r1o24q1aqXLdhMG3DJ222TlbsJgfs38yQcrjoH2FJ5ZHFPfiM2/H03sCvMacFN3eA3m166rtXY12cMm1q4bSUa79vqCvipPJFIlPx8Nuz3Rqr5A7IAvuM4LjHQda27WyGmpMIHSFzQi6MgQ68knw/C2XY66jF1r0RtxmbrWQqvDc2YOfaFIdOZcMmNG3LNFm/Uo0gjkLH32LhFEf5IKlj9bPH4+w7oge5Y/S60LK73j541m8mNGANKPaf9zS4LLn90+fl4/ft60/NmG8fOrh714IahlbVolQNfjnatyf8wf25f7Y11mD1VqJpBNOXb7phxmAlneJZV9ghPx/8fFj694RHwEDSDCs8UTj3HF6Ucadu69+KzwLCXV65GBxziIAdT6C/2/bt3fzewhjqU5peDncr8Fj9vucpQwu/rinAsdXnyRdMImYVNRAJ0V3Ch1sWdizzifdj693LXcJUA1Wp9pfebO03eepmcQs3svjlF3Mc21vtr6audBdEfAWcPobp2/dX7iXB7AtIEDmKCoxCWEBIWHk2kSJYb02RhzDMFLFy5dmDfSydJZ/az9imN1uXDrwn3Ub1i7YHE45arF1KfZfJn/Z7zoY4Z/e9i5lckj9NG4tFPeP7ibzA26wrWzJI3vJvFZEsVVYI8weFLSDe0mswHHjpq2WiqMtezuD1OFyVRrN5mqzOaBHwkVphojHq5pqXXlCAZrrd1oqzLVGaw2u8laZa4pN9fR1AMf5Sss1mq7qbbKbAMfpDFVWcwFL+dVGE0QjLcxg8/I8o3/SJj+n9zIbpLYTSZ2EyhmajeBuM0u4nKRuE4Y2JPr+HkuHiHO6vEL8JuZ/6Kv3GI3WqpMVohRrlSUec2WKijZqevQ6f7s5YalHTl4Zja7pIS8kMMAbylJum9v+PaG8tPlp4PLcgBG2hD2d+/vfsmcAzC6BsHofHnXy/APM9SyuVuiYo5bk9IBuMTkIvk85x/jhe58gfKsNRrPeoqz25/iGM8SulQ1XbkWKNqzye3pkakg7iLiSnHlikfFR5GR3ekqdrycl8bI2B3Md7q0W5ghAr2I2b+I2aPNjlLwMiY219FL57rOdRWBuwOOG/yjPIACHQcAGQLMFHS3JDMOojVrkyhOuEgqcHf+Y4XJDN1qrbJYbn3ZAIRosVVZa8ELNGs2VlmqeX2uPvdnR3921L/IvyjtIc1U/ukHcwAsimQ2pfOqtM47brXbjysn0Y83Sol/zBPxf5fYteJp8en77aevfj7ZT2vmWkOAKWW8K+mu7aYucC1QRDtjspE52inI3619SVcVRucExzoKYPof8zRQ+u3+UmEV5l0xzOzei0i9THc2Xn7tblx7+loeQMGbmcDCNSh7c1bgHAO5lW/m3f5jx5t5zW/mud7M87+Z52jlpoO5A2/mDYKfvl/6SvzNvKE386p+NvJmXuLNvIk38458eerNPGBYus9xnTrkRx0vJN37P0WH9Pyzo//Wl6MBUrfRmU/TzDd+MQ8DYcKIHIj9BZF4J1FIea1Gyp4iu91TxEi5qEuCVhfx/7PisyueEZ+5X1L+2dEkKa+9q9yE7pLnkidJObEAdeaYuRfcscZjjGaYGIPurPesN0k7lw6iO2o+aj4Crmhf0T6FXO45QbLguSqE72iFkvnMlT++S6HfdNliJjq+u9zRkn5Itox3G1TuIRroCpckXzhSXswIukJDZmbNe4iDQvlaFuDaQ7iVNw0wnxvrQAowmE12k6XKXDf8rQqjrcZurIHp3v96boURZnB4MNX4q3hDDQgPIF9UG2pNmMxqNNTWocBgsQxW5K286d9DBvaQ4W8N7iFDH/AgLNRq+cT3kJVHDSYlPQyYVbqXG5TZHV1yELwWfC3YsA/XDOkwaXzxFx9Pf0lHQyFnadmxsdHZuNfZumNbU3vLft/z2+nyX9DrDnvp5RDre9x4Yjz1t4DOtMoXCXWE6OPncIWvX+4IdQZ9+32y1/l8VAYd2vuUOpGtjwVRWcJVRZogv5ib3kMKukhZF6nsIusz0ju6SHMXyV+Udbn0fd+9YsJ738x1t9z+P82beCVPGejrkh9t8Ha7jWcDvXO35BwXAfaKe1fsFnfjMB/vKrb2ZY3ykU9w4+owH6ngrH10mHe8wPSjrs/mlIKfjfP8OcY5DqH6Teg4HB53rqBL9WKEY1fR0dDxq+hSuL06Ej7H6FS56aMXWtt9QF7XCq0HDdXiC/oHuogG3IgOiKrGYrdaq2pqpif5CrPZarfUgEABvjrm45FM8nagMzaW40OKHJHPnc7un/u+16YGF4/NQOIX93W5j7g1qbA6R73i5o/L7fY/Llc6qUG6HRKd/eI+cd8K4MfaXYw9T+RDi4PXMi/OqrrBQg7g7NNnn1Z746j/qP/sxrMbL75+8fWuXnQpDFN1jqUcwLQeQe2w8b7xvuHx4fE74K6H0d1/QlYtrEqyGulVRarA9+eunruaUlWWP+aYzC2zTEpHEGPy6uTVlDIz+ezsml82Bc74b9Xade3u/TISYKKLdDAi9dDdCtqLiS6yNTt0qotMqJBIgTVrk1lOdxEGEykwRUF75OI9wiqjzW6pNldZjMbB60D5Fpu9trqq1tb8HX5VHTBg4MDAYuN/A6+sFvZqjbEWWawZXhghh4JnyVBAWIVhoBcaTXXLUNczW0FTNNJRZB7aIVSYUSyHsWOBUsqeJTRDmBfwxqkaKKuSBjmeJc3PEmOjLu9HuUm2rbrnvvncN9WB9/lrn79mbPzgf/sgVw3NT47AYu7ivqXuLvfQT0CLWtr9T/n3d/nRh7wx5YFc+uj2Jbtdu+dxzd2vMUq7NWq2NJhfZF0sHMD7TtZ1sr9Zpcx0yz3joWjazRcexjVtf0p+uoRe04YeeiPKcOxX92igxqC+WPAwslII5Zz9HbO9SDxLcve5EZ51AeDFJ8BLhmPIGJz9pTPcagKvk9scIRa716RwxojDsbSozn5jp+NeL0EZjkEuzn5nP/tJPmoi31bGQFKRm3gWxK/XDGzk1cx27ckMN7nd72xVi7qvuZrjdPqX7lt/ttLtUnZTrpBHZzqjJo5M5NjtE4rN9vgeqW+uESiW7SVit9i9Yo+4B0WVqsvFrWPFM/Rk1eVk77SOsX5kksr/qMedbVROkeYxa6Ilt7MBXdXlqsvHGo41nHv93OujvaPJGRKNqbepax1rHbtz8M7BW+O3xmORWGQ+UTBbNUskgOEYhuB9OFpBmEaNj+Th7McQvC1Hy+Xu89hMs5Y3VdZPa+vKvaAKrJn5nWMvYVCZDo4s4C4dwptzUJKvHhrNxfv8jLYqswn8q4xm0BVMNVWW6un3eJSIjNVVJotriL90qHkvmXiPrzBZYCbBi/AgumsvgV//XoIKc883OHX2QPNezxPoTn48BwB3SdrSq4v78PeSB2oIqqtW5DWTJq89mmu3P5rLqLirQSp7FLTnlZwoi/IKoFdNYvuqQZHYts9bYkMKvNWA7sjokVHhaXTnRs+NXgJ3DRwKR+iqNqFb/v3l3x/9Drrll5dftoLLEMiQFJ1X0HWCq38V3bErx64Mg5sEx0QmBrevoKtP1CdWfhdd/Vj9WCe4h5FlsuJYaaz8kavUzYk0vj03OgPSyRIwdyzl0lV0d68hxjg2Uw1nHltzjbm51hjmu5LAcRZllPrWobwwspdkwKrky8Re8iEhI+/UQK75/TwD3rYF0p2p3Ig6jNkMWpXNbquBIQHKv8Vuq62qM5bT2z/NZpw5rLhAUPBZwVALLy1VNhtbcjBXw/CusVtrYQarMMNAt9RVWc2JAcFgstgtJhAfIU0FiKN4S7nFvMZotIIgakVBlEayskjgH9pH4HdgHyk3VtOMDTV1rIqrakHDMluqgNMYbEq1WVRIA7hM7CVTe8n0XlKwj0Bpjn2kbB+p3IeSavUL330xXUxFRvPuNXRn/hIdCqjoOjejA6H1yRd+9WL6qxTZNY9TpNaHIlhVmHPOcZ9RLpsDHxWtCio437/vVWok+LXKtm9cJeaA4X5lvhEL3CRX3o/Q7QZA4XD5ZWgzrn4M3mYJh8djy1WJoqq/fmxmwRAjYRbJeJDVLGLhXJvqIQ8GtKIUUn0zvE1VTLeuzUK4zE0AuCGBNxjZ4KhDT60VBuss8mOVj+OGnsxTxTWzJq71gbjWp4hrt11Sb0wE8Im+FV7RiyLZra7is2ezRLKLF251aR9KnD3LPpXY/4wik+VU5KzAByaWtc3RNJcaLzVmTo6qO9JwpKHIX+S3DqPD+3xbX2fuVhc6axDdwPs8wLEPjn3QtQcd1xnqzJrNVNd1petKfV99351X0eGFwEfHmTtL/x2Joht5nwe4/cHtD45eQPcwsmTVZqgxRBBVFcGjV49eTaKOyM0LdVYKqwkrF2um1mf06ujVZE1pXeZT08wlmMzJcKaJc+YU8zC3pP9rSZFnI6BftwXch5vdRIMNmS9dbgLwdLoJXX3pd5NUYFmk+gFWrdWiD6RH18ClAksxkA5c/AZvqMWbJauM1Ykf47K32V5TZbQYjCYb9Yy+aLBa6Up3XXmNhQb5X88ttxqpN/6L3HKbzQ6znMlgrIapuMpYA3mwpJB3eU21mmTCTaCAuJsMuUmBXyg3m9UcptxkGsK6ydB/ByEdJHaandlWS2s1+uIIpHQTyG2QpqzsJonnhPJaJZ4RWAlmZHQKOl3byy89d+5l7tAf5ABkTqCqSzyfA4AXWsOoZ/C1VeiMzpfpP8wi4xVdxWo8IEebIrtAQg9hk/uCB+ii1kA3Lm5N7clb6lYEc4vGr/qJ3d5PGL9q3S35DZyI/58Tn1txQDyAHOvo1eLRqzPZu49eTdq7R68aG8t+GWT86uIBTYcsn4ccj4zp3CvnXkGWdDxwPHDp8qUUqRz4gfyqTDnBJLqxybG5X2JWmA0OevRjdlq2GBtj4uClfkihpZzLrpk1zC6k7kPB7cB+vEEbJvjGw0F3r8+zKRQIhVtgjpaDcniwG/TFnfOOHu8mgymgK51/0qFuEqcwRIFb/i1DrQ2Hh8XKJEBbjcFiZgHwzmpUvSPdICLi0oitzmBSQhPdZKKbTHeTAg9qluf+NF8l1ySJLk5bBXjmwSiRWNEaEwiFf1V0f2ZMbXvQTjni+4y8ozsih/upUXC2m6qzIj4ocyb97GndgXAo1pcsbQs+boI3dLC2uA8DOlDmDAZL1QzO+h0EynkaQ7WimoJ9seim5M3ukZnLUdJryaDFo24fUNRW2XegZ5bKZS0v0b9YQ6FbFzAKdMKABuqV26OHA/IsluS0CA/MipzRHk3BAGDTEIp2hEKBqK9vbvvwIbl7Y1/fuqfonzlt0GnxtdZjCTeH3b1ySsvNYFVWvjecI4b6eZfCuq3JzTWC3X5cUCyDu9WNyNktKjZ7iBgQAyv2i/uRoR8ZLm49P5NV8MhwilXwfIpVsHh0a/E8pM/spbRsSfTI8JHhpb3Zbvj14ddbv8bcpGvS1bq7dfcMa2XZQmPr+dbzx8PZ7vb47fGus8x1RjojMKsBPIws54PSPaE9n/LvsY6Z24FSt1NkSp/zifOYTmhbsuHT85c996ULkUkCdXnI3KArrchO5b9bqmzwU5gh/8IVGZkPeAh37M8NNmqOtZiX4eXmtloDCHQmC+iGFaZaC5pmrcYKc7VZ81noTs4a8NnUMNyjycJMWjyTFs9kpflVT37TYGMTbu3w31UYlSm5tsKoTNy1FTZLHVqJLcZjfz7oIXEPGfKQEQ9JeMiEh0x5yLSHFHhJmZdUesnkNx1eMvx3zV7i8hK/lyx/a5XRBBM7RWX0vxpA9jWBtxYtxTrdn6I42Za97JgtmD7z3DPPgWAHoEqhmDIZWpzHeRW7yaZYGJl1BzZoG0z8vZEWEEzbwqE+ORw9vFV+nkosG/rdAR9+2qEG5OdxcS8Z8pIRL8nXKeyuRjMhm/LtdlM+Y3dLG6Sl3xWvXRV7xd4VITGkGZDzfqYYkJfchU+pGjFKhlWvV73OqQwAZUqUCOVxeXzmQDUJCphacvUtCpZazLsKkn+QtgCenHuTs3XCSxg8vXbG9xPqewZc4udCwTdym5fm4e7jmipT9bHXyi211Ke9mvJSaS5f7V4mzC1OMcgVcrjvghrlvr7oQywke5IVbXUHQTSYQQKbPeIDk8BY825SRIEHIUAdezimSj4k/FeergGjhxoqj1+98x3u2tXj36U/ub1RhFAQAI1yQIFXQfm6drV0fgpa4UyxjqfFuwYxHb8M3tNK7XHM4xokZT/JR43iv6jxf61dnXQdKqVhy2TCFeRxqKeYqkymWUxvU7V5D2qxin5IVqsa8Wopq7nTvbZmtT28etcHymrVbu3T8EhEBjqJHIy5w/LaSP8BsVkmYkSMrADh6r405eKX/754HpvCkE91PY2OQ0Z0/AK6VC9yIiUC8h8lNNtGpHx2kYWISyZtM4X7ZQLAOT7DoxGlrspkbr7C08UCmLdshjoL3X9eJzAGUi0pYOzM1fx6ZMsKL7dpvPz4x0F0/bjyIVKD1PuqePuCGBNjK74kfknj5We/rPDyuxkRUi2cqPHLl+XL48Pjw1yqUKfaCo6NHRs7d/7c+blfpmajGhK0bFNjqoYELeU9GREsa1XFbpdPPjQk0x1R6RofvhiRyb70rVLJdwmZDKXACIUEBW6qLK/CZLbSc11qKgXeUGPBlaSaarY8BeKIEcQWavDu/VtDXbXdgoGQakImEH1KJtMyKdiPs0Xby/mp0kD2lFHBNf993g9K72+ySF+Q2NEX9fWCMu6lyjGy64wp427RH/DEsbHfHXXPNm0ocbb49itf5M0ZDYSg/b6A3NYTioZmm4dw+1NfWO71xXrxbz90cgQS0oDNsjtKF+9psIbw7NOZopKjeQh036bg/rvE16a/pMFhU6j/bpOmagDYGYoFvfOolRp/rqj4IfhhqAb8YoxON4okusBPcrMNYVR83OwLRGe38Mwe/WEZHO6pAecndeieP5JL6x8KeyNNwfYe4NNeGFT97sgclq1Zoj/gQbJTZkYLWtn7p7Fhd+WPc3Uv/PdHm4LQPRGZ5jkP890s0R+GEU+z3c091FP6DhCMzGVEUlI0hjwxlGjmjuXs7Za9XtmbYmy7e2RtGH1oDtYqe33uuaMo3Tqf3O5q1syKN492TPk2lKZqo78qVcxi/wzI+6OM927qcc9Wm/RIyFTvGnFzKBzrbXMH5dkqTaNGZHfY07MOmBIaomMBavG7W2xcx55/bNpx84rOzo9Z1654Ugj5ntIprT9bYQoz2EiH7NzEnMk3Ump0F2tuRkKaZBNIJgdmHw4zpmEkdC8p7q1iMPjuqYj5WrMfyJykpJpXUdrYU3r0LqMuM1W7JxwKBLbi47xWHDYGfb3Qnd55zDozLFLcPfKcglqG7KNMgPdRpXsVm9ohPBIK320OyEwVnQeFzUcyC+OCEJJsO+Usc8ZSBN4542hUqeame8Faoc4zs0346vsHLesrvdcESspmyGvuRlMTxby+2RrrHnSIfy/z/zyUnHsQGjOiot3H55lHAo1SMgfknNN1UmpWJnhnMDpry6VOrxh/7i6ZeZZ0en3RuQdJerqnQPDsc/cBO549xT2okHebpB+QMopEg9aKVA2HUhKuCszN6tMEhPbYgQNyBDpzzvGkpKQdThWDVM7sm5XClWRbZdxf2eYLBufJYO9bx94Yjbo9PZjGc7dKfcgp3EflBUX6W9fgjij++0qeIknObzLB8ubiQBnRU8Q7J7Xdzi/ZFrbYPo+YTcH+kM8zz8gtIc88iOZBSAEqh5MDgHMorD4/hNmddobyMfCHlweU8zyBBcoeP9vIMvtk30uXd2h8ttIDjDM4u3Y0SyKqg8+ZJHlM47p2zbtT9kCUuQc1sztRGp+LZlPMUwoDnDNiik5KU6RzvUypmZbeKkfdXuByEG/UrXuhKLejJ9bbHXT7ZvgiU8sgNc4DFo3mJ3jMzUQdP87Fff5y9/BDWkD7wrKP5tAFNPTQBbTRC6/9O97o78laEEjbyn/7wt/ce5L4fpIb+xOELx0DYOuMoxe40au3L3yYdcbRC6nxbl+YeZ2xZK4zDy+kO6hsussOuHuSzD0vKas03rWzNdPQfpINXLkRPwO31Brq2Ld5JscGrgL8dbYqo7HGUGdjoeiprauqs7FPeDCowmiyMN8sy55/9OC+WDWa2QdIHKf7k2ITPTPeqC6C1mlrdIvL7fbFyhELRQ1SmY4THfD/kHhoRUSMaKt0P31OWaWruOvOMDz7ruCjHAPc7YtbcrvgXye4W0/fUs/0w4PtHB/nGNC9vWOTY5cilyLjZ8fPugycS9vHNZ+YWolpxWPRWcVrWaXlS/cIZ+c7nzPxZtyc783YTw9d5umhm2WaDxAAXaEh84WLvlBfr5k5tf8AYdCcAi4KXOzFilq70WqqMtZUl5tqcEO6eeDnufi9mrG6ymiLvThwgAweIAX5XIXRWm2vsVTVmuBhCEL5/4+9t4GL6joTxmcuzD0GhCgNNB3QTmah64pjuHPnm9CtCmktMbEqjXWkyQgTxZlhcGAwhqAmkW0sIV8b8kVoElveTSVoktZ+vMR/0+4SY0bUtqGJmZBt97e226Xubruv77vvUtb3ec65d+bOJwOOpt1/eZ4Zztx7Pp/zfc7zkatDNQgQVnT/sEykbO3m4bdzdEaqFM9oF+o+880XGlSMX4jpgEPO4BGnGvDfliL+/ou//6JQt/ObhxtUzEP8yzwemrluh/vuTf4N27eVed2BNvhPn05tJ9PbCTgvuBYXXgYzikux/E/Gg6J8f0XvDda7AjCotLS5Wjsy3TSti7o3eiFMyv2aIsxGt9tzCyzbU3gNtuBGfTsq4tnYhvN0zNoRReoDXj9sOmFhegv9r1ivKOjl/pw/0HIPMgt72eFdCm+Rl6rO+66BBztS1IL0KstrF7ZqbIC9TCvsEjI7/77L723GG0N5p34z+70OtsSZ7JYjhyH05y0tPtznp1soXuH6VnqNiIhk514yg4Pd+JXg7DuOHW5vG5IfulBT0AstaJV3G9AxnlWesY+52vAkoq4TI1p5JRR0LNrZ7m9dnPvla7+1kC4v0UGXl5UqrgPfSYqA25GBtJ0xk+KKzd/Kwax5Z7qX9TtIzu67EdvbAHG51dgI0XLH2+FtzIILrRF1NzU2SvaIapqPtwsN18JAujCJJ4wi6g+iEhpuBK/ygkto4OCXvOpKp2kaIoogZjiCsT9SexuJXVkhk0siKZw7CENu5iCqRaDqUlEOkypIRYfZYrBYFy82qtTRaaEo6jzAfc5gaMK7fYOrCfd5Bv/uVtWi67a5mjw4Arc2q8q1BmxwuOSHhVRQ9emFhh14iqL6TFFA2m23qz7FY7gVCw2utjavW7VyUTvdkLubVZ8qanfD5NLsCuxR2QqlVFTLF0qvixb6AzhCqJYuNLRgN1HproNomw10C6haVIKs/AZMptOt+lShAcbePRBMm8fyoF0UlMYnVREPSzXV9bxh23aVlmZHR93XaVl3NGyjJ7WqRWXNbA1oaN/havbvVhUVtnS20DzoFhlcrc0Bf0uzatFNd+ElJCuqIdhK89Thb2tpkkpfVp7k4aIF2wOuParreLcbE2qBghuixS+6DtaiclkWXe/FPbeciet4GJxV1xW2dxgwlGqRTurTQPQOF60V3SKZ3qoqqJMdUKhWKd3PL6A+jBJVbpJ+UiosKoJvg7cF419U2BaAmQXysnSRwQ912tKxR7VSrlBdHmYGsxZwt3n3yDktk2Ituw4jkh5WyVVdLr1dKT9YtKADtoiq67Us57RxYY0p2kGknRQVUeJt8wYxGahbIJue26Mq4zHIUh6KqCpb2Nni97o7wLHH7fUCrRatpEdRBtiHtrY3BVq2ueW6/TQtOKz8syhTZRNV8kLfEZEjufdah+Pea9lCv3urfugNLeA+7b6le7R7kK3x4s7CgrZk8iIXd0blRQralPIiawtlvsbvc7OIK8cKLF8uLJk3NIwh9AAMbR7afL7hfMPg2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</script><script 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</script><script 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</script>
|
||
<script>
|
||
setStage('Parsing', () => {
|
||
for (const element of document.querySelectorAll('script')) {
|
||
if(element.dataset.id) {
|
||
jsonExtAPIName.pushChunk(element.dataset.id, element.innerText);
|
||
// cleanup script-tags to free memory
|
||
element.remove();
|
||
}
|
||
}
|
||
|
||
const initFunction = function (data) {
|
||
Statoscope.default(data.map((item) => ({ name: item.id, data: item.data })));
|
||
};
|
||
|
||
jsonExtAPIName.parse()
|
||
.then(items => {
|
||
setStage('Initialization', () => {
|
||
initFunction(items);
|
||
document.querySelector('#loading').remove();
|
||
});
|
||
});
|
||
})
|
||
</script>
|
||
</body>
|
||
</html>
|