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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</script><script 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</script><script 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nZCcppUqlKUIVXAoFmnSTZqlM7p0lEjRYZEwdH4D86Tk3hGLnnRf1vWPZbwQFZJMzdjsC9TfsGMtBLMllSCWVIKfiwa5yEiXbosaqh+eZo6wUjMC1y6RJmoLZgVsQWR1uI3TqdOmYKQAuyL7VGNI5BPK38OvzEaTcHGtHsvRlTuzxVpNsvk5gsi+zjlO0sh4hscoa2MXyHHsjD0RxYPX/Ghr0bf6DlobHRiS7UxaHHUalNsAU+1N25f23LS7HVhGhV+GMGIaeeVXrppxhUIUJX6H9sn6p96LX3MvR4o/P6RsRSjKjHNgY6uFB8nkXGuGtetx3wpB3uf4f5BFckbHEPX7WO9afwy6mm0rz0zpWv1XekbzfjddI6fF2fnfi73L+9iBycFqIvAy8aNI+mfYF8fptqzlvjsEPtwUPuAsG3MN8KlZ6S5ebHfvzP0b5AL7wPxqL3nT8YOwq9xTt6JX6y/4D07+s3GUe8e3HweqG/NrDwnvuAvbnL7bGUfs+O9LDgfxAnSOZzAnMsBuzmfr5Xt2U5Zn9zyckr/sz6lz9z+X5NJf2YyOGj7wIuehOuz3cSiMB6h39b30I+m2dGc3fkBKTexUw3b7/MP9133MYuv9/Cgd+gKTAI+Vc35Zjp5QpIvZR6ek5ph2O38pTC1zLzqYBnLV262y8p8dLBjjXzq+xY1pOHZBylJMz7Fge2vZrOxmBTHj1FAL/YlnDSyR43N5EPyF+O8cw9fMmiGn57hkQn2Uc0exFnGAyzI+D97h7Z++s6NT/KCd8+nO27LfA995icS931n+4TJXu60j6qbqbuHg2N1l0azfiB+Z3U2D5htf87iOe3wVvbpWLZPGXd9ZpM8YVNlFo94hkb6huqgiVXGlPlBk32UGZPHdh5mmb87yPbxZplcm33iF5B0XpfdE2zfJJtGZXQAZWbdyfyAat5BS2AWB7OaC/fM/s1jexmYTTNLt+j6Y4lWt4xP4sfbgWBWB3xTsUCpn1GAeqxc5mdU+0DmhOh8KecaqEf25fyc6kNXYxyZH8i0rw9JiVFulo0Zb+rImLzNe5keQ5Bl7p7AIBp3s0xt3JSYMbFxa6K2czC3J5P2G2b9ZE+GXYdpMzLfjLc/b9t7dG+9V9/Te/XcnKvv5L04LN6Pz959+MTdn2/bffpk3Yd71T35S92zz9B9OfPch1/OvTnN3KMPzH04mdyjz8j9+rXau++eg/YWs3fvHjm7oMjZr0RuzhdycZSQiwuE3JwV5OYQINdj/vd64PQ+z37e60nO+nPk0+ihoYQ1HrMZc2KaF2uqS7nq9FXagsmnv36ITqIvBHGhI0VDxac4YLsRjnPX+Fgg1efC+z2pw1RxzpqZqtvkyKdcfmA4qDphNWuj2N2D/zYkq6OAcjgxJ90ukIzzkKT1TnWWox6+m4ayg8bvkj8oG1WPFQ2kGp9xCb5kqtNMHupZa+k+zTfO3amxMatvMxLPAMrtoexT4wdp2afGyV/2qbM/lIgmZ/tT1FGV27FAKEzTe985yO8UU3wUkW5UfFnntuT6WYJxvrVHxTxblTzbzfPZO8fNba9Z9j6KcvYGlJMfmbSuB17UElr2y/1f5SLaAS1VG1NnKIP5anPWh+JnPPE960PH051xrW5zGsGTpVx4lPdo4s1L6lpZYnyQNgPuptUOLiXjlRZKBe8PBy6llKxxKQ56h0uMdsj1n7PoWy7NC6LfPshSxPc6+XSn6VrfELSha+jTvsDwkLrSbFYgs3T7Kll3ENWi5AGgxfuZUDHhI9l8iJv7cdVZHq68pw9yMx+zm+XZuTkcInvwR7Me5KmoVK/ABZ20J2Xt4dDPAz+b85t34Oa+vrXOSYvci8qZ0zNmn+RkngL7ApfxLJyhlJ7f458buzZ8zqs/3Y5XLmjRwTTsJWMGbQN9IyO4CTzNSM3189xcF8FyW4jJKfXPymGNuaXOdLSj4Sl951Pv8OiYmZOSZPU/6+9x9nh0I2M2MYaQMekejmzMPO/K/njE3GdoOW+JS1jMyvqh7/smuoe9gVyeOqsGsk0ev1yVw5rTC95U/qWdU/czdeRcrqfHaezDOzIyONE4PAra7vBZmEKMeQf7rtOxfq5vPC03iWUVv/lxHzsX6DciOT6TdNheLg+/h8edtfp6QOFN6fw40XaiEk5zN+T0afwMeD8Wl6/67Le9HMqW41lpiQuVWT6Vy1lYcZt06ZtAYrb3Bv3d8U6ossihOQjyz8SvXZKJKksv6mltqAfqNDNHv5G5Ok7cq2XrS9mY8eK+AP8qXCee846OpfRjl7XLw7TeCrP33Zfe5162XvV8ad3l4a73wOAwzHN8b7c20b8Jd3F3x7BNPRxe1Z31oyrjLHQtwyPBkWRPj/Sel52paL7zxGvqzjOzqfAydoh2updrMHFbBVvQ9QZ0EaLpHnEJoPl9Y3q5yHTHq23MOWBqm5ma4MBOB9jfLGOvCmkOBydnzasT9zaZbQLI3K99o2pnNg5hs+D599g1g39t8Y5CZ42+3T3oHRqoHhm6ktBHibcPeCU1Z/dEcR56yPWiV3ENP3W5tbsv5usMzUwcs6qoEa4hHD/ZrRemzATaJJCdqcnMOJNDCcxMM2nezaxz0LBtGkceP3T8km9krPcVcsj9ZsE7JQ1bBYWdZZ07BTtvVHbaOqXOwsLazu0Cd6ens6PT1+nvDHaGOsOdJX2jo0FfgBS8hs7T4E+Ld6x3tnPlnbV3bG+SgkONl1yFmwWRzvXOjc7Nzt1PLCtv7h2Wd/q9IPN6An0jY2gdH670podCSQiZ2XAw0OOL3bDRfzb16vUK4R++N1Hyzs/9oCDf8lHRG2VvnJDza1/5jby1n3+a9zd5/+ehXzrmuTVtPfXnf5j3vwL+rvjUX586tWz5t9/+u1KL7809P0wSf079y3IWOFGbnweXz6EzfIWv/AWN+w75h38IOfH/XWee5X+vfnsI6KtLJfO3u73dvkHbIN38QwUUsGTfeHX/6HdY37NL6Oalt0gnb1g6et/X7QcxdJmdykk6S1VmhUogjbCyzUXqmWg0qsJASXUjbBir6fDIO/XADDJy1O0LUP2a9L7hpRuIQI9zD0PO9IwF0mk3W+2g2Y29ETMFxr7rullloFlD9EkoReMQe4X6uMprPH36hqhxcrLvFT/Uy9YzOmrz4bcfPWO2kcHgFXjRJfzikDUfa7S41sUH1LalCXv6RyHV974XCKLlZuwjrqMag6Mf8R3VIAfgOjEHEC5j5rkkphz1pkqWMIax5dlD1aOQNTkZyEQECQomdnEftZ+SznNmPdES99nXeG0D6TyhqhhMPpHOBrPnqEE51j0/qNBPiTFG6kfC6JEdvLuBnJz/WeqkRDI0dJirQYLaDmbqNIMr7KErbWMBZiEgnecTW556Jg1MYOPr5iRy87uGs6n0bZOG5QZLZdXyW5MGNcOULRQksoWCZLZQYMYWCpLZwskYWyg2ZQsFqdlCuSlbOG3OFk4nsYVyU7ZQfjJxKBXwqYdKQTZDhRSUq9oLvG3AN1E9+ukVUpAweAqyGTyi2eARTQaPjycF1epLvSMjtj6t4qA6kYKm7GgS2l7NYsw36LsS8PqBMq8M0+KfKB9lnkJRfRgdYFU6nYI8C7Ijz9NZkeeOd9eb313YXdRd1l3ZbeuWumu7Xd3ubk93RzfQaXewO9Qd7p7t9vGR7mj3Uvdy90r3avdad4VAJqe+RX7+v/lv/8W//KO1P/4ffiGvJO8X80rz/rO8f/W//enf/se///92T+SV5f1SXmXe5l/+hxwTf+fmf/+tqrz/8r/+gz+qzPvDf7F2PK8orxjS/xKk+ZOd//n/+Q9/+x+P5f1C3n+aZ80rz/tf/ub/zvkBkpfHlYMSQCSvBjfAE4cgIAIIqpilVxHvMgV7vrJKQ343NqIRNoAbYFPholduaFTEt/Fxy/FDtZ0WyXu4suqQ7c1CuB6iF3KG0KGSV1FftL1pwYJb8O2vZ4rzYFzhVxf3alxckMXaso2PsHh3tvG55p9r/CyLd+23nLH41xLeu6y92bf3e3mvJKnBcT8ZbnOun8DPb5y6e/hvzuT9Jz1Tfxfw5L1+LCmZ5ZXf1//CP3aZkOxVS9nRcGGkMOHRYzgEVrHoh2AGUllVDAMhiiPi0FInXJ4a7/UGgJ1OWNEkZfVRW7fV96l3MEiNFOWnLOWXqrWPncaCI214unuP7/3hwIAvUF7C19htgvTGSRgwJaswx1l7M9q51LlVsNy50rnauf7m5ptr+DIJm6yyiv0Xu1zv/kR7fZ8fLQLW0RFfT9/lPpiSWeDnk+oUQn2721LigFdLjlJJqhFtPPf665bjAcl7gdaQl7z1ULf1biy+WP22QfqXlzjhOV6AIr+aochqKdViqwWPRa53bwFoOS3vqAXVFIqinqIeSymHraNIpbwCRRScVt5Zw+G7X399j62lvu5MdYIiLeHLJNoVVkmukURomNdfT1c/N2XHFuSp+d3an/hIY/2qqnUdyN3j7rHQRhQUqyDWcE4b77DKQg3nsPFS+qrp2Vv091n0d32H5OGrTrNXUSXLD2/Caol2q9NRwws2gU//ApQqFhQN7L/Ypd52n1SrXZWouoV7GEk57FZOcGCH2ff7LqiKrhdFsYtEbDWugpOAIBSbtO/KNFS/naBQruiU4KjgZPvBvObj6iSLC33ZOr5Mxv5xwstE+jJlvy87r77MoPxu4Xuwb0QJ3sPaznkAbZegSe7ia5CwRegiB5AAb5OABg5neA3TWWjuTP0wBs0TYCGMw4uWJkGLL7p0vjopsuxS2SVLKU+5LrS5g68ReCiu2gtCBcdxNaIEox9CwBeBD8iUMQa9F2zdxbZuPuitt3WrjHEE8q+uTjGtLi8R6BDPwCeZ4mZh+pf2Jz7SWFGsZvx0o+NSxyXGTkTFKnHYt7JgBaYuOW0O8fXXC9K8HLVE1rh/nf8Nmk1rMyK3OreCt1hQYWXE8dZrOTxXfc3XPeLtGfgowbLY8Z3ab5J9IX2LhC8Zejp0Kf5ObChVDPmuWT2tTVVvaYMKGBel8KS5bOSSBgvVYJB/CfYaHpi+WMoLNAaJUeBgcFklGGUS8J5SqUaQbQpI1iNZESUd9bHC0pGfcJk+caxuW1Q+5mv1Ag2AViw2IV+/FAOTY6Jo5UDhkG2cUqKwa9FZIzlsMlTNXiMAD7VbJRDboD3JVkms4R3AU9JzVX1YW/RxbtHHuKaaxFsBCn3AVO1MhosSZd3yfl/SUh1/eDN9USW+iGN8RHRQPpJBgGf9onhrRa1P1ezwRU7tRQfIJO3srb8awFb0AOB9jBljf1EhWwUMkgOFi+Md6es4i/MoF8yi2H+xS72OY3FjJNH0EvRZSlBrke2lvL0GVD1gyUfTvC/ijYfF3R2P5IjMj8TGwFac0ISfi9WmhqBZnxGqSiSKFZxdrBGYgLfLNZwEpA8hRQsB/QiqHBVoHJOjGMdDyMHi0nc2VuHXvxHiKGabpAwXm7rvWxlSfdMFjkmdN320zzZ82hWS2+wlRmTjcaMjyaq45dsC6uKR7cg8slXZYVMEJiicYmZC+cVXvwmNpkpp+pFLGzOiGgcbbbeJlGpLqse+6aSUTasUXqbdnH9Zu0pNW0nW6aLLRZeBtij35apEtB0INo5Tdn2vv/5aBgWkg+/gqTbh432GQPItTcVQWeolViQTq7jtMkKVRBLoEgqdj8tMuGOEzCLSyyMsAX07+y92aZz/JdraPZfViZlkhzmPQHUX8QU0gq5hjVe/nc6w77+MUOfzDjuqG7wC6gCdxuA1z65ff52nq94EKlZ6yXfZGxwcI4csYoC5kXyXTry+GA12I/V3+9qHNddd9QGgvx78bK3XOzTkG7RYIpctFqtmgrFYKnQTicXS6710qU4zZuAD7AN/3MbDnkv+R1LdiP/XYlb5Y4Q+TV6ziMz1ivodVvTy0uW54BDUhlYGfcikr84y/FuBf6spS0BSlpXdMdxau3zMYvnAQndC40dG1irX+EiA7c7UI9+yoiNWo6Vz1No3ZGVfV1jxgxerd8zKAWXbOIfFQj47JjghrMBk1GJxWhp8I76hS76hnglrVXqrqdmLIGdq/hEPrJw45+d4KGfx9HveQB9+bdPg6xlE95IpymCSCU4VODvm8tlxymtwHmTHywKOXhEapqMeo4t/BAUeDow1MHLO+YUKR22iwMwgs7tHKPcQOAjfp+8QHAfS0vgSyWmx9Blbes+NJOL8SQL+hvX/bH/1pxOHgyEnrCQPZfrtBHLaT+nsDpqpUMNzOLzI3QJq6YUCk8dQZovvCkaWcCJGczLo0CJNdgTrxdvpQwfVf0LCSNk7kSNdSxJ5heThjz55eMXwc+jQIXJIhFceWXnzXKW3+lT0UM13o4fIGyffOHlytQMXQfRvDOJdTp2YvXIi70TeIV/nKz93yA//HSs+cijfi0sshWi5P1TkLTAsLM525h1aeecVcmgN/7O9eUi5c6jMW3jIVVhgeeX3D20WFJBDkc6CdHYvW0OoA1ELsLg6SUGVmZ+ryJXIFe0DhlHvZZ9r3Icr7dEr8Ajei1yJAqCYhswqqwx31lXjw7pxynW+OqkNLhqMEYbo5SvLV8RqY8zKFUsJJVqFTaAlwcrxMpooHBU8zq54Gy8wg4yIKUQbJ1U2cEV1eR//FLE4kAe/nMuSb7w+tN5ZYLGcNrzn0AbGbF85tNlZcNjyqwfCbSkL4Nxd/k/WPtn85NDuJ6/kUXp5RaOX3+drvvv7PKOXlfrydzR9cehyH35ScGL3ygnLCctJcoIAfRyRvEcqq47EyOLIEXIEqSH/0Lt5R44AIcD1v/qFNDTw65YcP6Gjp2zA3KWffupfj37i1K1LZ7Uy5vfm95Ivig2f7Rf2JoOMVbN89Dy0r/OKeqV6I8jYceqcowE/sCmDB0/6fWO9w5fYNAziKnvJzBH1/BBbL4LMHNX2FUi95AdH1JNDanszgfzg6GAf+1Tc1ZsaZOZE3Gn9bnwJavAQ9vRqAMmvN0FHbyqQmRLjp9C+XgSZKR6Nbbv29yLID47pR0oEexFkxko/eTXs0A5h3bXTQMK9DGSseCTmi2G2dxZiyrVzpTxD/iA99yUCscfZGikmi/bqqDKCjFmv0WXbt9kfSLrUy7BWr6GyIR1WX+JrjKWX+IbD+HUUzlG3vFte0tlptDqYnZjS4g2M9fX0jXjZXv/l3uVe8s+PahtZV3qNIP/8mO4hYrV348OND8mn1WYeAuD+Wq/rfQYy8waw4uYAHigX24m73quBzFSZnbWy0Zsbyt5HhOvD9ZUfVX60dlEDmS7X9mnoOzQ2ezeBs5Yn+VDc6t2o26gj06WxTcAYvd2bCPLg6Fkv8/2407sDl8f0iu/2Iorqi+rJdEV7wNszAFxaXZ2C2/l9DFCspBP2CvvcHyKKPtZAphsSN9qy0hp3vxb1kTG7qQMByLOsj9wsj/cTALGVEGtN9Axp67P1kc9OJpyxIvXFUHnWHJv1RpDPSoznpNT2kbnjsXNQXH3pQT6zMocDsW2T7j5/PYLcrE5x2KCnj3xxMuG8vw6MSzjVzwdx1sSz+/zQGe+k9+IY7EOQH5cnOWkM9ZHFkwln9IX7NJDFU6bn8M32zeJzCeeYRPoSQX582vy0z2gf+SdyGs+LS31LfeRH5Uluh5chtik7B4orfSt95L87qvlDXMULrU/X+hDkd8uTnB6uwwsuptwVBPoiKIBjwcHYWbAbfeQPj+k7djaxfCZbekwe3AKyPxF3bMp2Xwzk5knjqfs4UCFOSXlEPo7cPvJr53oynICPQ7iffCqmPmOlsL+wn3zBp9y5V9TPQD49ZXosSFk/ma42O9Qexy3cs5ueXI/jtx8m02o3SP0ayFyx4SyX2v7afjJzMuGMDle/GcivGYatuz8RUMoU53J4+hnI4ok4Z9Qd/WYgv3dU207t60eQ+yXGrYv+/txAHpwyOwdhPAgZn0w4QCPUH+onT0qMux7D/QiXgCD3T8SdhjHbH6pnIPfLkw6XiPRnAvlxifFciShEFBtKuNS/UocorC+EF1QA/eLxdrHdtePLUAUxtb/ulX6G9YvrF8kDURMcyW7BV/sR5DfKzw72jdBzTmCAUn621o/Yvoggv3FUOxBivX8dkh9HXsA+c9/o3+ivFRggn6RDIDb7N6Gs3+2jZ4OovFY7SYBd0iEMRNSue5LyDvbg+PaxE2TYWULMjzjwSBzy2/0alt9ffp9Mn8l0WMMOjIhy9XwS2ueUcewCiRz7FE+eoKN5gIHcLWka7tF3cRcOMJC7xYbTEooGEOTuMf0wtbIBBnL3TFzHqGPu7CBwvgvMaXflQOUAGRO1I9jp3DngV49upwMYbp9KPnAdh/OANECmTsQOVsehPIAgU8UGyeMaYCBTJ+nZobEh7h5wD5AfGga0BxJVxfScWKd0wI13Es8J1fbdNtJjE30DCDJ1Pul0UBQF6gHV7RMjtEz+AQby49KGvtGeIDWh0AEJUcWNQ5/2jbHzn0IDIYix/spw31ArW+ag0WGIPOpRmcHswO7p3dMrH658uAkIfhD8gHTWZ/QnGhmY/TA3AI9MOFc0OoDwf5QIMlMa70Z0aWBpAKbyBlPI8kB6QGrDsQkrA7t1DGTmiFqB1QENqDcmHny+NrA24PsIQe4b37s+QCaLDUdPbwxEP4p+RKaNaTYHYiAzBcyn3taAEcGO7DH7sRE+gEdHhwqX1+UNd6RC9OPoxxEDyOAp0+3j2wPbA4UdRrjPJqPoQwbIZZR6bBmOP2Z1Z8AIMnU8doLn7kBlh4aOix0Xdz0I0qkknLcTp9nlD659vPbxOoCMvGFyJEPhYOHget163e7F3Ys2RMN+QTqrYybcS8N+m0/bQ1802FEfg8cUzIBrBOm0jho/1IeMygbLBsl4KVtuPovKEHKzQQS5Xmw4oNUG16Uj6hkWbFYhDRpBJiuCo71GfwCQpHYwhp334hG+GL4YbdCw9OHSh6SzgZ0YQDlkCyhX+mkOMCgueylXdw1GOiIdK4BIQ6Rh++NssORZ8mx/uP3hasdqh60+EZVxKHqr6C32yftsR3p0fNDxQbSDwU+B1vK1D9c+dNWnwtJb8aj11nojF+NQnwjL86xtte5B9yCpMTIBz2AySHkqW20H3KvSLqy/bOW0IwdggOkg5QYDrh8uEw24wUHCawbc0CCC8LoBNzxIRM2AOzuYCUTUDbiRwdQgfLwBN4ovUQ24S4MaiBwz4C4PpgLh4wy4K4MIwhsNuKuDCCLGDLhrgwjCJxlw17HumgF3Y5CBlBsNuJuDmxCTbMDdwpaOGXC3BzUsVRlBypMMuDuDDKRA1k7kVbsG+lTU+nR3kIGUntI6B27zinY/358apPS0T3U0gM849YcK/S/xdQV0tHowM/aZqA/uIv9LfJNh3P2Kny6tdq92k4Jc7cNl/jI/6dbtw5V+I0h3zD5s85MKq+puVndVLPmJvTzJVFzrB25qdEri8iOIYk00Grv9GghvajT2+HMDsZc0DPcEtQkYymdir8EDu3DOph0sP44jQRdykMKaeEq330/OHI8ZeYN+Bqhtku055A/5iZhsew5DarvmhVJ9qT74ZqHCJ+Js0hF/IkiDbpOO+qNwGbNJL/kRxH6GTh7VLzwae9g0zPieZXhPeZLNesXPANVJslmvQqxukqAnVzX0QXNqR9uv+degaUoD+E1HoB2kAT6z7mcgfH1G4/aGn5SnNG5v+snpZOP2FsQmGbe3/dt+Iicat3f8MZDvVmnWU2gSXVbt+s1AZDH+2HB4RNZl4lAMRI4zhhcOkXOGSXjRUHoQOckYXgaRTXGn3WGpXfjVYyKpVg5VDpHTqWzmtiFSk2gzlzAuwWZeC3FJNnPXELFnsJm7hxCkJdlm7hkiFxJt5h1DGsgFc5s5xOFzCTZz/1AiSEsKm3lwiHyczmYeGgoNke8m28zDEJulzXx2aHaIDOo28wheaF0fHUKQzmSb+RK8ICeb+fIQGYnZzFewfNnZzFeHSHm8zXxtKAZyOtFmvg5xaW3mG0PknWxs5ptDpCKNzXxraAuoLLXNfHuIgVSY28x3gBxT2cx34V5Km3n+MDmj2cwLhzWQc0abedFw0TDhE23mZcNmIO8YRnflcCKglCls5rZhBnIh3mYuDZuBfKLbzGuHEaQ+zmbuGs4NpMHcZu6GjBNt5p5hzzBpirOZdwwjPAKC1MfbzH2QhZJ42LORS/mHEaQ+2aAeHM4E0hJnUA9BhNGgHoaKfVc/mTlWhTjROjwLL69B2YTS3DumnmBvTBOBFCbm+ChEpzHHLw0zkNbSnljr4rQSipXGOr8yjCDtydb51WEEea/KrLPWhtfgoZjJfngdLo0m++GNYbfAAJknm+yHN6E+GU32QMO5mOyHNZAz4gg7ftRIDOoprjuQa0Zr/i7kkWzNzx8BTUe35heOMJAzcdb8ohEGcsZozS8bQZAzMWt+5QgDOZPRmm8bsY2Q8jTWfAlum1vza0dqR0h1vDXfNYIg1UZrvnuEgVQnWvM9I54RohhYTQckMrXm++BGBmu+fwRBqrOy5gdHGEhLgjU/BFFGa354JAwxSdb8WYjUrfmRkXxbvo2Unwz2oWPjoMbToiOkyppgJRxfgshiw3HIyyOkILPpf2UkZklaHckFwPITlgDWRhCEPx47FGt9JB6ET1gN2BjZgMg4i/tIekBqw2rAFlxXG6xKRra0PYIgYgGr6s6IBlTUExcJdkd2R0i9oej5V/Ovkvq4TzavklPG9YKiq8RueKAMLo3JK6/GQHh16cB21Qhy4miPai+WrmYLcsKqMxjtI86rMZBT5Woh2oJ+v5dKINdVoryGCd1XGcgp3Z7muYrY9e56yYmTam00t3cdV81BTpTriw5aGXxXyWlj9f1XNZDTccbA4NUgZFARW2/QcghdjQGGq8GE6tS6NHw1EaT62CBqVNQUehUBTMJQjMhVI0i1YQUjepUUnNLHPuh1Td6JYSqAl64yEOuJOEVq+So5ecr0BO2VqyuQuiJ5xWMVHjnpwqoGhodA+KCoWYO4UtU5KibGgQJRZgsiG1c34I69TbVrJkreTXjpGyb+47bgoRJ6rvyQtw+Jc/uqq3O/IAWpllJ2oBh2Gm+D+IRhuHtVAzl1MuFefiAZ7Dt5I0hB0ppLYaAwQN5IWHMpCiCADRrWXMrgOmHNpTJgBDllsuZiC8QARGJ6JrcUMIKUHB8ZqfdeoqKzNkCKi+nIrhtBjcYVYCAlxZrOgoMRrpV0yzQezAb3ow0ym0cHXNtBUni7YWrUq+0Bax2mdOGDm0dRetHBB1mfZMYA/YDxYCAzSPF3r/j0olyCaRyISyRe3yXVOhEKkNIqmL5cooeI454A9UY4MHtl9goplgdhEtESs8zHKZOBeJBikdpE9DMX47TKQAxlb5W9xQ5PIsXWRO/c0UA6kOIqs0PNlwLkxDHdEeByAEGKj8ecNa8EVgK4WQO6APd4IA/A4QwNe9rgmtBQ3rWAOZbfiseOd8cLb7rm61Zl8HogBlLyXTM/g4b5wEYgHhZcr3KbrFAhOgC+OPgBQUBIRRiQeQlpNs26ESIKWDIg9crQ8uCKilUVayrWARs6Nim2ANuDqVZttCWancFdHekWXPK/8tWDl0iHr3oN4CX2C7NVFFwTKfNXJsAGkAC1AJcKtwG5LlV42NcDfpif+fEnqCNEEQbMApIXBiL+KMWSimXAio5VwBrFuo4NwCZgC7BNsRMHc5v4rt9o+M4fKgRkMnAXDZUBKilsAAlQC3AB3Co8gA4DfBR+EwQBIYowYJYiAoiqWAIsA1YAq4C1OKwDNgCbgC2KbR07gF1A/nD+cKEBRRTmtsCyJPMfwqbD3LQnDdeqyNWI5xp2AzwUHcNGm5xv2DfsV5HZqBYcDgHCgFmKCCAKWNKxDFhRsapijWKdYmPYaGxCw9Lm8BZg24AdwC4gfyR/pFBHkY4yFZU6bBQSoJbCpcKtw0PRAfAB/CqCOkKAMMUsIDLC7A/RkejIEmAZsALIzUywOrKmItEWsD6yQZFpwr85sgXYVrFjwC4FTtTzrxYCigBlgMo42BKQ/UxbulobBxfArcNzNTZ1TjVR7rjqA/gNCFKE4pA8qw1fnVURSUAUsKRjGbBCsQpYA6wDNig2AVuA7asHMfnbubqjz+MQZjM3s7kbTtQKA0UqygCVCbDFQUpALcClww3wADoAPoAfkM28JhgIAcIBNklJnIbMBiIB89lG+qlFNLAEWFaxEtCmDKuB1RRzgVTzAeMUYD2QqOKDko8biPNNtgwjigDx+1HLest6KwE2FRIg80bf2jS7exFugMeA1Pt3O3p9KvwqgipCgLCOWYoIINqbam+ttpF2qVfbG5bft9yLWEnAKiAyEBlY613Td88hct0qt9G7SbGVtK8NsUOxq6Kwr7CvCFAGqAR4AL4+PyCoIqTvdkLMUkRMEAUsUSwDVihW+9ZUrPdtADb7tgA7fbuA/P78/kKKIh2VABvAfCdJR79PRRAQogj3xzZ0zPbPZtyigYj2LwG2ADsA2wB+fV+rogPg1xEEhChmAfhxb+Hg3+a4u177+E796mozYNxxJ/XVAjLtmXP1uQHbcSjrL+uXDKilMN/p40ra3IPw6Mh1C46/fxmwomNVxZqKdYoNCtwpsm3ALkDbk5E/UKijSEWZjkoKlw43hQfgUxFVsUSR6TP85YEVwKoBaxTrgI2BzThsJWCbIn8wf9BsH27q4YybaHE4a5tl9zes2R7YeJ826uJ80jdNW4H4fbIaS9jqJdMlxu+QtgOZuQSZrjL7tGgnEGNpyEgSt7caGYuNIp72WRwZO00/AKLfLWgfvNAFwUA8yGel8R/l5I/GkP04Ip+Jqb+vKRwtHEUe2AHwJXHC/fFCIzfU+CHjiPFDeycNh8Rhr3HJgxr+mbht7uzBnD8zDk3GzmTyFV00isiOlTNmTu5XtZl8CFA2WjZK7pcnLf5XjsYzMNxRl8jE2CY5IyvTNsRtUqaG8sPI2HDPGsqTXBmcbYBJoJgMMmN5KJc0tmcmn8IAlFGJ26dQn8h1c5TGVpM3Q+XCaEnnOyart4alThtFMj9mW50YV2ZbmtLz5q92/xKTDPE7leJ3He0M7AK0nUpm98w2IqGs0fYaMcWDdJ4yuLuOradJo9puIzPZhLWREsC2tphtQykaZCCdpxMOjlIXxmopyOSruCpkguQNR7i7qGywUoUNICWgNg6Ztwi5Bve7/8d9KhGk8w3mpiNuOcdtwEHsCSK9xaOxxRdPCmTeH0R6q66ZLLN0JCDj0kr8csTP5tJKzBSa2pCLZiE05O7PgKsZajObaNEoazTComk00Si6H5NozCDKzKFoDE1t/NQMn5kMlubmRzQ+Zmd0RJMjmgnRLCjFmfjQnGdmxkMTHjMGtZtOpnyj8Ybr7E3S8aZhNP8elNk3d7NuvPE10fBqNLmiodVoZM3VuGpmStXMqJqZMxejZrIxk5kx0xswmQkRDX5f/XJLvNfDVJMp/2iqJRlij5tMBUczD35iN51MhUb3t2jD4kh5islUeDQeRE6YTM2OxpD9OCJymslUZDQy+nLVR3qBqz6kPONkKjqKyGVZiNSbTqaWRpdGSX3yZGp59OXq0YtePSIFGSZTKxQ/i4tLZgtI+19cMn45aZxMrY5qS05msglrE3M7GnM+mt9ttiiCS04IUpBiMrVGQU7hZGrdBN+M1SjPqUSQArPJ1IYBB7FChR+2xSZTmymQebWKFJtOprYSYIkdeZyM9aQ76wmxySnMkT5NYi7pUq+n+buekCp9vomp459LVetsy5ld6ZPvJdYn/r1mtUxX8q2UT5vXOfltyaXJVK/kkmRLJWbvSd2/iXVKTa3ZvTN1TLoxkq4v0z2VbXnM6T01DaSm6nR0npo+0tc9uzZLNe5Svdt4nf2IPIiRmYr+0tG/+bhNvDIfS6nbJ/lN+6Ntc36SC61nGnOp3pC51qmeehHjzoxaskNyyVOPmmzySUdx6UZhpjKkbtHsOIJZ/skpzO+nprV0IyhTa5m3bHrqMOu31NSVnm7TXWdT9uRypB5/qcueqs5mJUzVaqkozXx0phqTqfrSvEfMnjCvcaY+Tv3ObNpiP/SY/olU/Zwp7+QWyVyq9DU0f+t3yDfsZyoWPIP/WV7+vPx5+fPy5+XPP5qfd5iXLfhlPqW2R7MHKShgD+3k8NBXhx1TZE69l1xfHIzvPKiWIQUlRhrYHU0F9koWii/AQRcpHfD95k2f6okKvW75Ywx7ffeL6M79tkV22E/+L6Lke217rQc1ZC7Plz1ED5IWvszW3g+dZMo1HcxbIh2XeTFt/c1A9iP+YDlB/PsPtqV/dnonhkQ+lQ7ZtOP+c8gVudQgdYkwbNXEb+GYEQdfnUz5vkQ2sJSgE3DRaeXlGkm0yYqVd7BAKXrT5kUHOqcXHTaHYHUq6GBX5CpEia/hnDZBhJCDhgSrJPM1Ct6UHFINJ9lEpYoTeHTTbRMFCIoiC1ZwgqLQlFWcxMk1vGCT7CXUOa6jQhKkGh6edVAfvjKUSqmROZuilIoSPMMJpQrH/jod6PWXs3Icu2GFN9CYEupo3FnqZA8yZ8D2UodMk5VQR85cBSdDyUSbYK/gnJwa4nmRhUrQNbUsVnCcvYbj8GnMk3PYrQJPiydYBUUNyPYaEXJUKiDgFOH9vBWy5rFJWTPJNl6uEBU7C1klTmHllXhWIqvMOdQAz6pS4YBmERWbzFU4JQlLwDutTid7rgoKJddwDhvvqOJ4ifYIL0L7wht4p02USkXq1F1G7+48D31UCtnSpoJ+hAhJwoAk26A60Hm8A5PIot6qrDHtTjUgC1pAi3FoMQrPistDTaBrOamCh2bhBCgaa2YF8qmROJtDZA0o2qt4LLAAQSiWswZrYRWgBZ1IXhBwyDYnD+0uIgUJHCNBaFLRXiM4gCygtySsMbp7xn6jbxXsghoSHSq90ZDDblMgpHAsDvqFVaFCVmQ1O6eoYJfTtoQqQ1MLPJItT4Mckq3EYilZOZ0VnJoMC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P1GGDcicSOSN8K8EdaNsG9E6kakb4RzI3xJ+JMIJKEkoSahJbndWT+xjpv9E1I/If0TnJ/g+xn+n3mnjI/nf4byM6OPsNLYz9B/hvEzEj8j+TPMm6gvmj/D+hn2zzzjZtML6RSA2mGKrvyMjC8A52f4+gh/HxHoI9L/AqWPUM+A2kdofYTeR1jTYPQRLqA/tZAE/e4jzD4idSCsPqI9dr9NlymNPsLpI3wFwl8gAgVCKRBqgdAKhF4gDIp7I1EgkgXCLBAW3R1DElSkCkS6QDgFwgfhhwjQt0RgSjGIp/AfSfMrz0pRg3Dx8KkwOoR1BFw8fAMiAZGEMOkihE2JrCF2kYZwIHxC+IUICOHC2DcvUoRQhTAOp84sdPpBdw5lq0eSZ0KYdG0o9CSMJCtNJ5JIJtkYwkqylpydRIp+JDHmHn0OHHpNN8F/EwI3Sb0LqdKk+1kR3J4g1Z5IAN4E7SboN8G4ieUhvTvrdN4WTF6A5E2sXaGX8/vanaBOaN0E+yakbmINDX7/lJthsAUVWqSFcIRQxsO3l7Afhn8vQSOcspdIRKDuJbS9hAtyr9N1iW5v0C36vZ7ErDD3EtZebFJEKdjE9TI6YNenKM0MZH16L+HsJXx9hfU8b/L0Fe42R/omODfBt5J1FfwrGVVi0/+htuMC1gf6CqWvcEHq1b5iy4NaX6H3FUZfkegrkn2FSan1FXZfkSKqvsJ5DU5f4dtb+F+Bf28R2FuMOU/ZW6h7s+GUtrfQG6HvLdiMaG+R2Juttaw1vA426cfebAXBeihEQPR708OcvYVvH+HfRwT2Eco+gmSuuo847lFtH6HvI5a966K6G/uIxD4iuY8wiWIfNuKw9xEp+vNlpOnPfYRvX+HfVwT2Fcq+Qt1XNC+nsZHegbavWL+5eVGhB/ov3TdVeJbAnrGyh9en/1FkDBWlcyl3NVnmYf0xjoEE6taOhLIS6kpoKxm9qWGJvhLGSiRWIrmStSWdpTBX8t4itXGbrqzkNuU/Cmmq+pXw3ZxRsxSgggX+HoGbodwMla7f7C3u9ZthUJlvZoPS5M0wb4Z1szv5d9UWmhfZNyN1M0NIpm9mMEbnZu5T/lsQuIXVaZVboN7C2/zaLRIQ8xYYt7DpVSbDyVs8xU6TOuItDLSk7YfULTxC0XzIuYVhVanX+m71kIj8t3J7DtwK5VaotzJmw63Qb4VxKxK3InkrTLp/K+xbkSKOW+HcCt9t8N+GwG1QboN6G3imfxuM21jz238GnwwnbkPyNph05Tbe/bVv43EvTUPfbfDdzjsS/tt5X9NVQbWO5EOM21l7Rr2dp0ba7dBv9wzUAoLnTtoRMG7nHbgEXb+d9QDN22HRj9uRul1OY4D07XCI5g42g1DK4b8DgTug3AH1Dmh3QL8Dxh2sS53ZzSYBlrgDyTtg3gHrDpqHutvZLCnTv0XqDqTvgHMHfHfCfycCd0K5E+qd0O6EfieDkyfuZBuC5J0w74R1J+w7kboT6Tvh3AnfKvhXIbAKyiqoq6Ctgr4KxiokViG5CuYqWKtgr0JqFdKr4KyC7y7470LgLih3Qb0L2l0teRxzz7LN+l0w7uJeTfI1cRdjYDjUbO6CeRcfiuiVPFO07mIYJXdvmbeX7kKaWO6SUDF3w383K867dR24G8rdUO/mGtUOgHY39LtZrcq4G4m7Wb08eTfMu+U+cyHsu5G6G+m7+YCTBJFzN3yr4ae5+2ooq3lBp62GvhrGaiRWI7ka5mpYq2Gv5t0nSt9ZBn1fYewrEvuK5L7CpN9+KV/3Ffa+Qit39bBazBaJI7Ua6dW8wZA4il8wLRN8a+BfAxotAkHebGNdqSNYBVWR6kKGCmUN1DVsLKGtkXBCHpY8TWEVNuLWSDiS1JCvW1/DSbOR9xok1iC5BuYaPr0m4WWT/KK7a+CsgW8tq7r41/ICJ7AWylpe4Dga1LXQ1sLFmfg3pGWqvkN5feoMg7EWibVIrmWcMWstK2vbF/AK214rNfjWshRO0/W1bKpDo4vP5DZKaym/yQNMwGRl1r5LnX2Fbz9GQe67VDFZIa1hiWpCIxqTNyeV39KUUyj7CXU/oe0n9P2EsZ9I7CecDyAdOST3E+Z+wtpP2PuJ1H4iTXf2E75+wt9PBPoJpZ9Q+wmtn9D7CaOfSPQTyX6CFphmP2HRj34iRbc+RLqfcPoJn0/4fSLgE4pPqD4anASVRvcJwydoJEz6hOkTlk/YPpEisp287Z32CccnfP2Fv78I9BdKf6H2F1p/ofcXRn+R6C+S/YXZX1j9hd1fpOjPp2nEFk5/Rgj3DRD+ASIwQCgDhDpAaAOEPkAYA0RigEgOEK4/AJN+DBD2AJEaINIDhDNA+AYK6oT+gSIwUCgDhUp/DhT6QGEMFImBIjlQmAM5P9ZAYQ8UqYEiPVA4dGV/4d9fBPYXyv5C3V9o+wt9f2HsLxKlSOwvkvsLk75LYe3Pebb352yn9hfp/YWzv/AdIPwHiMABQjmAKkRoB4jkEugHCOMAkaDfBwjzAK5JWo/bB4jUASJ9gGjTxJP9ubnQatOg923yppR9GZIm70uZJm9NWSZsum4ibboIBM4B3MxIJrINx7/AMeG7B/572NLKdxKjCVCSgXtgn8a7Xco9UO+Bdg8raxuQWoX3wLgHiXuk6QBdv4f1Q9ddWljhwZofJzyA+WKSyRbdpZTvQfoeOPfwwt13oKAJpP9AsXt54EChHCjUAwVd1g4U+oFCO1batNwL/72MGhS4V+LzCAZIoFmsShfvhX6v1Fi9lxdOtH5M3ovdT5r3wqLV1r08N23YlLoX6Xvh3AvfffDfx3odyn0MIaPeB+0+6PfBuA+J+5C8j4FxLbp1H1L3MWK9MwjOffDdD//9CNzP2mHK/VDvZwtV/X4Y97MlQOJ+JOnW/bDuh30/UvcjfT+c+7HyYd8D8D/Aus+BB1gbSXkA6gPQHmAAbP0BGA/wiiDxAJIPwHwA1gOwH3AN1XVauD+A9AM88W+ZUQaOgvMAfA/yrN//IAuTwIO8SaI+yIXWHoT+IIwHGfo68SAfNg3YlKQ7D8Ii2geRehDpB+Wh9kNwLTxTf5ZWEA9BfQjaQ9AfgvEQEg8h+RDMh2A9BPshqZz+ENIPwXmIdVp8NOV8GIGHoTwM9WFoD0N/WBp60++ZrWadNGIkHpbWrH/iI8TkwzAflmadp8N6GDRvdbflUw8j/TAc+vMRqaT5CAKPQHlEWjmQyHwE2iNSxSUGg74fQfIRmI+w7o31COxHkHqEh3uT5rmPcD5d83rfOrbZ8K9DYB2UdVDX8YJFWwd9HYx1SKxDch3MdbCIbB0De0jVp/Q6OOvgexT+RxF4FMqjUB+F9ij0R/nww3gUiUeRfBTmo7wetOj7UaQeRfpROI/yS36MVc78jyHwGJTHGH9Yeww6XXwMiceQfEwimz8G6zHYjyH1GNKPwXkMvsfhfxyBx6E8DvVxaI9DfxzG40g8juTjMB+H9Tjsx5F6HOnH4TwO3xPwP4HAE1CegPoEtCegPwHjCSSeQPIJqVl5Om+SG9Uwn2DLKLsWW/4f6wnYTyD1BJct/QQc+vEkG8DwgflDrAvN1glPsu1VgK4/CfVJVmRSDmJtRu1J6E9mtJieZOB3/Wwkn4T5JGvbWU+yKYH9JLfv1JNIE9mT8FnwWwhYUCxGBGcND4tPhTQLugXDQsJiO3LTgkXXLYmIaDGAU5q+LT7Pt6fB9xQP9f6nEHgKylNsa6A+Be0p6E+x3gUfDT3FqvXJp2A+Besp2E9xX049hTRdf4p1vKlh+9azWYtrKetfD1oAKeu5I7vmPep6tpjQ1kNf7xXQWM+aWtSeU3sz9HlyPcz13JGt9VIJkL7XM5p9ej1rFDrr+SX7nob/aQSe5terPA31aWhPQ38axtNIPM025+bTsJ4GjXypp6Vt4dNwnmZLL/tg3l1zc07T2kCAl5P+Z1g3jiYYgWdYI4CafUplhUfXVofNf5/hQqnPsEqytohBrXwHcXG0Bm72blm0ZxioX3+GNU6NZ1g1kq3OnkGSEn+GWqr1DJfDfoYFUeoZpInwGVbM8D9LYkc9HIFnoTzLa4e+89Vn2aSIerSvhJca2rPQn4XxLBLPIvksgzGbz8J6FjaRPcsnfSpNPJ7NWFs96+U8XQ/fc9zS/PT9HJTnoD4nNeWeg04/nkPiOYZcTj4H8zmE5g1NWc9hzBJfLeznkHoO6ed4SuY8x9pAvufhfx6B53kzWO8nbaGeZ/Q37Xnoz3PtGc9Le7XnkXyeLRrN59lUhBav1GDs55F6Hmm6TuwvwP8CAi9AeYFtztQXWOxrL/Apkk5X6E/6/QLMF2C9APsFpF5A+gU4L8D3IvwvIvAilBehvgjtRegvwniRIQaSL7LyjfUi7BeRehHpF+G8CN8G+DcgsIHt1Wg9tgHqBmgbpL6JlJH6BpbpxgYkNrCCibmBLQyooNYG2Bskuh41mQ1wNsD3EvwvIfASS03lJagv8T5Ei6mebwC0l+QRyEvs2yBB30TwEqyXYL+E1EtsLpN+iY84nJdYS973MvwvI/AyC2DlZd4Lp1apvgztZegvc+806Bb9eBm0JraI4GWkXvY0qtMvw3kZPlquv4LAK2xAp7zCGpv2IKivMNaJ9gr0V2C8gsQr0rPAKzBfYctV6mTWK+xcwH6lrYX57kTqFaRfgfMKgxf4X2Wr9MCrUF5lsx31VWivQn8VxqtIvIrkqzCJ4FU211KXydf6Kqu6pF/lNkuLu8HLjQNFgiYMR7CxuPMqW5bLPXoqou81Xp/RtMf/GgKvQaE/X4P2GjcU/TUYrxGzmymGmXsNyddgvsaHO9ZrsF8jOZp6DWmifo3blM+G30bAhmLL3mlDs1kXwIZhI2EzFpLrdCZpw7Rh2Txft22kbC5Y2oZj85TM9zr8r7PVevOiwOts4EPr0sQMNqXxCyivQ32dB1btdd5zNl7nNWqCyF6X2/2vZzbzXmekQkaCcLFFy4czFJE8wCgsLm/1PMRnU+ppbDaj9OcVe1HGxzzN9yVWisR9qRiewReVuLcehJY04uHLJCEWSGVOiYtm/buL/y5hmG7lnUf/d7D+IFz0YsbGlICnnhM/SkwiutBCxj5Teidy/SYxVuzQklLle7bUpk5/xIjh3rGe9EHO6BWJq/iEzgbKn5JgtsyX3kv6pZaH0EYNL49Sl9DCTtBaXmvC0Qxh5LqSUfrD8y9YXkJNhGtqhOewbuNWew4k9F+FizzD0w8hjJGsA0wrIJvqn6qXav51LNzasMm3Ef6NCGxkjXxlo0yqJIMK6TrU5qPvCs83jAckXZoBCS/z1DnKyu0rWMvRnMAgeloEK5Y482BQNjyvqOW0gisckVEXKC7JwEZVZvzbsRqq9O7Td6lxKa/EpVotI8Pp/0wT6IbLnP0xZBWfU8qdKu1bZLAz3SNX90dpxrOk69i50n+WiyiUgavKYJ4yqoyHdlNWmnFoXeZB0bmKtRJQ5I/Syb0LL+2fjKP5zNPzp8fKDNLgKz2YFhuMSjFcJP6ZwUalt4yKoSUl1NOKMr7ECitdvwZ8Guw5LvSgo6jTKGeB1gjfsYFUUcaNJ/+Q+r9H8zHlcMoOvYiMe2i9jOs5eSBD+km4FFbyGL3Z+hdhVXMHL8r4oGbXBa6XkOd5T5TEK6t5SJhhF3RAVo/MkPnPrC+nXiC9AZV6DjaSQ3jJz2uuP7iHelyr7n5w+h/huY4sk64ZJe5h8yJaFenHCeM4kTiOYfiSxwnzOGEdJ+zjxJiHPLTpkvL0OTC/k4V1QQ3ZrSf1GN+feVfS9wYKXb/aI5oX0dJNhaAhxmaMNgbxncl6QNxCSr0aNM/09FXb3EwcL9zLcnPMA6B04fgvkb5WSrzOKnc4GS7J2EuCs8vyeAjjnm/NUheOiCSM/1Z42EtlI6UHUgbUpKkEl6zUcytQ7CHTkwSX4FPcX0iUJ5ukLjsVbYTXdYo93Sg+fbtaajUe4cLDsw7P0JSsXLn1egzvHbLCjnxPts5b21JpQLr3pTlDYIAL3+n8A9SNfAhKckXbCH0jQ1WlaNVCbWUjW1imgtxu/PVs8LnxsSIPyK2EX7dUGnc7L8NySsCuVVdKLByuJldcJ6VNITvMKi1181lY6jpCo/yOrMiAyHo+apXfC4kjy13S7Ybc+WhSI2GsXYch7AVR6phbI13kZImrJnEhZe9KUdMbwr3KehfLNlMzkN1eYsEPwY651kbeCU0eIREGD4BNxd3I6lB9l1LnMA8U1oHCph+HQZ6F8/tR/1VIp2wsRTwPu4z4k1FBGF6accky3EMX3mGwcs7hgrXhJYx3w2WFJW6haQa08nVlGjwndjyAeF7rpKc5Fpma20eLKzOtY2QrHKjnZqvErbaFm4uKPZ/z6TkexLMLousNZS5GJovmkYPfKyxx/dYNfo+esDuR3ghnI0a/t/ty6jyUndSBIn0gHzJI77ESSbR4RAbg0XO8qc9GZsdPAo7Kxrh7uXOg8A2SOICeTzROQv6wRovBywtLXEAt9jBb6kFaU5N3tWB4QOQrM64oKvH8zOou4Lo0cqCZXmie51WQASfl/x5CXmnpji+VQYLy7h8k/G9g2buFrtOhykMr5QN3Xy4dCbL0GPxemgtd6KlmHVrGBJV0ocJ7r8RJlVNJj3L/99TgCovd7Zrm5YVSypZWpvYiyVtY7r2zCrd2XfLS4UPOpnzICvZ86BaP3krU7ilIqXxqyXB+9xLNv4zdD1IxS6UjaB5ThqfBoqbQc0dcWOI5D6xwUXmHO5dQ6oFz+OufueBHsIdYmVHXOyeXTZpkyKZzBDuvc9tBSUauyIoY/J4q601WpNvIijMHNS3txXnDRaOtyJCMyEDDVXq0LtIv3Spx1QilxpushxXbuW/LhFzPBDzRGHNPYZnnDNLtRJSJ4x4t9CZslC0p37gBb7yw0MPAdr0wjiQGr+YCw8ToresudU4Sbm2WyYwyYOloITuGRLsr8QAyF79KoxtV2u7LKUE5wspSZ3wTFpdkfpR6/ly4XfIP9T/ckvNLlv2AyejVD14eGCSo0VE13gN6B9RfCr2OWuhNGig7ch40wnON5w6Ab0B5AypV6Rt8HKO/AeMNJN5g8JbkG5Q9GgPlS6GMlrpQZrJcAcnDrYzzXug6LRzOqp2DhD5IGINEYpAYvUmyZqxwzZOkZ83hnkWz66CTilBWKsHFh2ecsHlA8dI9GE9idi833+DRxn6D59upN5B+g/VhBi8/1PWcKR9CQ0Cx64KxJHP0VyL7MFearGXZ73df7v8TlcX3b1zzI9wCJQcJc5CgTlrhdVJXKoy5x/dnoX7KRybUQLwhUdsBP1dL6hQhe9Pg9+hPLpjbBtldpyeihrtuxvjYJeOh0xokxqTsQSJFbfxEpAcJ9UQ4g4TvINHG96af/lqKwEFCOUioBwntIKEfJDJuNY2DREI6R3S9JFoHCZvI6Uo/pA8SDnG0d2bpO1hs2+o/WAQO5pNn5WCh0o+DhX6w8NXAOFgoi5A4WCQPFubBwvVAadGPg0XqYJE+WDhENljQEOkfLAKDhbkAymChDhZtXUdqgxlPzxgsXC+RicEiSZSDhTVY2HSR2AcLh1gOEb4mzz+j/xAROEQohwg/LcIOEdohQj9EGIcIhvmk70OE62fRpN//DOsQYR8iUvQtfSm6MNuBgFACQg0IQ4UWEDr9CAizqi2ygVkulHpY5cIuF6lyYQ2Dq+yYLhdOudh4oXGKmFQtJ0DS1zj35pIS2fhKGUpP6hXS3HWkdEdeyi5l2BNL6dBK6c2bZ7OVvHIYUUzTz0KaolZKUee6UebVQKnrd4o1iyv4JrWIMikrqE/TdLuCkbHZBWsFrdtaPBgMl2KTV2TcH/hmSUkRI1NWyDUMeyggPunEuFhivLJPt0oXZLvCTVwix9MPCfjMk75y6VON2mJpietTTeICljPQIM15SFbJ4hZL7M6S4XIZw3Kbz82le7Jy1z8yL4yGLJXOMoqLXcEsxVzl6ZWT2nxWre399H56P7/aZ/Kk3s9f/fPzr/c5b9KkTVluzXIfJl9r5zysWbv20zbE93vvv1MqbcjOY74dba62prajTSqS3twpL0zhe1PaZGSOx7DbTa39Z5P3mJ9NItyUeb772dlV0fnf7syz3CLvaJPXzvVutqQzpTUhs8vqa62NKV2l1VLrHZ60o8vEWvOX+azK9tp6P/+bPi0tYvd/d07y/9z/E3eZWe0lWYfm3L7b5feZ4lXEM+1GpJ/kvfM2uR1e0uXsYznyvWdsf0Of834FoTHlf1BLy/2hUWJtvz59xmWGl51eo1zRZrhbMdkd6+ZkmmLmxpqMfJ8yac2cFslNcnnOmulSus+atNttj2snr6LRyKSEVtFT3GfNemY6z5VoaCOuHZTQ/cw/a/qknTuJeUo+65LpmYEA61/+64eS4oLe2Bv/C+LKQb2xN/bG3tgbe2Nv7I29sTf2xt7YG3tjb+yNvbE39sbe2Bt7Y2/sjb2xN/bG3tgbe2Nv7I29sTf2xt7YG7uI9ie9oTf0ht7QG3pDb+gNvaE39Ib24clBXYfCxZ1D0Yet4XcPcbDGtw37nFuwx/HdTX9roXBQQZ7xiL9atOd3Ey9ZmU+oPb6gy/hUqRd3b+Bw42N7EsL7dh2+uKDgl8Q//rFdXFbeORzyTdsw/rdtw7EPtoaDR3YONz/uhiMuKuhRLGnoIv7xmHzDPz7bMfw8yA1r/y6/8Pi//teEk57KhA9FQZ6x7ig3qL8t+C+IKy/vGPQPW8PDPjcs6F/QNs55sOsw6aTuwsRz24e9T/uvDe8ML8gWK17i8E15gRsXDetZ/Luh/3PCHz757wjvHPnOkf/vvb9+KDi8gOLBX3Ao++jXCP9YX+DGP+/txYuGdx/mjuHw4PN/3fCe1rNw3d8X/I3H9z51w3ONHUMkmgkzzimgKKa44f3RbpgzuyCf+GO8NX7U5jNgZFdh0Cut4fITO4b79yrIEaP/1jk8c+szt/79hI7huoUFbeOVRRwuOief8OViN9S93jFM/LB9mNy3gOKw0txhzdkFecYf3ukuPLSDQ+ENmTC7MltYdFK2ULC2bbjVV9A5btq/+/j0TRwKTio4qexZDgtGF3SIt/5bd2Gr0Rr+bd/2YdfkXZPX1Ra0jUPvHnr3S8cUtI1XTe8qHPzgwQ9+c0zbsPM4N/x020+3TT2hYzj64dZQtE+BG61xHJsObzp8UAGHh87pGAce7cV/2O6G85sLWuIxP3O44v/LhOOWZ8IRAwsofn3y1yf/tK41rC8toDj6txz3193w/vD3h58ysHNY8Y0bFvymoCXWzK6ZvcFf4MZjDz320GvDBdlidXHHcOnTHB7b3Bpe2vjSxjsnFlD891qO/1HVGi8s5fi7CzqH0ZtHb97wxwKKny1wwz4X7XPRXY0FFJXBHKfsL4PPDX/X6IaSx0oeW7JtybatwzJh8KiC3vg3Hh8w9iSc8VMm/HhWgRtPr/xvRh/p/fR+ej+9n7+NTw4cwJ8Z1mj3z13D+zGIUl44gO2f1SUOYCssVxc4gJtacPS6xAHsIvMuDmAmc9lxAN3PlK5xAL3iZy9MD3AAf73PrNaf9/fiAPZ+/md+XBzADp+/cnPuxQHkTy8OYNsPjRI79+8SB7AVm3WTRyiHk0z7+QU4gDtbcACZsw0OICfVigOYfwudsgrZDi07H1D+kiPJv4UDwL+B872//jne/5KTuz05UfuvOUnr4VlZx5OwX3j8xIcrbQ9COh9huMcTf/XN9r/RDfZfe2s9/03zjlvivRvf/yM3vn+VLe9fZ1/719vD7mKns9+ROKMq2BRvjoZOaWgIVYeD8dDomppQVTy2oubEumBsdH2oIdQYP6Eu2Fgbqj45HDsh0tAUaaRL3p3KcGx0Q1N8gffnieHYSdFgbUMrwT+FY+OC0da/h4djE4O13h9l9EdofubWAQ2hhkhlQ6SZHph5zD8Ra3Uo2vL3vzY3tif4Y3MsdEKwvn52sEo/gn672f8n+nVqcEGkOe7+XUh/j6HUD6X/x4dqiui/CXEqbL+jccbkcDTeHKz3MjFxQVMoNrqxucE3Vqyo8Y8VgbFCGSvUsUIbK/SxwhgrEmNFcqwwxwprrLDHitRYkR4rnLHCd5rwnyb6DcSYWUPO3K/fmEh1c33ohEhjFT2oMRgPRxqLZgfD9ZSpY4tOCDY2RuJFVfJu0bxwvK7omGGxaNWw5ni4fhhV2LhopCk2oY5KFpk3+izK3zHx2LFFbpoeaX149rB4KFgVd78biWJ+UThWFA3VhKjaqkLVRTXRSENRdbhGXqDH1TU36rGi2QuK4nWhWKioQSZH6boJVmUqNTasIRhuHPanYEOIniifPf+PWYjqIhE9NowqdEpo9qimJnr9DSGiz5DX1kdmB6lEVVz+2LBgU3hYbEFjVXaK5vCwhnCMCZad2WfumiNiwZrQ6Pmhqq7LXxOMxUPR6khD6y8i/LVqgX42RBqHjQvGYvMi0eqTItGGLFWRoQxX6aFoFpr6UE3crTNKqLlhXLAxlK1mW0lbqpf6YPzUcCw+ujEeXZCLLRaKx8ONtbFhNZF66jqxYRO8Cye5f3NCsZwZlQ+mhlvDjPR/nP7OTTyGvrLdZ7EyORyaF4oOqwvVN3GOausisfioxnCD7BVt2kJbvnB1dX1o2MmhIGV6lNs4sj3CJR0TisWCtSGupG4I5X8nROqbG7Lmui2lm4duKCOzw/WhCaFgtKouN6W8EqPaGBWPB6vqWOjk7GQduE7wfuRJ7lXKKY1Nzd3USgvLuEh9fU9yNGFBw+xI/ZhQY3OeDK1tujkWjzSMbojMCU+MROrj4aacbaFzAidGgzXxHvKMrg5zd+gp155nUtZ9m6LGeshPNcutf88ePjkSrqIhr4rEV3eFbuEZ1Ryvi0SnhKvjdfkxTKiKUps5mf/MkyFO8mfBiTQw5mZocFvvsFMjVRlRkaOBZajH1UXikfxIx9NkonpyuDqUJ31LCU6KVDXHvM6VVxFaOE9rpnHq5GAj3YxmKX00XFsXb+WYGA02xsJc/pPC87PVGI2bpzTWhBvDce91ZCkQ0bGEPCUeyjaWEcXE4Oy2NzsP0VU0MWmbkdYuHWycG4wdX98c7fIuDSY04WNZ0UUNtK/cUTVUT20Hifmd6GTPksSnNZ7WFGrsKq3xoVj47LaviKcN0foIDW30+k+V/3e4O5fbw9CmaGguDVvDZOsY5/7RhlBO1EbNjtEoEg9lWlC7m0GZ99DJkWj4bB5E61veS1dkWW42V4cj4+qDC0LRjrfmduzZG87sM39l33BtY1C+mg6zJckTa7n7q00U2w7vss6rmqOcxsRwQ2iCfFyW7tGJ0WsfVA2xHjNOj0Qa3FVKJ9YWGprzyJVOo/ejK5rs3O4ddzlB9/sV9Nvr0BO39R8w87CZO/rvOHLIzKEzy2cOGHDczO39x8ycNHPGzNDMhpnNMxfOXDyzb3BAcHBw2cx1/7Thn4YedVhw9IAt/VfM3Dhz08wtM3efiXVHrTsKQ4JDggfudbR6QP9DETpK/uhTUFCA0bHtT2BjbOWT8ksMPIjjoIEU6TbKg6NjGHL0xtggHNxYHuw35OiKPnsdujdnYuhRrXcPLBB9+lA88MBBffrIuPehh66nx244auXMVTO39b935rqZ62duPGrLURtm0iM50PM4ZP7rcHH2Ngp9wJ8zjjlmGEXZvqpDs5trT5sbilKL1U8TFDH0waKSEeyik518jhgpf1A+jsSeLrDoieHGqqhcrXmPOoGXhKHooKMROE3sabp7o1Jmf2LESzV5mqjMLD9l+lTLWAC5cOSHFx09en5TJBofSyue6hNDVfXBqBRVv3fXczGSCUUhdzVdFG4sikWao1UhWvLRZVrzjTx2+NDiimMrgD6HnD85GA0HZ9eHepxKCacyvEIUoM9eZaXoN3DdUScNCR7zh//c59h//s99+hx5+JGHH37vjH9Y9uRvKO7/m/0PH/CbAYMOGTiwPDhwyNEDWxvNwIF9KDT+ZeBAiIfp16q9cjSQ9SfmH1b9DYR7g/cGd0zbMW2INkRrmNYwbcvxW45v8EL5s+XPhmTYHt4eHjynbVg8ikP5nNYwmsIYCqtWc5gxZ8achi7DwuO7Cqu+47Bp9abV26dun7pxDodNXjiu9LjSMc9x2DF1x9Rtq92w+7vd3+1YzWHA917QORxGYdNzm54b870bhqzhMOn7Sd9v8cKmaZumNU9vnr5y1MpR66a6YfCMTBhwxoAzVmpuWEFhxmQO5dM4jF4zes3GMzaesWzKsikNP7jhsMmHTR56YiYMmJwJk47nsHDGwhmT1kxa8zscM6yRGuYsb7gYNjs4O1Q/tD7Cyyc5soapN80/Zk7sdznG0PRpwo3rp3LYMTkTtkzZMqVhesP0vlM5TNImafeOckPo9xRmhGZgQEP+YfDfQAjNDs3e8cOOHxroE/ox9GPfxr6NQ7xw2IbDNoyRYUPjhsbt7cKYtRwGRFrDYRSGUJixlkN5pDwyusvQ0GUYsovDsrXL1m6IbIhslGGTF8aUjiktf4nDcRRWrnXDwl0Ld927lsOyXW4Y3MRhCIWNvK25yw1b1nLYtGvTrtBuN+xYu2Ptbgo7du/YPdh0w46XM2HxDYtvOOwsN6y/Yf0N5SaH42QYQ2HjWRvPOuznw35e5oUdFEbPzIRmMxP6RjmsqF1Ru9BcaNbnaG/OacKNQ1/hUB7NhD6HHBpsM/30jRPLzGXmShn6HHJAiNdydN0/TvQ5pCxG0rqqbmJdSO5+FQWKijOTpsA44caG3zf8fp25zuxtpb2ttMtW2tISu2iM1PraNUBqdf5Mw+rQvHhIaz+QtQ5XmSGIhTyL7Nahr/Mw1/XQ1n7Yyj1Q8SDVfojKDE+ZgYUld8fhuW+sb2yAF3INz5tMDnsyPA+OucEdcFsGHIr/HUM0X/t1hmiuyXIZWodod+KeGaLblrX78fXAPRrQ24tCZZxwY8sgzSKjvaBoFQeZLs6diLtEq2jpLEa6Fh3txUJuQSCFQDsRkOn+mY7Lnaqj+FsWWxZb4YVc4q/vPRz2RPytjLnBFWhtxcJ/hwjka7+OCOSaHHI0h1YR6K4o91wEVmdteeo44cYWycjLVnfpmgkbW743trmyscs77ek7h/b3OqbXmWtjXnxd/eucbrZSbesita448slT5zSy56Nruq5Lkb3+O9ZJ7mfkqqWONdJdbrqrtcxvdwuk95PP5zJ3o8iNWQ5vNZpMDzomy019nOgQ+/TPRmuME0Yncop12Z+dGCem0t0u7iRlYnnGzs/sELXuYrcp5EinLUGiU8yd586p5VO0/Gsmz/rJUdK2Zelprf7yCs/nWdlqpsv6zKdaOr/EfKKbZnXWtm6OExSTecQ9e363ERtuKywvP7ZiaEnxkFWFZZXHlgwtHlFYMfzYsqHFIwsryo6tHFpSWlRcNkLeKCouL5Z3iooriuUtZQAKy0vkz8LySvn/plVFJcTIZOteL6yopF+chLxEVCPdNNddWlhcIp+78KFCSp7J199XVFwyki8Op0fKVEtmPFBUWioJyw8tPXb40JGVR5RUUG5KhpaW/bFk5Ihji0eMJNbiotLhFe6TSktGSM4jSsvLji0ePrSkjDJZVDyiTD6tqKSkVGbgUN6zrRxRVFpR7PKVl5ZyLiqLKoqHez9cnvKiEcPLZZJFI4rL3OyNKC3zrpRlroyocLlGVJbLH1sWFRbL+qwo9NIZMr+wrNirBZemcKQsbvmG26jOji0uGVoygl+CW/mVXh0e6hZs/f1HFFMZS0qHlo44orjY+7VpVSFvX1PJCr2CFVL5ZUmLS4u911de4b214ZXeleGl7kPcjesRhSWSdISXRklRiVt15SviRfR6S8qHlo7MvPxKt+ZKC4szz6t0y+K+puLtCw4d6SXuvtZCt2JHHvZgYaVsF5X2XvRCiktbf5e4dSdb03CZCv8scxvm9nWZZsH1VFxc7hWP8uz9kDeLN9xmjRPr7zNPF9bpYsYD9uliyCp7nEiNE+lxwqFZ6+nCf7pwc19GVTDCa2lupYxInS7SpwvndOEbL/zjRWC8oDwo8luV34HThXK62LRKPV1o44U+XhjjRWK8SI4X5nhhjRf2eJEaL9LjhTPee0ol5dZ94ekJglracFlhK+KFI90qo6yPcKu0jMhHUPWXee/erWluA1yyda9rpwudn22cLg5bWOg12S2LfBOEf4IYMj8wQSgThDpBbH+osNLtLSvi6UnCmcTklcVe5WkThD5BGBPEutcTE8T6+5MThDmBUrUmCHuCSPFPyqjD//sm0pd/oghMFMpEoU4U2kSxIq5PFAb/X1gsX3FlYqJIThTmRGFNFH3PLRwx0m2p93Ev58pdETcme3VRXlg20m0vbuGokPJFlvc9mzp75lVWuo2e2h93He6uFW4j8h9O7UE2jfJNq8wfICWQSzrclVbUE9yWOFI+kGqz1G0p3oNLdpzDHZKv+CeLdZcmThdjFnLX5IJsX0AJuk1++wJ7okhNFOmJYsvGwmK3Y1Ar9U0Sh5ZzwmVevy4rJAHDYjF0MYmXcrc1lVDPkkUpK604dgR3pbIKtzv4DsURxdzvhw8tLyO6CskrkyyvKCx1G8LCh5LUACcLymFgslAmix3n9OkPqqvSY0eSJGte5D9ZFFJ7l2KldHimW5fLR3EHKz62nC5t2Ui9X3bPEdsXBCYJ6hgkcEvcR9Kv0pGuoC93672wokQmf9iDzkR6IksBvl08WtrA9O3T4TO9b59b165de75rr4k+fdZeuLbfH1Z79pv9iGLipILzsfr4SX2I8F8n9Rnc5+g+//8AxnYtbFzDDLauYJClDCiSC2SUBULI0/9nXX9WlWfNdwZvySh/t6p610wroHiv1hq/PJyjq7LtqmizijQrRbN2cQf4hTsHZsKp2zmwovGS33E49V8K2saNR2488qajbzp6+D8UuPGzxZ8t/nSOG8ab483i0Wu7/Ezv2/FKu7d/a+btX7i2z2r37a/+Q5+O9dZVf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</script><script 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</script><script 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</script><script 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OwKiOfVgMI5tfbcTOBn6AAPyI0e4EdjJEJI4eglmaNjGlvZMY1kxXlU7AoIXQHxIzWgcF6tPT8TOAod4AG5jEd5wCiOMkIyR7+WOUqbZStLm8U4OnBU3B0QdgfEj9WAwgW19sJM4CjnUR6QK3iUL4jhKEfh6DcyR1+AMvqCVEZdR8X2gNAeED9RAwohtTY0EzgqfZQH5HYf3H0wip8ChZ8hmZ+7brOV3XUb4yfQKC51C0vdYkgNKHyi1n5ybfvorqNdRw8cP3BcYqE90B44cPrA6ZjbpMRx++jKR3nAWoouilzbozxgVV/no3zfv2q6Ywq7VMmcl+XMWbPAVrZmAcucur1iZo+Q2SOOqwGFcbV2fCYUdu+jPCDXB0zFcFSpcDQsc3Roqa3s0FJJJXOKAx5hwCN+qgYU0jTaNM0M4Cj4KA/Ihb7LA0YbWisc/Vbm6Pj1trLj10tldFSsCAgVAVGtARQ4jZabCRwNPcoDcqOP8qMxZeRSOPqdzNGzxFb2rLQ5oeqoaAkIloCo0QAKao1WPRM4Cj3KA3IZB3nA6O0WCke/lzkqhK66UOqq3UfFmoBQExB5DaCg0Wg1M4GjnIM8IFdwkC+I4ahT4egVmaMHbrWVPXAr42jcKQ56hEGPSDSAwiKNdtFM4Kj0IA/IVR7kK2M46lY4elXmqOEvbGUNf8E46j8q7gkIewLibRpAoVCjLZwJHNUe5AE510HeFcNRr8LRH2SONt5sK9t4M+OI3y4Oe4Rhj2jUAAomjdY0EzhqO8gDcp0H+c4YjvoUjl6TOfohyLofSrKu9YhYd1KoOylaNIBCuUZbPhM46j7IA3K9B/neGI6CCkcjMkf8jbYyXpoimH9czD4tZJ8WV2oAha9qtF+dCRz1HeQBueBBPhjD0ZDC0R9ljr4Fsu5bkqyznBMHLwiDF8TVGkChUqOtnAkcDR3kAbnRg/xoDEejCkevyxy9l2Erey+DcZR/RBw5IYycEKs0gMJqjXb11XCUbIWUJT5iViZi+iZi6iaaIGqdNHSQB8x4DJHLeYzPwStNwWMxwzGF7zdkvtWg6qslVb/9nLjnorDnoninBlCo0mirZkJJlj7GA3KVj/GVMRxlXJI5elPm6Ow8W9nZeYyj7GPieEAYD4hrNIDC1zTar80Ejmof4wE512O8K4ajHIWjtxT5AXWTl+qm/og4fkIYPyGu1QAK6zTadTOBo7bHeECu8zG+M4ajAoWjUZmjEp2trEQnScRjIn9K4E+Jd2sAhbs12rtnAkfdj/GAXO9jfG8MR6UKR2/LHM3LspXNy5KGzHvFih6hoke8VwMo3KvR3jsTOOp7jAfkgo/xwRiOKhWOxpR2NBvakbTUoN8u8l6B94rrNYBCrUZbOxM4GnqMB+RGH+NHYziqVTh6R5kcnGsrs8+VyuiI2H5SaD8p1mkABbdG654JHIUe4wG5jMd5wOhRlMLRuzJHGcttZRnLpTLaKw7vE4b3iV4NoHBUoz06EzjKeZwH5Aoe5wtiOGpTOHpP5qgNZF2bJOvqjogVJ4WKk+JxDaBwTKM9NhM4Kn2cB+QqH+crYzjqVDh6X+Yo/TpbWbq0BJK/VxzcJwzuE09oAIWARhuYCRzVPs4Dcq7HeVdsrXtY5ugDmaPHQdY9Lsm69iOi46TgOCme1AAKxzXa49dWV8rfm79XYmBw3+C+CZdxCaJ0pbbHecBOilz34zxgqEHTG8N3t1KSH8p8d2TbyjqypcWsI6L7pOA+KQY0gMIJjfbEzOa773EeMEiRG3qcB8zZqhmN4btX4fuczPd6KO/1UnlXHREtJwXLSfG0BlA4rdGengk1OASlCHxlHOIBo8eYCkfnZY6qQcpUS1JmvlMcdgvDbvGsBlA4o9GemQkc5RziAbmCQ3xBDEdBhaOPZI444IiTxy9OccQtjLjFJzWAwlmN9uxM4Kj0EA/IVR7iK2M4GlI4+ljm6HC1rexwtTSLu10c9wrjXjGoARSe12ifnwkc1R7iATnXId4Vw9GowtEFmaPPXW8r+5w0szF8TBw8JQyeEn+pARRe0GhfmAkctR3iAbnOQ3xnDEchhaOLikYlgkYlSjOEjeIet7DHLQ5qAIVBjXZwJnDUfYgH5HoP8b0xHGWMyxx9InN0AcroglRGY0+IXSeErhPirzSAwksa7UszgaO+QzwgFzzEB2M4ylE4Cskc/VOJreyfJIObfGhHHmHcI/5GAyj8RqP9zUzgaOgQD8iNHuJHYzgqUDi6JHP0fRjhf18a4e/ZK9b1CHU94ssaQOFljfblmcBR6BAPyGX08YDRo0eFo3GZoxdBs3hR0iwCx8T+U0L/KfG3GkDhVY321ZnAUU4fD8gV9PEFMRxVKhxdljm6D6T3fZL0rtsuWryCxSu+pgEU3tVo350JHJX28YBcZR9fGcNRrcLRpzJHb0EP+5bUwy49JuafEvJPiX/UAApvarRvXlvtr257nTwBaPFavBMu4xJEaX+1fTygiyLX1scDdvbx3TF8uyS+yzlVmsz4DwpsZT8okJrbR2L+JSH/kvi+BlB4X6N9fyYUZW8fD8j19fF9MSy1KSylKSzNgX5rjtRvDe4Vd/UIu3rEDzWAwmWN9vJMYCnYxwNyQ338UAxLnQpLnMKSdpatTCtZoeiPidmnhOxToooHFDhey/EzgKXRPh6QC/XxoRiWuhWW1ApLv+BtZb+QVhn27xUdPYKjR9TwgIKG12pmAksZh3lALucwDxg9klJY0igsVYIQqZSEyJ7tYodX6PCKhAcUCK8lM4GlgsM8IFd6mC+NYalPYYlXWHoMKt5jUsVr3S5WeYUqr3g9DyjcwGtvmAksVR7mAbnaw3xtDEtBhSWisHQ7KIG3S0pg/16xtUdo7REzeEAhg9dmzASWXId5QK7tMN8Ww9KQwtJ1CkuX59jKLs+R5i4+EvlLAn9JzOQBhSxemzUTWOo8zANy3Yf57hiWRhWWrldYmnWzrWyWtPQd2Cu29wjtPeJsHlD4HK/93ExgqfcwD8j1Heb7YlgKKSzdEBbiUEpaqZQG9oodPUJHj3gzDyjczGtvngksBQ/zgNzQYX4ohqWMyzJL6QpL6aDapkuqreO46DgtOE6LOTygkMNrc2YCS6OHeUAudJgPxbCUo7CUobA0lm4rG5MckR54XMw/JOQfEufzgMICXrtgJrCU0c8Dcjn9PGD0iEphaZbC0mmoeKeliqffJ470CCM9oo4HFHS8VjcTWCro5wG50n6+NIalUoWlTIWlaq2trFoyBQ+YxQGzMGAWRR5QuIXX3jITWKrs5wG52n6+NoalSoWlLIWlv5trK/s7aQFr+Lg4fFoYPi0u5AGFW3ntrTOBJVc/D8i19fNtMSzVKizdqLD0v6Gr/d+yZeNxse60UHdaLOABBT2v1c8Eljr7eUCuu5/vjmHJpbA0W2GpDUqpTSoli0tc2iwsbRaX8IBCIa8tnAks9fbzgFxfP98Xw1KbwtIchaUdf2Er2yHZzS11iRXNQkWzaOQBBQOvNcwEloL9PCA31M8PxbDUqbA0V2Hp5/NtZT+fL3W1x8WB08LAadHEAwp38No7ZgJLo/08IBfq50MxLHUrLP1FWCG6ExSiO6VSOi5aTguW0+JXeUBhC6/dMhNYyniCB+RynuABo8dLCks3KSxtgcHFFmlwUXFcXHpaWHpabOABhXpeWz8TWCp4ggfkSp/gS2NY6lNYylZY+leTrexfTZIQ/zfRvU9w7xO38oDCg7z2QcrSlTjNToEddF5NXVOzn/BtWCBkEUBu6f1Lo7c8jgpEYkGrsLCa2MpWS8bbB54Ql54Qlp4Qv80DCt/mtd/+07DQl0UAuZHvj3w/WtNWWPicwsLdhbayuwsZCyP/JrbuE1r3iQ/xgMJf8dq/+tOwEMwiQSyF/Uujt7pl5MgszFNYcN9gK3PfIE1iPSE6TgiOE+Lf8IDC3/Lav/3TsDCURQC50SwCGK1LK0zcrDBR9N+2sqL/Zi5nxteL4+sF+O3kAYVOXtvJowv5OmOWwziBiRp7q73OCExkbtFvcRjn0JTPzdhGvccfFOAumUegOqO+fHw95zBWbAz/qTPWGemdA//0reIBG+u3+3V+R9NWnYP67Inwo0CZNYiaVmOrkXMb3cZc6oavqMRQk5a9LA2SYqhRw69mYGOmZnBjZjrh3sODuL2er64Nu5FhW/MXy7E7/bpWv6NB1+D0Oepbmnayo0FotM7pOXoGHeBYikqKLiX1blOlOJ9APxZ2j65iRdWytfU+Z3OLlGSpHAW5HK3pth3SiCjtSv0OhD3ibPFSX+DihgQvhNBvyIIF4gKs2e3lWbWHNTEHj7SXSwePwEtDufojz8XPsco9Fy4mm2uvKa8pbwfguhsIIEQBOPGmvZwBx+6lp2y2ve7xNDbbHizXKMjV3kEUzC9X/9ieBnjxcxc/p8EfhLnpKlRSTqmlXM2Jk6s3TD1XZV/K4uZEb4ScoT+LfG37AVGQGy3XKJhavuZOc75Kruvj5Kv0Rij988jXggqNglzwKxoFU8vX+dMrBdxOf31cKSC9EGr/PHK19BdEQS6znkFqObogTo5+Yeo52szOyKOVtSnJS6HtzyNnXcfVCnLzqLeUos4hwjC1HP789OawXzqAPm4OR7wUev88crjzuFpBrrtco2BquauLk7tX7I8oIgOV49Yxf1uSvhaCfx453HdMrSAXPKZWMLUc/kKcHL556jncSo+1oNnbmPidMPrnkbd5i+VEh4YIQ24eHqJntGa8TBimls3i9KoMoN374qsM8huh4OU/iyyu/YpGQc71nEbB1PL1L5V8Ndp2GFm+LrsuKl/dTo9TX+/36x0PtPjs9S365qbWbU7PkgZo7EtYdrNMnhAKA0hlQQlhDAdUX/qSD96udbTUGuoW46W/1li3GHId7qNjaPb6W+LHEk3ptyciS+iD0g8xi9+chECoDNeCjg1ZYz1Ro99d9o4NdPRbsWWsx2C67nVWARa8Tsufu8nXseHOsR7tWI+xY8PysZ5FA1vwaEXz4gmJmIcnWBpNmuEvql/XBDaqX1dFl1KeMkx/OM1W9nAaG6ZX1IqDnwqA8G+BVtDiEN2yIcvyadZE522tdec3WDbQmQbL18cvWz6Fyvqe9oM7tm5hw/XS7LS5cM2p/xtu757EjWzs0QMynL8PIXM7ggXALcGABOf3nt/bcXfH3fn35d9ngQRl3pt57+57dt/DoS/a2HMIZDh/AWHEg5DpzfRWSDAgwf6e/T2dCwhg/+V+YM7yaRfAfoBrGHFSJqecEcnTchXpHVCOs5t4tF3ks8lpov/HPaYh4b8NzKtf2OM6zpjc5dja9jJRUDVrYTySzpcJQ9XcuO+7XyYMGVVbAuyMwO4IZE+gUUZE2fsySYRcLj3m2GLOMxRZ6UEPePhDkc1o1JtMbZ8neUaLEZ0TmotyzfSE4aI8Y4kBj+szmfNMJRabsUhvKoYrq81k1JtN+/tGb+F0JRABHmmLh9PRmLpf0OQZDCU2k0FvNna/rdZZzDZDsd5YUvslru9lEnyZDAFXnyejL5MQdKTDJGeYFAwTGlvpMKkcJhBD7TAZ+qVahwcBY5x9v1Tn/C9ueFsuRGXWGy3wLldKOLs0mfVmi6EiW6X68p6enp67l2Uzv8xxjqiQ4boH0xh65iH2VSNu3bJ1y0OmNMDAbYiGCohtuxRlSiGyOO62iPLAOfxhkk642rfV8zcv3ZzOU8GYrwjGezhb2T0cE4xVtfKYVTr/paVxhb2+0UG10mEiLBIWLfhL4S9RXlZsyMqxkgkCkx2bW7FBOTgXCOjZua7r2cSsqXQuXDJxmczt0FjtWG0NQMUGiKzyCwQwp1qNaCWA8R5NFiRu87ttcZjFISjwCOTm0SOzrXlGg9lmsujN5nnsWG6d1WAzF0PdzPgt0RlNtJYVarRqrfrtjrc7XNe7rp9wM2H6eHpOcKbnVhZL5XiLUo5dFltZl4WVY125WLqVCPS/ULrAKlinWmQ/+m64yG5LUmTYj2VvCMPYvQjD24e319ByaS1nQMsHO5GBCAh4EYYBpDKrVru2EgWlIpxaKExCygnDyK78E5GiP16HENkdJBT9pdsIYGUMlk7E2sTIdW5Su7YRx+G2baRzG+mG4B9wfV/khoO920gfPKOv+/8juI0MbSPZr45uI6FtJKORdM9V5zQSQ4VK9W2uRoWiad2DYXj1LQSsz293XG5OUxBrt6EinYZJlT5LAw2h7yBJl/9yXPCXRKrKX1Sqcn2mraw+k1XlmloRcl3A/7cLty8oEoqmWpXf7ghX5cWTKmsII/YRe7jmtG9HqDBVmJYC6Mv1rM4wXQmhf0v/lnDdqfFSMNWYqgAqNlZslKrLFQcIfzhZgvAdTVA4nmTx47uI+jtRQYlXjydXXlZP9EDsQEf6lb8lCqpm3RR+URvxIi6qZumiI3P9ltRSzF3MHrT9lnCW/9YZC22GEpTNJuiuzXpTScGNoAIUW2wGKygGo2d50AcMeGO05lrooffm3p0aXZERg1kMOjwdGES8UVcM8hzXlyz/3flb0v1bAvH0/pa0/1eewWhVIuv7LRl4SAd6iwE0mEJDRc2tqp7laUp3zzDcHo55jnmyl+GSGm0x5d967+aJL2nDmMWZV69ZVl5Rvqmias1XV61dvdX5wJ10dczTYPc10EMJbm+kfsDp9WoYsi10+r3rvPT227gAtsOxzlvjcW51OhoqHmhxwBC+4R65e7u91YNjNVx0owHSs7iC35HS35HK35Ha35Hbo8K7fkfafkfSr485N3jK534Yjdh9luRvdlnIULHc5hcqbf56ja3seg1r8yP3ibtOCYBLhaULviJ8BVt89oasAXdMgy9Qcdlyix9ScQNu2uLXPcjGZ3XfTJsL16zJpydp8tiaBpcjcNhS8k8iRF4iQd0ZBPq04wxChOCXG8W3WZWN8uZeBbkHGbXa6XH1/o4oyIVmQzUFfcJi0VutofXqPFNhoc1sRcXXVGhmVxqsJmQNgqE8F28iVIp07uHY8pnymSqonJuxnYxt7Np0YJOiK96aJh+v0pxrK2vOZYU0uEzc5RZa/UKVULWgUqhUzuJr/GI65DhcFqckZGVADcJyznIu857Me+Ty6HB2OMeOjR3TH9cfd7sQIqSnDKgXDF4YvNB/sf+iXGR1njrPyKmRU/mn80+3NiNMPSAmChMSTgQmKTKpWC/iJBXjxvjCcWHMkV/EWhTni9EiN/FIciLVJOPKhYuXrLVvdWA1DP2OrGNVtZ4u6SsvMn5P7oh9mvN7kjERIQIF8dB2mbLg94RhJHEOReWW6yziFxqKbeZCE9Q3Q+dckmcwF9uKCvVFxaVbNQtLQC6DYDYYizq3QQMxF7FXtxmKQM4bTPDCkFOvcX3MQzylvye95fxCGE/CU3hTQs9zN1mgXRXTdmXKpScOwRMTyHBsUmb4YCWkiEYB36v9PahLGtfvSdvv8Yj3mu9w3+7piRLnkYgK0vZHtj8iN0xD+aefv3yj/CQ93DpncWMbqzZ1QUOq2vy36VM7jecqT/GYllMz7M5wTUh6OCAS1vialrW2NF7JIYITjjyKDBPvPHMmUnGiOZ2/FseF/dV1b91EjwvDC3oQxZjvwhVOl+Oj5lbPTpSs8JRr9a9L9CL0e6KuuhOx8g5APG/Ccm7MB7Kj1T83zlESlnNhi8DBC+woiVnxyMZ8kYStfkNN6ZWeOjHmg0ha/a1+9hO+VdTAO5gMiWQr4xXCVbTprLQjsyY6ZiLOcWJT7baKaPMu5DiV9qEpj6kt1KzIZlTzhHZ5ixS9JDfNVpYrzRufXy82J2txQuUrRKgWqhd8Vfgq6iwHjmbtDmTFKcUDR8OFszvASpGpLOeWogUYVVh0KU0oDy5D2H90/9EDAJnLM5fvd+13Rczg7qLQFegK7Abo8nZ5h5uHmycnYFFiZFjwYz75E3j4CP0EC4G0WCla/XIMeDAJjSHeODjy/xdUt9bE9lINkVr/hByufYUAqmbdFv+1i76ORVcEcgMtOkMRVeUL8RA5Q7HeZAzdCt2RyWK0Ga16c2FwRK0zwdChUG80992lGWhpe4UMtHS+QtoWavKM5kI6QjBDmO5XCE749eyZ0DM0fhHhH25OA0TjweKJicQR7ysElCOmWhUoqtU5zlZ2TpqGG1smDo4LGWmccJdw14I1whpFt/qRTtKtqlPWrbCStC5HGHli5ImuuxH4I/yR+QAWAFRiEAaWM9h1ZNeRPY8j7D66+2g/ABerNrWeQOgAaN+HcODEgRODAJknM0+icoMw/ySDVoDsQwgdgY7AHoDpjzCcaEwwJrzqDEJylvEtPo/DcvgbGD9+p/UMQvIU4lt8HieF8ZtBsuYR/9kU1hDMUotyLsEefOgVEoULwy9HXyFXj1HRRz7kOpuJzlpET5405hroKY4m0NVKbMVWfUkhHbQXF+lLDLkGOv9q0hXB8AjXDHINdP61UFdkthWb9cXFuUb2IM9oMdksRdDX5JlAizTDiN6Us5LXGWEAZdSbraUrcfhvwsOmzabb8ChqAwz2QVPM+RIQWRgRBBh6lcCT3leJpDAW6kCDpOlciBMFJrPeYCrWQfroMwjQSwNAMOAp9ArJgNtXScGrpPZV4nqVlL5KKl9FfTJblb53kSqRSoki4/eDCP94EAHVSISalQxAufzSgxc+nfgyQsfUcKhdXhNVKM+U9g3uG9KpXHBFlaFaFef8n73Kjc1gsWTWjKvMHMjhH6ZKWPoHor5rLeKaOwFRndt9FPKM6wjA2xiFbti3W9YEHP6OQHx1DolqlVNkkQ6iSqDOJTMahzgYYkIZRlzFexs5qrxjcQzDlX8ggNzQHZqC85wOGrO1SF9sSqDxWbZxnIsQWcG6TVGwnOm2Mmc66/j2rxdrLgqA9wn3LfiJ8BNUouZvyKq6GG/iZ37ExE/VRTrxY3uETfXeVDIXLidfaMK+cf6G+RuyXdkuur5QdbHq4vzm+c1RN/BaIcMnypu4E6ObJ4ysq9iIBQc5rj/gYmnEg7Y/EBdFLtdKVzwNeeYSkFtmvcXiKuF1JiO77vwD6f4DMZQXoriwPWJ7xFBuwj8RU0FZ06pTU9FqGtv4yl9Mbdga0VKkbJAPQ/ThvKQPmce5yQpPi7PFSYdzSc4/TTmK6Rryxv1gRLnFP4ixybG1hQ2ClYX2FY32FjxBGxLp25ls2Nzsc7idre4l1exvFTy7kiH0CukiRXIlfeU++9YE3CQMU9HgRGPQlM6xrPY2TcKCTLkWnvu9PkeDlM0YatcmXLFue1Yjact6RVtOr7WVpddKE5HLxfyTQscZYb2wfkGX0KUoy2SNpCyXTaIsxzPK2b9+//oKAPdy9/Jx57hTtkMZpLD/2P5jmfsy93GJ7GRqLtZcrEzXAOZ78j2DALLFySCFPaf2nAr0BHquPoJEiZMZyPRn+pMwkCjm8Pe7/F3+JN+Pr6JONlWZuhr77xOkaXIZMPQHwlA1qzrVMKN/IAoq4b+9eJJQoT+QzYsTvMt4LTq6oYhvxL7iRvcTncFqshXpjSXMRqa4OM9kpYYtZgud0SwxoDpqMOpNRUw/hQc4fi3CZasSK1qlmEqCP1DnGUrgqQXIdAaD1WbRG4uG7lHjGeJWvbHY8UAu6L8lepMh2K7WFVnoslcRfD7nNVLwGil9jVS+RmpfI67XSNtrpPM1AjF209/e10CX5VUq1c96ehYltmu5qeSmktfUr6lf2P/CflBdb/z0W/IT0FQbtjlaovNqmf+OFnfTvfEzEsKMvkZCr5H0BdzYxoJnNZUWwm+6Yc5V90mf3Qni0zIBe3XCPuH0airCfkWYo3Veb1OLs/lKe4tUg8odATso2dGwYkJeptCDRHQcqh8uXRpn8W2KWsZ0ahb21pbGJThBvgKngOPzRTe1LWluhNsl1fi7wp6wF5USvWwL1P1lDf5kOoNM2trg9E5CssPeYk9UVSQa1GwqcLw3ORlUvlb3aru/JaKEkodY46NHTzvrXQlrrERd7mhytFA1KwXWGbGUilTovROO7U5CWeHe4mhomKC8JCZe6WyajKK1qQmX2dc5WyYjpQd1I/+rPFsnKdY7vS2NoLit9LZ6GpJTspxfC9mFB72vgkHFZPSe1HO12ueE+uVILc3VPu9WyK6UCaG9tExCubZF4i6VKrPO2+ysX9FIZVcysp3NkLM4/mpNdNC6RHmPY4ssihITTXngscxX3+jckajKhOkoW5NSXdEwhgbzO+yQgiWr4XotvbzL4YcB6KSfk8Ld5aiHZ9Cxt9jrWxJlpBSA7Uhbsla6mLy7iB8ORzNS3bmicFItSi2RW71NDViecuCV7B5HeVMKv7bR7qOF0gSFklIMLfd7V9qV8OvwrsKDS2WJJMGkwde6nM3NGAPqFsmGtstaoDQbl3uhtftboCebdAkZSNf5oDgnJSx32pu82xIVASW503G/VJ0mjQ3Eo3Ors55K+6RxTutaeOTg/yvOrS3yBECqYST6lQ4QPT5HElGdJNSVfmzS2YnIMIp8prernW5ny10ONElrSBqFo8Fpv9vpuB90ybVUCibpAiRFkGo21U32nZOpuUwPkLu3FHouKdwdDpxBhs7OM1lPLwWQiFbbPdtaU/uEHCJxu5YI7/RWhU0hUlHpoVXBwMFtT9j3X+UwQ0rOKk9z6yRJv4pBghLU6Wlyehysd/EvWW73S9fJvyyPCVbR0Gwr2ST5Fw6yw+usn6S84wxFUiZGMQU9PAxXWq8oXJWjJZEOPuXJOKRc05xE7U1h8m7yUKAKVSchxsbCPFFgL7dE7u6WNfmgGSacTE0QijX5KwwEnUeCEJLLAaB01Lu8CSu8z7mtsUUZdsAYwZdMBDBqzHupXielg5YMmUdTUUUvy53++lbqU+fKwtERRIIgrc4l6+xb8GXXpsCmkU3nN6ma2q9T2u09Tk+D9/61zm9gzkaNrOMTTfMMfViXT9YVQdPaiqoL1QSg4ScUaROUXqiey5qbV/pgHJZAJkX0UVXh67VNzobJpHIV/bPC29TqnqSJMUrW86TWrLB3xabLBnG0w02o5bEqcRf+hhODK8qqpsHrqY1NfZOzeYvX7muILeGY99NcuClOMYBkBg4nH1Sx2o4TCx4o0kmGaakNEqNyPkKET1rVJoZUJhC9zTuZ4PXHr3MJ2jDLgyQqUtJwE/IiyugSJIDsZCkxRYRVZhcaI8yaRmMEGahRggxz8kyf/8ulR9O38dXqnTd8zIwUIp9QY4W6M3vOzV/cdW7pkTf/B9ssSDUW126X4Kzimh0OHyjBE0wTOs4MXsxfHLiYffLZqwxfO0LU6xt//PddD8t/uur//sc/+qH0By0exp1oED9/8fzFS49wgx40cs9fnL84+2Q8g9ZxZ4SdqiehQSvGGUnYcYZZQFwBaVZ80vmLJxLnLzbUtF05+exE5JAHUQGyTxpqQpL1Bv6T/lArDvyn/EnqApDtRpF2okh/Jj6caL4B5d7sdTbheIr9dY0QQK6glOQZTWzfiSnPZLKwqzlzkpkGK5/hlO9yyjfpF8vp+ptUpZY3eetd3fCxUocmz2Rgn7Ak/wTWHw7rDfsJ3yqfWLgYR5U07j6Iu83M7LnMeotxzpxkLkQwrq5zXedofIGLgYvhi9hXUSuV5sWRjWRohDDkqLmGxWYx6K3GoTs0aA5jtugt1jlzspKkZOmRSOCyT0ZC9G1y4sgdqJHrqg2LE7XqjD+SKOTmoUWeuUhnNqOZm8WYBxfFRXpDYaHObGGPdGYr3RBtxQurUV9k0VlKcMnRCLzOlVfsZMufyP/JX3Jc50ENx903PXukqQlfERqF/6+rM4Ux031rBojpx1lGi2xq/uMsaq9jMrHnuCO7sEjNE3LddddTU4XFin3TB9fZyj64jpkq7FkvVvkEwFqhdsE6YR3aN2VuyOp4OMZIvL83c4Pi4rTjYebkdOt9zEo860shzXw7j7fMxmnLFe20irfzquKeinsyj2QeyQYYbxxvxBrGdsQNLsez289vL0jXRGL/8f7j7a52V+aGzA3DruF4G7Pi7beqAAicCJwYANjj3uPGqpsvAR4MP+5tS9dEYv/p/tMdzQAPdzyc//X8r39236G5gXmRlH/kPV7mIaBYTC3zWFIxoUkThwmLxxkCit/UOEu0Pz21bWaphLsyByfsX3WE3b8yqBj6I1FQNUuMeT/6RwKomhv7JvRHouBoDA4lwFhKBUMTMREZN9CSayyymfVGU67FSP/W1qIjEQu95r+pM2FnC5dwYWZ0aPFhMJnzDCY0gzYYChfijmaDAR4acoG6WG8EkVxsM5bozcVtCzW5FhMNOHSO1+GmOLzO+A+NrhhojXqjITRbk1vCSAZaMl4nAy05rxNIRcHrJHAg18RSEjgw+jppW8iDhDPSUPw3S18nlUD4OnHBm9dJ5+ukG0k0va8T+FQfvYYPMnL4YPB1umGupmbZvh5ub0/PT7gk2+aSbafLm5sGyHa5kjUg1wANNZ9++vqnn/6fNPaSPcy6ntu8YvWq6uVrlt1VvmnVuoqqTWtrqqvX3LWuonw1Dp7QmmSdd4VcC6rx2So3rp6FH1JCXE2LeJZ+PZfzBil4g5S+QSrfQAcF0f6Kp77zmVrrVG2SjNiWKD3DQ9AzPCT1DAP3ivu9AuAmYdOCzcJm7Bny/Vn7/fG2D+X7wyrlfn/E9qEs17/Lu4cWTmL2KgMKeDQNw51D6BkDXQm4j7mPKSaxMqDkRBMw3CCEXjHQiUDdqbpTirlsSoTUoZMUPYpHvMcdRTGfxhjkUCja8B53FsXEmKq8SiCT1i2OZ73jeoN8kxmQJTTwaXuDMPyXCXu+kwXpfIO4IvDexXG/3f0GYdgWgVwu3UCPmxyg/ZkK9ZbCvhfVecZiW0kxSAxrrgF9oVlL8kxWA/WHVNzdpM4zlYBmZtKbTb1vkL43CNXurMV5hkIzOiyyGlCAWOg+2SJL6FY+r6jEVgzRFRZD3ME3yNAbZPQN6hhkvaon0swLWynb4oS+PtCJARp73SjfQCttWnVndc26TStq1q5bU8V8GmxaW7G6YsW6NXdVb2l1NkXa92CjVS28aaUP7tH0a+cd2xwtEe9x7hAaaOWbpPZN4nqTtL1J0rO4Eq7c0YxLQ576nbqFjXYfjGJ3RjZGnWOHvak1YUuVXOlYjWMbz35lus2c6dxguROkh1+azEnZ8Cg26DWYV7uWNjkRJZcK+TTbzlyBQUyKxh3KjLBsmiZbGaQQRJpHZPmwZgvk4A5mNJDU8KLC3dyykxZRgpRdpbHFldkyJJjnvjJqOjfqSThNHz/QSq83ic1iRBi57Wxr9Pon2GxNFk4uJ/rRap+3OUHZTHUF+IqXaZm1BGoddOI52YJ+VEhaK1dA/dzmTbzXIF6YpI00OsSECp1iGCWX6eJwhHhIntlK32hvqm9tAsbYWgirFOt8do9/q9fnTh7HVVuVRrf5mbL6K6/yTCF9V7JAlCAos53w+uT7FEOj5eHd0AdPYsihLCu3pFDLZOIriDemYi1r2oK94U62kpt6BLFddQph5cawphWq8R3UpVOiHoGt2qzwOSCNycQ6o0NTthiqCAknmQtAktFmoMFO7QbQQQku9+1Ws/FzuH2wFSJfonW/eIQzxOI9qbyRhmGFyjDsl/NsZb+cJznAXC8G3AIgDMEW3CfcRyfotmeNeOINwzK3h4dhI55ILw7/R1S8OPSrr2pu7mogkb/hawvDTww/MdA40DgIUHOu5hxuvnfc47jHfc59ruJIxZFsZ7bTfcR9ZHj58HLcXLXnyJ4j+Ufzj6LTX8deBm6A7O0yjJxH2L139975H83/yLHdsb1DAfR+V2FqX96+vGt71/aBexlUHas6NrY9FnB02QqAI0wZdh/bfewAhYEIsHxs+Xjw2ETI3pe9b+TYyLG2Wp5habomLubvQ7C4LK6lAHUX6i6kMGt5NZDIU/O1hfYT7Seq3FXuGoD5F+dfRK8I/Sf6T+y6uOui/qT+5KB70F1zsuYk7+E9uIlt18ldJzMDmQH0w5zdw2A+wJhHhooQQk1PTU97qD201LvUW6cAOi6sMbm9bm8rwH4JLKcsp8a8sYDTAw4AnCKQoetU16n9FAIRcODSgUsDp6KgZ6Bn+NTwqco6nmFnuiYuDvcgLG1e2lwBUPNpzaf/v6T/nylpWcqhREtVisXKrq7tuyfKHUlsoOyUZaYs+xLLtEiJxqTZ1KQXE10oslKV41SWA+10yHGU2zNbjsutAGt8qrU8tm63ersm1Eu5WmHbktuU3DYS1/nIGs9q+9RqN6vaWKVTbecISDsd7Rzb9Qxv50lXweJ7zY33ZCJMvr4WS5/Iz3SieKPfpu5MMpXUxeM7PhfxHB8l5zT6XXyO4sWQjP94KZnKWuWf97+c7/EKNkasQUSNZvveJD+Mu/c+ii74JmH4vUlJh94ksRicPoyMNpJLYKXvmn00Cf6T4hE7eb6Mvkkmxf+U16NSWTQITeQ/ObLcYRiZevY2Uf6mkpup5zjjMfI6Ej+b0poUUykmhpGMhyhyYw+iSzKTQW8yjz+Khmoms95UlN2iMxjpwSaFAy25JTZjsd5koAYDFjwKxVTCvD0UFeUZzEYMYikOraeuyyEmq0FXbMTVPkthnqHQgKeiWI2hzWqdsQSXCE2SZYHZgE4laGTGYvQDYckzIoVRb7HmGU1m9JluLMrFxUFDIXVxZizRW4rwwlqoLzaiNRWNLtBGE1uiN8Ezk81UpDcX6gxmm9mE5mCY4hK92ThURx0oUk50JitjQ2e0Moapw+tiiNaksxhx5dFSvNBishkKTfBxK57VYrXqrSULLehfHRJkMOEKJf0CpNAIqS8JzqPmdUYjHsSyXo0OHel1zb/kFpmpnwvIa0yzUW+yjD2aW4RuMoyFS+/PhWyDVBUOB3OlIIG2XBMrE8gqmvpcakFoLsq1Us9wFjzbhWZdic1q0lut8LfIpC+y4tEwRRZ9UTFeFFv0xcVjB9BfEzwrKdSZDdIFLT2D2awrLkSrOfQgZ7CZDXqzOc9so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</script><script 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yUaw56gORFuWpMYEaO5e9Jl0jGcGsQCEg9DSUhvkNMokFSCLjEBpFdniRFAgR0UPubEYTKXj9yAD8e2k6NOxv+VKrSYRe8LFLbOi1MUmUXVuLJiK+Zkl2LSy2oVz0EpLbLaS11Av5UZ72WLrOV28Fvso21FZich15yxeyh8MqcTnwFrs5Ki4eFGhoMHeBkuwHDtDNfFcL0MB29SwXBQTpThRtsGGA7yjkBCgH+lPAzhdWeJ4rkao672uSPiKJwDY0uVv1WySRzaJ37KthZfa1t9S9uteLs2JBlLV+wWL8WZJuAlGG5pPhq5jVFYPhO1WNu3wsj2lrNxLvMnlOHKn+1y+yWlg+odQlcvy8NPOI4A+J8h/c/IgFV7MI9JVTvAo2+tWomIUSsd5Hd4s2fFTk4eovDcX3uw9uBo42hj7oe5H6aIkOD5nuln+kfDo+HuS92XZk6QXGTKI5JzpJQwDzJCQ4JzSyRU5bs3HMFsIV0OdJ0bNaMMOMqRIa8xh9OpwEDASEAMQUe+VmS1ku0bp3cLXWSxiH7PHhYLcljtJnvp5OfJegYHH/laRQ4H6Tw5HKTw5nCTnw/kcFiYo1/jzHn1JEijkScZ780ykVukNKxHclzuR3Kk06e3C+3fZnn4CacRAH8C6U+QhjW5I6/ylLYA7+SOhA3nU5KR8nCLOKubVueDV2peN83y2Fa1O9x4uHH0g9EPzu04t2Oscayx0lpprT5efXxyB7iDkwexBgdKNzX1hfvCNZdqLg2Hh8Nj4GqsNVbTKdOpSnBYxhdraiwss/x6+NXIa0mvNKvXlp+AS8cly6XO6snzFV2c1dz0cGqnkIQJW8NNsKprbYe2n29LH9+Vw6mhPQW6ZgHq9Ej3IxomBiwBYC+tPFwEq2PpLCtMt5bZ8QGGJE4XorANd9x37MGniHEmLDzlMJxgihyiVkY5lNWbw1UejuZwAzkc3hu1OiAJ+EdyuEKzQyzR7hRLgRLHc7iJ6Zwikdy3O4NPTUBfPsHEoPdVZf3nL25KN0+8+cc3/3g8dDwUbgm3YGtNv7hJHZLHoc3w5ZTxQv56WTcsEyW5cey2hpZwW1uTRizQ/x6W87JcgOXaWQ5uxU5u3MsGGuWu/kmlq3fQLneHJBrduV3o+rMcHn7CywiAP470xxfW1fNDN2TPsq9rUbsVv6IAtLoN6TI7zjSeaezejp2mrKLnVxSAVsepJN3mTPhMGAY2ERahhMTXxa+KX3AOSCQ+Dj8KP2BuLzHXbq/2zTgEfD51CKjyteADdCSVLZYTISvfkjZRL8upoUsFvbOD29ekFBplOQA0+FyhA/PgrGXRX1P4MFsz0Iw23wPYcBkJLjTbiOmHorIyoilWHv05Q6Ql7CabefC5ASjm19QIy/keGGe5WAfj+9YE/Ge5ijYmtoIpNJvF3NZSMUeR1Uxklm1QjI7jAkDYwgPKgTbFNibwfzwTP93/dNaqLG36Ud33wy2m1djhUWFZjlZMwhES3n+nDA1sxZ+znj/Hm4NS5xaUzm0HAtEuEYhH6oSBe2gefsIvEQD/MtK/TDp3QWPeOc1NltzGgka1Xuq5BIbVb36bNxsNHLlbF0Bhytm8uGudg/KUc3gTAuSkShY5RkmRYep6JHHh5G+tbiKckA0hvOWIeSEBqKYUQB4j2egvM1kcnuVssQ3ai81uctggvJ3jIKiLw0RVfyLTZaNG+VjBi1skRiQ5jNk5/oFct/9Dqdui5S530XKxblfUCbuC/K6gMI4A+HGkHyc1u8ufZ9es2Z6ju1TbZx1D9oTts33r48R/phNk1CM21uDAdaUop8gjKNbEwHWmKJloRqizJxSlTpWQY5ZUTOK5AFXh3RFcWQMcJ8LtqXEjcpwIIwRQl5VehcU3SontlkIrOfTHXuzAh8VYyfnJmD6wWVZbnDb5PHDIM85xExwX4zjdEs6wBDegp5OIcjVBrkePL6IdWKLCai1dxy6WecbbJEnnGc0yygkXeS9dMdSwrq2tfncD/kjE8N8G+GBkw/+bg6jB19SM7Q7ukWpTss024yunyfeRK6zJJr5GXsnpvZnVOdmsph/kqKQD9vjr66BONobr92xuCe9r8bVqqOLOmH5Rj8ybmwi8tuCHZDFtFpkScQOcmltVYnnpZUE2N4TbZilQnyg2MnN6JWlc7adYUfv55TKX+5fLpLXzOmFXlM99Vvg9AuB/g/S/iR8R8Fd+5YiA2VpL1j6Je0XdijoiH3ts9NjZybOTWKlmRWCMmDE4e1zR/knPs8XyT7uCu4JYYvbI8JHh6lh1DCvZlDSPErMFZ04p2kALLiTzixLhq5nRyfwMLLQ1izfRpoNn0gFMvM6Knfv9VJpZs58GlnBZy27KnKZ9CReYCdpVoA6ZMSOK/pgqtJa5HDBrTBxhCvEBzuBt/5HEobWW3oCnvbLyQruN3BY6HOJ/ch4DhNvEzIX2UvJ/5J6cQoeU1CmW4OXYQnxqAz7x5ifMwH4Kntm1hIPH9cJL/oiKLuEGlnAjS7hxCFzCxZZwuqUclGNYyhmXSpzZv5wtYxZL1AExA4AtJUxdocQbld5SHraz6CFydRWTbPlCDCWQQWtjWLJbm1bSTEnxEU4tnxbPq/5o9H8e11WL+j/YQ/R/zkR7LqDcZ89dIRf69+gMEi+/QWPiBeu0jB47E0VHhnPTHMg8eky91DgynOFAZlJSQuLc+diGPBOFYnKfzX1WvMRvFTLSRpaZtSH/fRHfhj1erPFZzhRZRMEPWxqtkpG/pBH63KIY28ZMLHOZrEhSotD++de53PnXiXNMz3ah4xDfcUh4FQHw/4b0/0Zof19jXmXqpmsm5SGyqnvyp7MSqMWzER6osSInmRjwgIsVNBNvcLSSDIcoMZoke1XiIV5AVXQt5W5YQ3y9S7kuAmjEyazCIjelVrxXpLuWxSYVbRaTzQExURgkakvFAUHu+lbRk2ANfVEJbXLigsOzhBPt+foX5QTAjf5QYMaz/+REH+VgkvXVmhx5/tnajA+OmeEsG3gvjfT/jWlQQvDNRRD5T0F8VtzMeq9go8AGJ6uofHruUO0UrlQGjGOsy32MFQeMwTqBucwzl4XXEAD/CtK/QgaM0WN5R4a12UBpxmYyYBQ+kTdb7q42IYtJWKz0JdN8o8c6D3YelGm+FPI1N4XqJOpfEq13ZNjeb++Xab0UsnXOmdO/FCZVZ3jt9OViEnWGJ2tLFmRm4M56J0eWEkjpqLGl3DbNCJ2OUwASJUFqrDpEMwvy1NFYIQZvnVgnzlHFZquZGFk2F1vMZS57uanMVkgEAuyWYot4Jm+Zpf0QTaQsSS683y/a1C4Tt2CsgXewqS8pumsDU2xxlilPKCqXUsGTDToOQow6rkLHeXScV8dByQG46rguHQfF9OowsVmQlZX2DI5kQhOrvJmrrnzx8s1Jym85KFbBJohPfUpZLT62w+V+bId0otx6IXKSj7wsvIkA+FeR/tW4jYjXx+TFYuGs91CwZRWZkZbElSsgVlJkZloSZy4lMrGgpGIT0yblzCQjk9JKb0+Y/onmxIiOE+GmpIhxHTcux4kwLgPyenJWYQPahFdnxwaTsDRnscNGzL05HKItdqtjtaW83GU2QyqzfbUVS/uKfsg/AU0WGu4yzrCMMy7jKpZh1t3DqaYRlstVvG3bhk133r311i3V1ZvurttQte32u2s+t/GRug3gWbd93bZ1W+7WTAGZbyRrkCUcUA4Tv8sZX8pNLOVEphAM8Qs20rQuk8ZPmlQfrQ5M1hfWofURXBrM4BneSZ3mo+bDYdv6TtYLa85X5CMYEAcdVredhSkVFlI5i7iQkpZSeDFl/Oy1SzYyZDklesmCqublAV/OD1CSwYJ76+/1NckWC7DOqz+0x/dAJpMFMlPz/vr9vr3hFswkRZGXB/bmPDvnHL3LOPpN9I3st5H871XUlX1G/ocXeLV+PCfCeIBnN61FXs/R2oRdB1Mo7SIPJ4WyEhJHXhYXeXNMjteEeFEorgqzxF9ehkE0tyG3YRc4jA0UWttU23QYHMYqknKbOXHigPfJrAJlrOvtz1EgKgOa+D010J+ju5YegYhxZrw/Z6I/Z/nyTMaqpQdLD5T+JQbKT8+WRtmUWo4u4wBQ+4+oYhs2iG81OZxFNosNS9E5pWUujWIjObpf5NBoT826HXdX12zedufddeu2V992x5aauzffsWHTtq3OFmJWqk4qNj8HeZZx3mWcOvf4Mm5iGQdF3pe6AtuEO+zcj0zAZ22UlUEl57DiSnmVQvg6KJfbIZ3YOr1dqLnM11wWLiMA/gLSXyCEb9/xvB5N4YbJxr7j8TY1He45pSZ8s+MC+zNZa9Lm3mIp1u7j3ceZABPIBdd3HDvTCdMJlJ7RiiVVO051nMptzm0uANdzCruS0yWn55cp/tDk18nwevH8ySVneNLsiNk5iMtWKUTs1oCvydcWDulyOQBnYqAhlxNBlwLpwpMSoOj1LNAKWC/ICet8R7G1VLRFWzZiYIlKECYrysXT4KzOVbbSMle5E2gPBz4L0mZ2lVlMzlJjRU5RmVlMyuwhR8IRvzeXCwB05LTncpCmK5dj9vTmcvBMYy5XkcvBMzy5mBjN1qJFU2VQ1ZoAhu8xIuHZWy3vIH86LvpzjcvdcY1kTfy4cG6YPzcsmCgAfi2lX3t1RfejTQwAGmhiRlJE98cV0f0bFWS+9S8u97f+RbIG2yhUh/nqsGClAPj7KP19VxeZ8SYGAE00MbEUZCYUZIwKMs8il/tZyXzq4e3CgSh/ICrYKAC+lNKXUkRqozWvT/NwjF2NBerDMcJ9CYd0DmRlz2rYSh6ssI3sYGPHetFhISYsfzvWqBZlShGaxDawq8NByWHBJSyTO5YgvjS/TOLrxF9BvC9oFV2a1xNLjpcm3ve1ii7Nk5JFpNTXdOvwjMPWVxMFVPaGd0fIsXiYQyzJkkSh++dyWfnOTIkGcjkFolowMBOg3KeKrGRnx+IocpQ5sPC8c+IGGotGmbHoQPRpqtBmI8HFZiAMSGDuUyO53HguV/39IrPDgS1j2Ios5WKqIqtNLAXnlEqGAifgfZ6mYjCk5nHRtWwhLPulR3nzsKwk685KHseePyG6JFnJL7qzEmQl1cLMiyRuYzfHOWirlS5py3a5bZIoVcd24T9nlFGQaazmFl9zfYvvtnDLFt8+IHOwzZf2PE5wUQC8ndLbqYUJU//dL1QClpnEdZQTdj8Y/UDuE1j2UOmBWLpQbvdYpjB9BC4CZ00pCqfEKVJzpJnnP5lVyyT2D6z5ku7jdeVxmQENPoePWsYHrFk7n8OiuRYLTMmDz/XmcSO/poocpUSqyxz8MTGWZDZZyjqfi+JGWLpMbnrx5nbzMlVDuyX5ZfBMlMctzZLaiklpKyUwfJdIw3dwu2D8F4qHn3ArBt5N6d2kxiuteTVW7RqvtKprvMYq1fjxkFjjQ7fkg3eW1q9x9chy5qRCcbXIsuOpAThZQhYcmpAiWclJNdjtUYa2uMmdYNj/kG/PRB6XCqi6vcjpJFrZjs6fEflsC9b0sRAda6t9/B62uj2GK+eYXC/YmatOyt6E/l+xIWf8t3LPXaPURjbURrZ00E7leWH6Aj99QbidAuBvpfS3EsrA3po3qDmZTjfYVZPpgeDgHM/OsrdC/sHWQekSv1W+XMU+FgD13kB79iUf8mT4jkwbrFXQWcu63GslVn5ku5Ab5XOjwiYKgP8spf8saVorWvMOpKENViTQBgcSjn3L7p+V2J+KwdhYK828R9YdWaeayU1hkzS7doNLHxEvIO5b0QrvGE8X9x1oPdCqwRbXnHIfiCsA+1phiG717/fdHt7vaxEtfBqv4TIDyn2mqKycsIvLC+1YusFRtgoIepsLlgBl5aVmsxUr+JeZzFZn7jMV13CeazjvNVzgGi73GbIisGFVX3PV65RK0Nf7pvcjU9S1kfMqrBO/SzRJVqq0m7MGl/usQTpf4LhgP8XbTwn1FAC/i9LvIt1gfjTlLLoBJsoQJrLES/xWqbqJRhYAGe9lY43J3aAiIC9ezNKJU3m/4Fwrf8GJZ04Nbl35uf+2Z05t8z3QBjNKkNg9EA+e0nWzwh5qJcCfY8AHT8X+gs2HYC2mWkkrRMbr5nArpEt37BSk3ATRevhZwL8e/qc/dsqiNJ2/B9rn7yXa58B24V9nTfu0wgqcbLISQ3fXcMJeCoCvp/T1C1nDPPZA9qxEz5NXLih5gZEaEGyMO9JKq8Nxp7RY9cDzyawN8WFn45pU3Aeu4VIBiQfMOMzFWK0V09WWYqfdJvpGruHGr+EmruFENSZIZHYSQwN4RHHG6WPcS3b4W7fKT9oQwoPEhlBzBMugG66N0yZWpS4vQF1ekI5eHPxAqLzEV14SWigAPkjpg2QYmN/0MRszUnhoJ8M4ucRvlWFgIMACoIE7ckYCycOAaZ+EjU3BhoG5nZHm9oIPhEiMj8SECAXAt1D6lqu76tcFGQBkCDLGYIr1AWVmt8dndkBmrYRM7gdCMMYHY8J+CoBvpfStVxeZiiADgDxBxpuCTExBxqEgYwZkzBIykfNC3xTfNyXcTwHwbZS+7eoiEwgyAKg9yHSlIBNVkClTkJmETjMpdZpd54WOKb5jSniAAuAjlD5ydZHpDTIAKBpkBlKQ6VWQcca1xqFm/PIpoZNCbYyvjQkPUgD8fkq//+oiMxJkANB4kJlIbWYKp6xcQeY6QOY6CRnTB0J3jO+OCQ9RAPz9lP7+q4tMLMgAIF2IMYRSeJhKzbgUZAoBmUIJmZ5JYfIiP3lRaKcA+Aco/QNXFxljiAFAFSHGkwGZivjx1ICMUUKG+UDwxXhfTPg8BcA/SOkfvLrIeEMMAAqEmPYUZOKj2U0KMitgAFghDQBdOxnBcxfDw0/4AgXAf57Sf35h+OSgFdd25vbk5mXal8R4xB3BKO6SbzMnltfvyebjukJMKqDeEBMNMQMhZiTEjIeYiRATS/lquu/KX61S+Wort7rcK7eKX602IOxq5nc1C1+iAPgvUvovkk9WE8irbdb8ZDUB1SerbZ5bE6gJQPba5tpm8RK/jc/OYQYAlfzcEE7GxaDg4lZwma5yuaerRFyqA0JNM1/TLHyFAuC/S+m/e3VxMYYZAFQRZjwpyBgVZG5WkDkIffOgxKBi6gTvUpqHn/AIBcA/TOkfJtR5rT/PlEZ7MM0+Pkblz7wKbT6TpJK8Kao+ASrhcCtZFEk+zSnhoCrNSPnAKVlOKaFY+fAoWU4pIacWRz8tP/+uOJ2/z9e2lex6481r47WcCN9cs0YWVK1v2d2gnbpCTq2GCgIIW8txiirLNswkw9YBy8mxSTik6/9QxVazXTTmDkk912KjNl5yDVzLQXT7tXjL8OnE/UJ5g9CW8Br4fN5rF1FftbysQmHD3aJIumVDB8quEttc33qh+xA/GRUepwD4LkrfRSmSbv9wiyjpRqPK5dXLl85Gt3jy6OTRBBG3M0NnhhLE2pQAOamSRY5RUmSo/HsSBNQ2t4T3+pt8WFMwei0Rm0yNGLiWixIYIIC6XDmYVYNVRm3jd7DF1nLJVhxEjFzLQdD4tclqxip1FRsWFQu42S43205EzSfK2Ojn2IkLrCgw1ktkxrxX2JFXckSRJoOTHVdEmkR5pqWcdy9rdEoaItyiCjYpok1YuOn1G+uQ47q/pIh4k3xDBJyGo33nJ585/v//oTGqppBw/MtkdHSq59DP5pctdi1HP059jeqivk7FPV1UJ/UY3CgeLJM1eXQ4ih0088kodlosJNPByaNqY8pnhtLKZeGkw9HExJPRtHJZi5iciHEROS5JkItIcomDRGY9H4I/xl28xG+V3n2PSjWPiO63bm7x4VrWLYeRuIPBG5YWIgq1sOc418g1S55ihNIn/o4uNjvKXTabye5YvjzTlrxYk3NzSKz1ubn5ZfrTvV4i9To7N8O5b+l6nGc5t1iARHF1W1kxVhjCO5QOcuKhucxkdYLPQXxW0YiwlRj7xaxBCMM+K/bhMHyqRBkxY4yPpraYbM5V2FdWZjKXYkYhBNrIQ8ql81zA58Smh8usxZZSMz4QyWrzvkLBjdXlsJrKS8Fnx8E2nKBMtJe0CvvK7FCmBQLL5WizlfjMxRaLmRy7VEZ8tnIitm8pU8LK5DCrOeUIphSlOVXAocXbEbHY8LaNBRttKIMl6mUGH850rZmoqqpOanKWObDcoCg4uC6+dvkkrF0+KdnWqxOqg3x1UPgmBcD/BaX/C3HP/mjemSFt6/RpBlTCvi7Onx37+k9N3exIoG5ubahvq8bTsOE6bqNGsPE6zkDASAAZf0uRYwZtJocVm74pxa3VWl4mnsEOsRXXcZ7rOO91GlZU4mp5dy6K3qQZS4TabUArAYlkvJn95DzPJkzUadsKMbsbZqH8pk64qFpv5DzBjeCrAc/tPkmReOazCrdKHqzxtt8XP+tCK6d43GywPlS/j1TD2hri/UxLONI8jyw1vuC9sPAh1hJkWxdApYoGhQd+m5PVVIuIpEBzA5S2KYJTp1GfTkzxUWsEBIxsxb/Jy5j1yrjw2aUu92eXiuNCQZ1gn+LtU8K3KAD+65T+62RcCPrzqtMsnIMJC+fqBINK3XZlWLh+FsNCbl1uHT4vOWFoGJwanMJnHicMDwmBcpaE7HJsQsoZV8KJ+jpEs7L3OrWmDgmKXscVSsf5DVzH9RKIEsCKOthUv4PoelnKJaWcMmz7FaYzs4WYG8AnKVnIaagWSD9yHTd+HTdBRpGnVeo4jc83Pm+u+icK/0+wqLOYxrDJhFL26WsWy6BOwhmHszGsk5xhkU9ArYa+tWcPPlGU6JpmVkgVx5/NWDtwdhlmMt8zs+7rhtD+sH+3bAmGnJu66Pq4cf1alVEeWEUr+rXxUeFWZVS4vMzlviwZfcmtEwan+MEp4TsUAP9NSv9NMir4/HmVaUYFX8KoUJkwKkBznguxkMBDw50/gW+WECAnVbLIMQk8sTS9f3NC36/z3Ys10SuuJ1b1EwM913MVBDwEkKcuJ25Jq6zQSoji0tWWcqukf1cGKbzXc4HrufbrMxALNyxm1y7HjCtL+ce5Re3as+/TH4GCPOE7ksK3+Frhm6RTdBdnb2n9I5rRqkVb6/f6ZjZAIGGgTvyRGiL4Zs0SmZEqahpJ4w4WopmLkS+tzB/F18fEcuahMU3qzDWWnClz6jkevaadGjoEdIe22Q2h8mfeHW5+8I5m2chC2qa3BV+3EnQyNtFW6Oz+1jb/biBoFe8W3248j6R+5H1N4Xvrm7SrfGskGKxvefD2tmATZIE1wjjRuFVOuYBR3nujLHNWpYzyd1Au9x2SMpmpTtg1xe+aEnooAP7blP7bZJQ/8GJewUvao/yBF9WjfMFL6lH+qX9QRvkdCzywLK773fdi34sHwMmbIDK5Vx2IgOs50XPiMLiOQEcg5fCX9GeC4Y2T3JdyXyoAJ2+gyCRjTXMHuJ7TPacPg+ts7mz+6ArWQjAZrbi++hw+hdZ7JD89rus+hzeem+rbIlp7SGZ2qWfuTeG2Blga3oatkIxcz80VdmiXNH49Nz67AsZlSJcAjbxLrTaX2lzmMiAOnBbjH6micju2FOFwTtybQ1hj5Gbke/RqcrSXmG78PZzNIt9W/qzYXGYV2azD+1Zhf7kDm/LUQXl2Yj/IbjN8nwY6pBToELPJbLEWWok+CNAm+Kwvh8VkLrMVW8pKxcTwXhPXc/A6ses5eBFdAQdvYCjg4MFGcgV/ewHXVcD1FnCVP6so4Ib3eQo4eJ63gIMnBQqkE7eYgws4bitV62/ZYtJFFnL+jw2GSBgcFSsz0shYrYyMrzIu96uMODKerRNqTvM1p4UnKAC+h9L3kJHxSENeSTBlZByMnnnmSIM0MJ6LBg+VBNXjIlWHx8Wj3Awi6SVVJcrYd6ThSAPu2LhTIybIKENMCTjcMXGnTB+Bs+OsuIiEonAqnAKnTMiRrqcm9cs2sd+Jc1kV1k31icwRsggaKCDnFKeEjxRwGzWCxwu4AQLjBEYIIN1z9Cp85lQ5NNXSctyasTEUsTU7C61W0ZiK1Wl3ObDGNCSfgAap5wx63CBjBeKWscWcDaBNdF+LnlhEmXVivsXsslihfWVbFoNHB7n3+luCVf76pvC+GRl1KakXeT0t8sFqYc2LKdx0BJpMRQM5E/C1bPWlo7LiLMBt4Wb/7vlz/magKzWzwmKu1d+WFgftrPNgUW5u8e+v3/3g5si9Tf7d6s2ydKQn/h4iQ2F9uG1DCIjEpibSRTJlgKTbWiKtbTMmFDvebeEmwCPeTNKl3hjeHdi6u8XnS8dcJank5dKMD69taVoXaWuYMR3Uzbrm5ozJJEMsRExcIYL37fO1wmJs3f76tvoZDJuJywzc2TfXh3wzPGbOnCF54UBWGQ8ANR+KYC/glrb1qJYOGVtZGt404BNKj0f6TG1S+9z2YHM6nNJkrvK37o78CRnv6/YE/SHyfTIv/LVz4zFrs68l6M84YKQpYUNof4ahIk2mz4bhdX33RaBJzjEnfleJYafeXJCIlNsUIqUAudwFkkTq8IdC9TRfPS30UgD89yj9966uCJ83zACgQJhpTxHhm/i2LML3GQUZAyBjkJA5+6EQnOaD08L3KQD+CUr/xNVFpivMAKCBv6V7U5CpUOQRb1eQ0QEyOlkk/UOhY5rvmBb6KAD+SUr/5NVFJhpmAFD7IXogBZmun9ISMhvih24AMnYJmXMfCpFpPjItPEUB8L2UvvfqIjMSZgDQeJiZyIDMZ+OCz4DMCgmZ0Q+Fmmm+Zlr4awqA/z6l//7VRSYWZgDQrr265mRc2hVdAY+mstCRDwX7NG+fFp6mAPg+St93dXExNDMAyNjMVKQgE1Ak0jcqyIxlu9xjsh7Xh0LlNF85LfyAAuCfovRPXV1kPM0MAPI2M4EUZDxK/69RkOnNd7l78yXd1BNC9Wm++rTwQwqA/yGl/+HVRaa9mQFAXc1MbwoyXgWZTZrTzIEPhZJpvmRa+FsKgP8bSv83V3kwa2YA0EAzM5KCTHyauUNBZgkgs0RC5vCHgmmaN00Lz1AA/I8o/Y+uLjLjzQwAan+ensjQZzYryHyKdrk/RUvTzIvCgZf4Ay8JUQqAP0jpDxJk5nNapoRMJitt+MBKKAAfS8n0y/8SAxOttMWaGRGQ7j7GcB9jvC8RQ1mz83Mydo461/46EbfenYzgvYvh4ScMUgD8AKUfIOj5juXVpBr5xej5jqnQqxmeG3q+Y9ihmmHs5H+JgWqbnxX3MSIg4x8pz32M976U6lM61hZZ5fuRXNfKR3Ille/alc8z/21UvvEaDUvsiOrd419lhf9FrQR4GQNW7x75KpsPwSmyubheIE5VMZAqWbn7cb2o3A0JN0G0Hn4W8K+H/+mVu7fKX/XdbNfKd7PFr3qkdmXWEbRatYpVSUKuqYDWNEqtHCWv/r/Ie7fvZPIhWOO9+45BnPLencOQSvO96Rv0qY1KUt7GJRQEIad0hXscBF58B6gB4Pa03FyFRt5bnoThNqXbPwrd/lGp21dfEPou832XhV9TAPw/U/p/Jv3i7GRedUzb+PXZSbXx6+rY3EYxfIIJwieQiJf4bXwU+z0DgMZfoAJfR8nzy79TUjeoVdC5HWb+26WZ/9ykUBPja2LCbygA/teU/tcEncjBvJLUUYygEzmoRqdEYxzjMqCD7VxHDkIZ2GZ1SX9Jf9yTGpXECJ34PaMACtxNxX7PGEsZ3ZmUSZWR127bFaTfYVzudxgR6emfC4dP8odPCq9QAPwYpR8jSM/PgPks6hBjRrASL/HbOPV2hgFAXY8yxhR0Ago6dQo6EajDiFSHnReE0Sv86BVhnALgX6H0ryy8DjMN1riScAn9pJKkf4mBCYP1GUYE5DnDeM8wAQnDrilmqXyNt9MdmivUil9RgudXFA8/4fcY+N9R+t8tHM1McnK+g76DQXAYL2yavRscKugv6F8BDmOJTa5XgtMOnH32GXn/7WeYDIC6zjC9Z6BTUNEzzMAZZgQ+9m+Y8TNMzd9NpDSmdoVGu1P50ENFLvdQkfihfQeFgn6+oF84QwHw71D6dz7aAUFsN0rLURqU0qTUUbLgvvR1YmcYBZDuVcbwKmN8lal4NQVppQftlKetnHzXypx8cdo6sGVl1gHkSCPmQOYu7+OscI5aCTCBAc9dnsfZfAjWPowGItUfBdIlz14n88RZF1Jugmg9/CzgXw//08+63vjyDepsTKqz0QahJsjXBIX/pAD4/03p/7c4JzXkdaZumMH7dR472xB/veBwZzC1zjId3nK24WzD4aOHj46dGDuBOoOdwZ6hnqGx02OnE2/SJ9Ns6Z5XGQCvClD7KBV4lRlYQ7e/ysQ20V0pNdul1OxdUs26il1fKBbrdbgW16szhROuJkp0zzPCFLUS4AMMxFbOYSYfgrUq9sgxiIx/ub5hSKdZsenJksEqXERuEHJKV7jHQeAldyqypBb15Wcn0yW7lCbMQROWTBjZAdUfIIssY1/f5AvtqRd3+kQ82x9jhUvUyksE1SmCZ+AxNh+CtfAcboDIOJ6VQUiXrgFDyk0QrYefBfzr4X/6Bvzn8ss/i1wrn0Xiy9eIL0/I3E2++wnnfneb6uUN0PsuUysvk/e/RF5eBz3PoN37dh3UqXtfbr8hfe+DlJsgWg8/C/jXGzL1vrvll7ctca20LRFfvprQvGvUWyjq9mWA9oXolQBXKADy6s8x+Qbt9jXph8j4q4+GDPNoX7iI3KDhefkK9zgIvIbZtK97NJe7RyaFghhfEBM4GoBfSuuX0niMOTCZx2jSvdP+Ayq6dyzEzJHuPTAJ+ZkYExMv8du43ZJXGQBUMU55Xkime3uVcaFeQacV0GmV0PH+T0ao+DHDw09YSgPwObQ+h2A0PJlXookR0ziswuhMqEQDo0wa68OT6R0qiaV3mSPnX2wmNbgUmaDoq8wsAY3vpIyTaOBVZuRVZvxVZgLG7lcZ3WtM7gHDa4zxNabiNcbzGuN9LcVyjlJp9yqVtjfH5d6bI81zk4IpxptiQh4NwOfR+ryr3QYDrzEAqP01pisFnQEFnd0KOk8udbmfXCotQ54R+g7xfYeEfBqAX07rl19tdHpfYwCQIcBEU9AZUdDZEzc4k+dyF+ZJO2LHhMPD/OFhoYAG4K+n9ddfbXQGXmMA0MhrzHgKOuMKOj4FnYcol/shSkQnACOEB0YI+Ak30AC8ntbrF47R6hkwmq0jqM7WzS3xR/cac1G8TSuVOPEas0BAA59gYq8xutcZw+uM8XWm4nXG8zrjfZ0JvM60v850vc70vs5EX2cGXmdGXmfGX2cmXmdirzO6NxjDG4zxDabijRTWt9Ka9ir81Fdc+18R21I7tCUvtCX4CQYagP84rf84aUt9k3nTF7XbUl9CW5q+ODcavW8y7tD0xbhLvEmfbFSrLjxvMEmA7A9532ACbzDtbzBdbzC9KZ8mpnyafTL9dJZ1rTzLSjzDbZh+ur25xRf0R4JrN4v/MbczlZiKATFlpFcCrMKAiSkDEFMxbWJq2m9QE1Njodg8iCkDIaZiz8tXuMdB4I3NhphqUMaWymyXu1K2AAXtIQDtAX7CGhqAX03rV5P20D2Zd06zPQwe61a1hwPD5zTaQ36G9tA9mezQuYvJTitodhlTe7a6/0bfYNIB8vwdNfAGM/IGMw7NaDM98QYTe4PRvckY3kwxEZUjtyS/3JIegGXEA9Iy4jC0pDHk/Ix/b5vcilKXey8wgpleCbAGA25BRmhBEKzVggaPGdUt6MAwpJtzCzKSFgQ5pSvc4yDw4rsZW1CjjOrjlGvl45SI6uRWjOp2xdgHwXajP+hv2+Kr393g26OxEAHMbfRKG0HeTDCvwAsRbcyZxgo15mdChnlgXiEuRF6Qr3CPg8BrmA3mAaXv1C1zueuWSVY6/cJYkB8LCmU0AG+j9TbSccYa8mo1mR2Ro2MqZseuoVoNZkcmBtVYw1hDT2NPI6oN1gYj4Ug47kmNSmJqGN9kACoIIM+bjPdNJvAm0y617F7C+hSvBqVtNylo/6TU5f5JqcSobxB6gnxPUCinAfhyWl/+/y7aXW8yAL0EUPRNZuBNZuRNZjylQxsVpIMK0j6gkH0ShXymQegI8h1BwUUD8E5a7yRIjx7PG9Y862D4+KjqwKXBU8On5ob0uYZzDaO4jJ5gT3AYssc9qVHJuxNvMgAxAsj7JUb3FtO1mTa8lSK/pCAdUpD+xDUu9yekk3T6GoWOMN8RFippAP4mWn8TQXqyIa9Ps6bP/XxSVdM9J/vmyM3D1TkJTqnSPnBKjSs36ZNpcvOMbzEKVBBAnrcY71vMxKeYwFtMO/Eni3YonyasfJqvwLz5FWne7IV5sx3mTfgJt9AAvJvWuxfeD4pm+Dpxh5FPdORTxB3+IIlu5gQLf0Ti7Jt5Lpb+uqB5pkBvekDRt5iBt5iRt5hxqMO3mNhbjO5txvA2Y3ybqXib8bzNeN9mAm8z7W8zXW8zvW+nbMopddusUMgPufY/JNZsFGq2C2oWfsJ6GoC/hdbfsvCazbSNJX5u6ePK/xID1dtY0bcZEdDA28zI28x4CooBBcX75En7PaBP3pPok8g2zObcGJfCx3oQkdbNRGofiywnzNdGmK+r6ZUA6zGQHQeYr43a83XkqEc9X+8aMs5jvvaQ+dr4gnyFexwEXuNs5usWGekoUCpRiVLp2YKR3hLE9Ejr2t0N9W1NWNThVsmTSqdUAN4b6JUbCOrVBG8v4F2hjfeKE1413gWnK+aBt5fgXfGCfIV7HATeitng3SrjfUeua+UdkoBJLtl7cIvi6bLAPLGzvi0cbrq3XtpXij3OClvolQCbMWBsJx5n82PanO2C4xNqzvb0cCw9ZxtSboJoPfws4F8fy8TZbpM3T9yuL7hFBCoJU/4mWbfE5wutfzC1tjxQW7X0ylqCwhby/gGoLY92bZmOBtS1NX3SM4/aCpDa8rwgX+EeB4HXM5vaisi1dQla6SWplZ4jXdMpa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</script><script type="text/plain" data-id="build-stats.json">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|
||
<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>
|