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toplady.store.html
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<!--
@license
Copyright 2018 Google LLC
SPDX-License-Identifier: Apache-2.0
-->
<!doctype html>
<html lang="en">
<head>
<meta charset="utf-8">
<meta name="viewport" content="width=device-width, initial-scale=1, minimum-scale=1">
<link rel="icon" href='data:image/svg+xml;utf8,<svg fill="none" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 48 48"><path d="m14 7 10-7 10 7v10h5v7h-5l5 24H9l5-24H9v-7h5V7Z" fill="%23F63"/><path d="M31.561 24H14l-1.689 8.105L31.561 24ZM18.983 48H9l1.022-4.907L35.723 32.27l1.663 7.98L18.983 48Z" fill="%23FFA385"/><path fill="%23FF3" d="M20.5 10h7v7h-7z"/></svg>'>
<title>Lighthouse Report</title>
<style>body {margin: 0}</style>
</head>
<body>
<noscript>Lighthouse report requires JavaScript. Please enable.</noscript>
<div id="lh-log"></div>
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[Learn more about the Largest Contentful Paint metric](https://developer.chrome.com/docs/lighthouse/performance/lighthouse-largest-contentful-paint/)","score":0.86,"scoreDisplayMode":"numeric","numericValue":1330.1529999999993,"numericUnit":"millisecond","displayValue":"1.3 s","scoringOptions":{"p10":1200,"median":2400}},"first-meaningful-paint":{"id":"first-meaningful-paint","title":"First Meaningful Paint","description":"First Meaningful Paint measures when the primary content of a page is visible. [Learn more about the First Meaningful Paint metric](https://developer.chrome.com/docs/lighthouse/performance/first-meaningful-paint/).","score":0.86,"scoreDisplayMode":"numeric","numericValue":1008.14,"numericUnit":"millisecond","displayValue":"1.0 s"},"speed-index":{"id":"speed-index","title":"Speed Index","description":"Speed Index shows how quickly the contents of a page are visibly populated. [Learn more about the Speed Index metric](https://developer.chrome.com/docs/lighthouse/performance/speed-index/).","score":0.91,"scoreDisplayMode":"numeric","numericValue":1263.2522115123852,"numericUnit":"millisecond","displayValue":"1.3 s","scoringOptions":{"p10":1311,"median":2300}},"screenshot-thumbnails":{"id":"screenshot-thumbnails","title":"Screenshot Thumbnails","description":"This is what the load of your site looked 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"},{"timing":1500,"timestamp":600515308959,"data":"data:image/jpeg;base64,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"},{"timing":1875,"timestamp":600515683959,"data":"data:image/jpeg;base64,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"},{"timing":2250,"timestamp":600516058959,"data":"data:image/jpeg;base64,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"},{"timing":2625,"timestamp":600516433959,"data":"data:image/jpeg;base64,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"},{"timing":3000,"timestamp":600516808959,"data":"data:image/jpeg;base64,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"}]}},"final-screenshot":{"id":"final-screenshot","title":"Final 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4/csmfTf8At1HClztdvpLpHchWF9XCYB2DWkBp3zueeVzWnB3z6sqMfV9rKGjlz2KlIp2OjAfhb6wyMZdXR8VigZY/J43vFJE+GpjeBpla5+rA/wDvMKD4irI7lfa6tgDmxTzOkaH8wD4rXgpzKM8gsU0ZieWlJmSKxE5Ttku9Ey0zWm9wzyUD5ROx9OQJIn4xnB2IIVl/u1HPQUtrtEM0Nup3ukzMQZJHn7RxsNtlBdFQc1mZwcYTPCVzhs/ENHXVLZHQxElwjALt2kbZ9qX7+hHtY+zOuBlc8l/lIYAB6tKiCgBPJPTcfeQD1KrWEkK5o2wsjWo108VztNxoKOO/Q1nlNHGIWS0xb+UYOQcDyx4qGm7F9TK6mY6OEuJY1ztRA6AnqsDQs7Bhqv8AUYw6Wy32K3WIUgpo55TUiUtmjDmadONt+a079WRV91mqoXTOZIQQJcZbty26Dooth9avVZ9I4xE5T/Dd0p7fDWx1ElTF24YGyU+NTcEnmT61pXioiqK0yU81TM0tGX1BBfn7uijVetyzjH6l7NcorfT1JMXa1EoDAHDu6Oud8qt3rorg+CZkfZzBmmQAd3blj7lEBXB++2y3KZrhJ2uqZSSTmQOIfE5gx4lbFPcnaZRUPe/MBhZ6sqIDvHmrxstyzDK04KlqW41YY1jaqcBowAJCAAodhzzWaJxDsoTGU4yvrOfldR/EPzWVtfV43q5/4hUdDIHDdXl+ASiJbtLNJPdqN0sj5CJWDLnZ+0F60vHrY4G50eP1zP5gvYVsJkREVMEREBERAREQEREBERAREQEREBERAREQEREBERAREQF5H9KTNXEoP+4b+JXri8j+lF4bxO0E/mGfiV8//JxnwfW3LzV5Vw4eWPC05mqSl33WlMN18Gmay8URMSj5BglY8LYmaM7BYML6/gvmH1PjXMKuFQrBcKjyanJH1jyXrw90/TOcddljfIxn2goahqJKove4kNBxzV81Xo7uxC3CeTaqaiQ5MWCB0BWsJ21DS14OrwOxUfcKothL6f8AtRvp6FWWus8qjfO+Mse3AIPitwnLfjgZBI5+rvEYDealrdG53flPsC0LfC6STtJG7cxlShkDCQ3kEVEJJkuG4bsAsoAe3DhlR8J7xPiFkfUkuDIhlxRRVQaMFmSD/gtfGnmt8MOnS4nJVaqmzBlo7zf8QskR/NZGNWNm3NbDAkCoZjGFla3dVY3bKuxgbKogVOyq12FjVWlUyWYHPJZmla7D0WRp3RksqqCrFctRMYX5VcqxXIxew+KyNPTqsCva7bnujMM4JyszXb4Wuw7LI043VJbIfj6pV3lHQrULircrWYTFonBu1EPGZn8wXta8Jsx/rih/68f8wXuyqEXgREWoEREBERAREQEREBERAREQEREBERAREQEREBERAREQF4p9Ls3Z8XsH/DM/Fy9rXhf0zkjjFv7Kz8XLh8inOmF0rynDnGzZHNY5DkdFHxSuHMrOJchfJv8AGwjyfGJBzWAjKyPdnkrQu/h8fF08Hi4rQAourdHVSua4amM2UoW5aRnGRjKiaWl8nMkL3l7y4u1eOV64euWvIGwx6IxpC0pWagfEqbmodecPGcbZUfJSyQanykAD6oB5lamYQNVTVDQXNlaN+RUtZKB9NA41Dg4vOoDCvo6XtXmSX6gOw8VvuGpwzy8EZEMzJdOzeeFcNzlxAb1Wu97WHJyT4BUDJKl2HgtjzkjKKbTagyydlDuORcpKigETC4klx6lasUbIAN9ydgpGPSyMPfsAOSKZowSS5x9a2KdwkJxuAog1XlMnZxZawc3BStINLQ1nvQRs8YjqXtHIFZGdFkvOmKWI/bcN1qxyjHrWxVmW3q22VNRWJsgJVwcCVRlcipkIguBOVlDgVhVQUGy07q8FazX4Cyh33rUSyq4cljiBccBbjS2MbDJRLDjA3Byr2twswc1w7wVr2gbt5JgWt2V2oYWNxwFZqOOaQzDK5+eRVuvb71ZthUJCrKcJKyuJvFBy/t4/5gve18/2R39c0H7RH/MF9AKqudxERUgREQEREBERAREQEREBERAREQEREBERAREQEREBERAXhf00f3wb+ys/Fy90Xhn0z/3xZ+ys/Fy5+T8dfD/TgleCiDJ6Lz/r14XBxz0VUDQPaqnlyTjEMw16upZTxlzzjHvUQ+ZzyJgSC4Z3WLi5szbXNLDI1hZuc9QqUoLqCl1czG3JHsWkqXevqIhEY5ME89lhNz8oe2FwGsnGytu7T2WXfYK522zvdfJdGXloGlo8VUQ5zaYdtqZFGMnAAVjZXTbRNO/2jyC14aN8uHVTiT+iDstmSUR/kom8tjhYpe1rWOIBy8/WJVH1oZiKnGt52z0C1ezmkOmMk+J8FvQUzIANIyef3oNmnb2Te1q5AcDljqsj3yVZxghmdlq4OQ6ofqdqyGBbdPHPKcn8lHnbxIRuW7RQsjw1x38ApaE7kNGAFrUNNGN25O3MqO40vD7HQU76YMM0kgAa7q0c/wDJVWMtmcRltcRRPe+B0THOOCDgZwo6OOQfWa4e1TnCV/pLzAGgBsw+tGebSuifSRO5sB+5XnH0zGftxAaVY4lq6+a1QvBw0D2KMqrK782cnwKzJhCtmIG6yNlBWWS3yRHD2lYn0pA2CwZA9VytYamDBWZjsoMoKysd0WAHCqHIN+nOASr87LWpn97BK2XA4VwiYVY/B3WzG7I36harRnos2dLM8kYxvOSrCVTdUUipKoSqgK4twOSDZsf+mqD9oj/mC+hF892T/Tdv/aI/5gvoRXRx8kCIitzEREBERAREQEREBERAREQEREBERAREQEREBERAREQF4b9M398G/srPxcvcl4Z9M398G/srPxcufl/l18P9OE6rKFY1XrhD1qdVXOyLHI4Bp6YQcXx7UExCJp5jcdFMW1uqhpT/ALlp/wAAuU4jmFVJM8nuM2G667hdpktFH2oIPZjn4LInJZIz8NXW8W2aW2Ub5wBp7pA38NyoSz2N1slmNTC6OrO0geCHAj7OF6q+ko6fheG3V9zjo6ise2sjcWnDByAyOqy3qktN7uUlZDdoIQcNc2SM5cQMZ+9cK/I/2mJ/P/UTT24SO3VMtM+eOB7omkNMmO6CfWt+3cLVdVcBRGF0co3kLxjSMZyfUurlFFbrI+gp6ttXJUTNeXMbhrQP81L3KopqS/Vc0N7p6Soc1rXxSMzjuhZPnt6jeFcNuLvVqtFvg02+qmlmY7S8vYA13rBUZbLZW3apFPbYHSyOGct8PH/5XYcQT0lVaJRcbhSV1Tra6n7CLQWjrk9Rhb/AlNCLPcqqprYaKlqmGjimz3w/Y7AdMLt8eZtX7RecfjmoODboyslpm0T5qqJrS/vNOkHlk5x4rFPaamkqnR3FjopmH+zIx/8Aq7y00NotVsuNJJfqRz6xjQH4IwWnO6iOJaqCsutH5LMKltLTxxOmAIEjm8zuvRMQit5mWlaLZNW1Bgjb2ZY0udrB2A8cDK53iex0d2tHE89Wxzqi1wU5pyHEaS95DsjrsBzXplwZbrpWPr4brFTOmAL45GkFpwARkc1BUlrs7aK90k19hlku7o8yMicWRNYSQCT45W1mK/ZaZtGHl9nt0VL5LU2ykuzZpzFHSyyNb2czwMStyBv3sYx05r1a1udURa5YZA6I6Zo8YLCDgg+CqyloIJ+FbRb6kVTaKs7d8obgFznjYKejhtlFWXyOS8RCSulccFjvybg8kg/glrRb7IzSMMNZSyVksEcdM9sxYXMDiN4x9Xw5AHfqoryWUxulEbjEDpLsbA+GV1BulpbPT1YuTfyMHk4aYzkncavZvlRdXXUFLanUVNWMqpJZRI5zGkBoAWTDa3n8a1ss5rmTHyaSQDADmuDQDnrn1KPreHiKufRBI2KOQBwO+kE7ZI2XS2qsoprVFT1FR2DoZu1+qTrH3dVtGrZVUd4qWAhjpYyM+GpPRa05cBxdZIKG91VPSsLYWEaQTnoFip+ErjUWsywW2odKXhzZC9oBZjo07k+tenEWWe4VNVVVNNK2XSWte3dpGPkoGvoo57i2uk4hgbK1wc04d3cHkPALcQnlOHnlut5qKmWCWKpL2xvIZEzU4OA6joM81p9mfBej1tXZ6C8XG+QXOKaSWN7Y6aNhBL3DGSfDO65rhGmiuEd0p2xwyVz4B5MyTG51d7Tn7WOSzCov7lGWq2Vdwn7KigfNJjOGjl7T0UxSWG5z1U1KykcZ4QDIwuAIB5cyuj4at1yo6Oa31VpqmxTyNc6ZkgicBywT1HXC0ZbdQG51jRe4oWxSaWPkyS4D1jw5fctiGTbKAdRzsqzSmnkFRq09njfPhhX01sra2rNPT073zNPebjGnHj4LtJprPLd6W5Pu8b3UrGCQCN2qVzRzHt2WWnktZpLnG68wMbXP7UENLXMOc4PiPUmE8pcW22OgrnU1fBOJcFrY2DvF5+r7RlYq2gDZpBTw1DWRACQSDvNd1z4bruq6W0y1NtmdeIHR0LW/ZLpJCDnn9wWIT2mUXVxu0TTcu80GMgx75w5MQcpcbBZqySoigZTuMsrO0Y04GpuCc7+wrav1vgpKC1SQtIfPB2khJzl2cfcuolr7VA+G4U9e2WSlpfJo4dBDnOAIDvZvlc9xVK11ssmM92mwcjG+UkzMzCEso/rq3/tEf8wX0GvnuyOH9N2/9oj/AJgvoRVRPl9CIityEREBERAREQEREBERAREQEREBERAREQEREBERAREQF4b9M398G/srPxciLn5f5dfD/ThW81dlEXny9a1zlrVjiIJCP0SiIODipm1D4IX4LS8ud699guwpJ+w7JjRsRgIiV/Cy3iTiR954jtdL2HYMpoGwnD9WvTk55DHNTDJS1gdzKIqisViIhHvLOOJrgJYWxyM0RaTpewOHdzp/FaU9ZLW1ktRUOL5HHU8nmSiLIrEfcNWiZ9RIQTpYNsDquntHE0djtk1NV2+KvoXuEghedJa/GMg9Nk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[Learn more about frame titles](https://dequeuniversity.com/rules/axe/4.8/frame-title).","score":null,"scoreDisplayMode":"notApplicable"},"heading-order":{"id":"heading-order","title":"Heading elements appear in a sequentially-descending order","description":"Properly ordered headings that do not skip levels convey the semantic structure of the page, making it easier to navigate and understand when using assistive technologies. [Learn more about heading order](https://dequeuniversity.com/rules/axe/4.8/heading-order).","score":1,"scoreDisplayMode":"binary","details":{"type":"table","headings":[],"items":[]}},"html-has-lang":{"id":"html-has-lang","title":"`\u003chtml>` element does not have a `[lang]` attribute","description":"If a page doesn't specify a `lang` attribute, a screen reader assumes that the page is in the default language that the user chose when setting up the screen reader. If the page isn't actually in the default language, then the screen reader might not announce the page's text correctly. [Learn more about the `lang` attribute](https://dequeuniversity.com/rules/axe/4.8/html-has-lang).","score":0,"scoreDisplayMode":"binary","details":{"type":"table","headings":[{"key":"node","valueType":"node","subItemsHeading":{"key":"relatedNode","valueType":"node"},"label":"Failing Elements"}],"items":[{"node":{"type":"node","lhId":"1-2-HTML","path":"1,HTML","selector":"html","boundingRect":{"top":0,"bottom":465,"left":0,"right":1728,"width":1728,"height":465},"snippet":"\u003chtml dir=\"rtl\">","nodeLabel":"html","explanation":"Fix any of the following:\n The \u003chtml> element does not have a lang attribute"}}],"debugData":{"type":"debugdata","impact":"serious","tags":["cat.language","wcag2a","wcag311","TTv5","TT11.a","EN-301-549","EN-9.3.1.1","ACT"]}}},"html-lang-valid":{"id":"html-lang-valid","title":"`\u003chtml>` element has a valid value for its `[lang]` attribute","description":"Specifying a valid [BCP 47 language](https://www.w3.org/International/questions/qa-choosing-language-tags#question) helps screen readers announce text properly. [Learn how to use the `lang` attribute](https://dequeuniversity.com/rules/axe/4.8/html-lang-valid).","score":null,"scoreDisplayMode":"notApplicable"},"html-xml-lang-mismatch":{"id":"html-xml-lang-mismatch","title":"`\u003chtml>` element has an `[xml:lang]` attribute with the same base language as the `[lang]` attribute.","description":"If the webpage does not specify a consistent language, then the screen reader might not announce the page's text correctly. [Learn more about the `lang` attribute](https://dequeuniversity.com/rules/axe/4.8/html-xml-lang-mismatch).","score":null,"scoreDisplayMode":"notApplicable"},"identical-links-same-purpose":{"id":"identical-links-same-purpose","title":"Identical links have the same purpose.","description":"Links with the same destination should have the same description, to help users understand the link's purpose and decide whether to follow it. [Learn more about identical links](https://dequeuniversity.com/rules/axe/4.8/identical-links-same-purpose).","score":null,"scoreDisplayMode":"notApplicable"},"image-alt":{"id":"image-alt","title":"Image elements do not have `[alt]` attributes","description":"Informative elements should aim for short, descriptive alternate text. Decorative elements can be ignored with an empty alt attribute. [Learn more about the `alt` attribute](https://dequeuniversity.com/rules/axe/4.8/image-alt).","score":0,"scoreDisplayMode":"binary","details":{"type":"table","headings":[{"key":"node","valueType":"node","subItemsHeading":{"key":"relatedNode","valueType":"node"},"label":"Failing Elements"}],"items":[{"node":{"type":"node","lhId":"1-3-IMG","path":"1,HTML,1,BODY,0,DIV,2,MAIN,0,DIV,1,SECTION,0,DIV,0,A,0,IMG","selector":"section#PBS-jtjwza1692219558598 > div.inner-container > a.inner-image-section > img","boundingRect":{"top":88,"bottom":1688,"left":370,"right":1358,"width":988,"height":1600},"snippet":"\u003cimg src=\"https://cdn.youcan.shop/stores/660939c44059375fb894b2df04567353/others/w6X…\" data-pb-section=\"PBS-jtjwza1692219558598\" data-pb-field=\"image\" data-pb-type=\"single-image\" data-pb-value=\"https://cdn.youcan.shop/stores/660939c44059375fb894b2df04567353/others/w6X…\">","nodeLabel":"section#PBS-jtjwza1692219558598 > div.inner-container > a.inner-image-section > img","explanation":"Fix any of the following:\n Element does not have an alt attribute\n aria-label attribute does not exist or is empty\n aria-labelledby attribute does not exist, references elements that do not exist or references elements that are empty\n Element has no title attribute\n Element's default semantics were not overridden with role=\"none\" or role=\"presentation\""}},{"node":{"type":"node","lhId":"1-4-IMG","path":"1,HTML,1,BODY,0,DIV,2,MAIN,0,DIV,2,SECTION,0,DIV,0,A,0,IMG","selector":"section#PBS-zpxkcs1692220061422 > div.inner-container > a.inner-image-section > img","boundingRect":{"top":1688,"bottom":3288,"left":370,"right":1358,"width":988,"height":1600},"snippet":"\u003cimg src=\"https://cdn.youcan.shop/stores/660939c44059375fb894b2df04567353/others/m75…\" data-pb-section=\"PBS-zpxkcs1692220061422\" data-pb-field=\"image\" data-pb-type=\"single-image\" data-pb-value=\"https://cdn.youcan.shop/stores/660939c44059375fb894b2df04567353/others/m75…\">","nodeLabel":"section#PBS-zpxkcs1692220061422 > div.inner-container > a.inner-image-section > img","explanation":"Fix any of the following:\n Element does not have an alt attribute\n aria-label attribute does not exist or is empty\n aria-labelledby attribute does not exist, references elements that do not exist or references elements that are empty\n Element has no title attribute\n Element's default semantics were not overridden with role=\"none\" or role=\"presentation\""}},{"node":{"type":"node","lhId":"1-5-IMG","path":"1,HTML,1,BODY,0,DIV,2,MAIN,0,DIV,3,SECTION,0,DIV,0,A,0,IMG","selector":"section#PBS-qdgwo91692220111974 > div.inner-container > a.inner-image-section > img","boundingRect":{"top":3288,"bottom":4888,"left":370,"right":1358,"width":988,"height":1600},"snippet":"\u003cimg src=\"https://cdn.youcan.shop/stores/660939c44059375fb894b2df04567353/others/PUm…\" data-pb-section=\"PBS-qdgwo91692220111974\" data-pb-field=\"image\" data-pb-type=\"single-image\" data-pb-value=\"https://cdn.youcan.shop/stores/660939c44059375fb894b2df04567353/others/PUm…\">","nodeLabel":"section#PBS-qdgwo91692220111974 > div.inner-container > a.inner-image-section > img","explanation":"Fix any of the following:\n Element does not have an alt attribute\n aria-label attribute does not exist or is empty\n aria-labelledby attribute does not exist, references elements that do not exist or references elements that are empty\n Element has no title attribute\n Element's default semantics were not overridden with role=\"none\" or role=\"presentation\""}},{"node":{"type":"node","lhId":"1-6-IMG","path":"1,HTML,1,BODY,0,DIV,2,MAIN,0,DIV,4,SECTION,0,DIV,0,A,0,IMG","selector":"section#PBS-a4koqp1692220238073 > div.inner-container > a.inner-image-section > img","boundingRect":{"top":4888,"bottom":6636,"left":324,"right":1404,"width":1080,"height":1748},"snippet":"\u003cimg src=\"https://cdn.youcan.shop/stores/9b003ac461848a7a51e5f98295f9c7f9/others/9cC…\" data-pb-section=\"PBS-a4koqp1692220238073\" data-pb-field=\"image\" data-pb-type=\"single-image\" data-pb-value=\"https://cdn.youcan.shop/stores/9b003ac461848a7a51e5f98295f9c7f9/others/9cC…\">","nodeLabel":"section#PBS-a4koqp1692220238073 > div.inner-container > a.inner-image-section > img","explanation":"Fix any of the following:\n Element does not have an alt attribute\n aria-label attribute does not exist or is empty\n aria-labelledby attribute does not exist, references elements that do not exist or references elements that are empty\n Element has no title attribute\n Element's default semantics were not overridden with role=\"none\" or role=\"presentation\""}},{"node":{"type":"node","lhId":"1-7-IMG","path":"1,HTML,1,BODY,0,DIV,2,MAIN,0,DIV,5,SECTION,0,DIV,0,A,0,IMG","selector":"section#PBS-5hge61703727883900 > div.inner-container > a.inner-image-section > img","boundingRect":{"top":6636,"bottom":8836,"left":324,"right":1404,"width":1080,"height":2200},"snippet":"\u003cimg src=\"https://cdn.youcan.shop/stores/660939c44059375fb894b2df04567353/others/Ll3…\" data-pb-section=\"PBS-5hge61703727883900\" data-pb-field=\"image\" data-pb-type=\"single-image\" data-pb-value=\"https://cdn.youcan.shop/stores/660939c44059375fb894b2df04567353/others/Ll3…\">","nodeLabel":"section#PBS-5hge61703727883900 > div.inner-container > a.inner-image-section > img","explanation":"Fix any of the following:\n Element does not have an alt attribute\n aria-label attribute does not exist or is empty\n aria-labelledby attribute does not exist, references elements that do not exist or references elements that are empty\n Element has no title attribute\n Element's default semantics were not overridden with role=\"none\" or role=\"presentation\""}},{"node":{"type":"node","lhId":"1-8-IMG","path":"1,HTML,1,BODY,0,DIV,2,MAIN,0,DIV,6,SECTION,0,DIV,0,A,0,IMG","selector":"section#PBS-09hjweh1703726324944 > div.inner-container > a.inner-image-section > img","boundingRect":{"top":8836,"bottom":10756,"left":324,"right":1404,"width":1080,"height":1920},"snippet":"\u003cimg src=\"https://cdn.youcan.shop/stores/660939c44059375fb894b2df04567353/others/5hb…\" data-pb-section=\"PBS-09hjweh1703726324944\" data-pb-field=\"image\" data-pb-type=\"single-image\" data-pb-value=\"https://cdn.youcan.shop/stores/660939c44059375fb894b2df04567353/others/5hb…\">","nodeLabel":"section#PBS-09hjweh1703726324944 > div.inner-container > a.inner-image-section > img","explanation":"Fix any of the following:\n Element does not have an alt attribute\n aria-label attribute does not exist or is empty\n aria-labelledby attribute does not exist, references elements that do not exist or references elements that are empty\n Element has no title attribute\n Element's default semantics were not overridden with role=\"none\" or role=\"presentation\""}},{"node":{"type":"node","lhId":"1-9-IMG","path":"1,HTML,1,BODY,0,DIV,2,MAIN,0,DIV,11,SECTION,0,DIV,0,A,0,IMG","selector":"section#PBS-gwnln1704069282688 > div.inner-container > a.inner-image-section > img","boundingRect":{"top":11074,"bottom":12154,"left":324,"right":1404,"width":1080,"height":1080},"snippet":"\u003cimg src=\"https://cdn.youcan.shop/stores/04a76331f85499bf27d4c8c3b10bd616/others/4X4…\" data-pb-section=\"PBS-gwnln1704069282688\" data-pb-field=\"image\" data-pb-type=\"single-image\" data-pb-value=\"https://cdn.youcan.shop/stores/04a76331f85499bf27d4c8c3b10bd616/others/4X4…\">","nodeLabel":"section#PBS-gwnln1704069282688 > div.inner-container > a.inner-image-section > img","explanation":"Fix any of the following:\n Element does not have an alt attribute\n aria-label attribute does not exist or is empty\n aria-labelledby attribute does not exist, references elements that do not exist or references elements that are empty\n Element has no title attribute\n Element's default semantics were not overridden with role=\"none\" or role=\"presentation\""}},{"node":{"type":"node","lhId":"1-10-IMG","path":"1,HTML,1,BODY,0,DIV,2,MAIN,0,DIV,14,SECTION,0,DIV,0,A,0,IMG","selector":"section#PBS-o3u1m1703727738314 > div.inner-container > a.inner-image-section > img","boundingRect":{"top":12437,"bottom":12837,"left":414,"right":1314,"width":900,"height":400},"snippet":"\u003cimg src=\"https://cdn.youcan.shop/stores/660939c44059375fb894b2df04567353/others/vrR…\" data-pb-section=\"PBS-o3u1m1703727738314\" data-pb-field=\"image\" data-pb-type=\"single-image\" data-pb-value=\"https://cdn.youcan.shop/stores/660939c44059375fb894b2df04567353/others/vrR…\">","nodeLabel":"section#PBS-o3u1m1703727738314 > div.inner-container > a.inner-image-section > img","explanation":"Fix any of the following:\n Element does not have an alt attribute\n aria-label attribute does not exist or is empty\n aria-labelledby attribute does not exist, references elements that do not exist or references elements that are empty\n Element has no title attribute\n Element's default semantics were not overridden with role=\"none\" or role=\"presentation\""}}],"debugData":{"type":"debugdata","impact":"critical","tags":["cat.text-alternatives","wcag2a","wcag111","section508","section508.22.a","TTv5","TT7.a","TT7.b","EN-301-549","EN-9.1.1.1","ACT"]}}},"image-redundant-alt":{"id":"image-redundant-alt","title":"Image elements do not have `[alt]` attributes that are redundant text.","description":"Informative elements should aim for short, descriptive alternative text. Alternative text that is exactly the same as the text adjacent to the link or image is potentially confusing for screen reader users, because the text will be read twice. [Learn more about the `alt` attribute](https://dequeuniversity.com/rules/axe/4.8/image-redundant-alt).","score":1,"scoreDisplayMode":"binary","details":{"type":"table","headings":[],"items":[]}},"input-button-name":{"id":"input-button-name","title":"Input buttons have discernible text.","description":"Adding discernable and accessible text to input buttons may help screen reader users understand the purpose of the input button. [Learn more about input buttons](https://dequeuniversity.com/rules/axe/4.8/input-button-name).","score":null,"scoreDisplayMode":"notApplicable"},"input-image-alt":{"id":"input-image-alt","title":"`\u003cinput type=\"image\">` elements have `[alt]` text","description":"When an image is being used as an `\u003cinput>` button, providing alternative text can help screen reader users understand the purpose of the button. [Learn about input image alt text](https://dequeuniversity.com/rules/axe/4.8/input-image-alt).","score":null,"scoreDisplayMode":"notApplicable"},"label-content-name-mismatch":{"id":"label-content-name-mismatch","title":"Elements with visible text labels have matching accessible names.","description":"Visible text labels that do not match the accessible name can result in a confusing experience for screen reader users. [Learn more about accessible names](https://dequeuniversity.com/rules/axe/4.8/label-content-name-mismatch).","score":null,"scoreDisplayMode":"notApplicable"},"label":{"id":"label","title":"Form elements have associated labels","description":"Labels ensure that form controls are announced properly by assistive technologies, like screen readers. [Learn more about form element labels](https://dequeuniversity.com/rules/axe/4.8/label).","score":1,"scoreDisplayMode":"binary","details":{"type":"table","headings":[],"items":[]}},"landmark-one-main":{"id":"landmark-one-main","title":"Document has a main landmark.","description":"One main landmark helps screen reader users navigate a web page. [Learn more about landmarks](https://dequeuniversity.com/rules/axe/4.8/landmark-one-main).","score":null,"scoreDisplayMode":"notApplicable"},"link-name":{"id":"link-name","title":"Links do not have a discernible name","description":"Link text (and alternate text for images, when used as links) that is discernible, unique, and focusable improves the navigation experience for screen reader users. [Learn how to make links accessible](https://dequeuniversity.com/rules/axe/4.8/link-name).","score":0,"scoreDisplayMode":"binary","details":{"type":"table","headings":[{"key":"node","valueType":"node","subItemsHeading":{"key":"relatedNode","valueType":"node"},"label":"Failing Elements"}],"items":[{"node":{"type":"node","lhId":"1-11-A","path":"1,HTML,1,BODY,0,DIV,2,MAIN,0,DIV,1,SECTION,0,DIV,0,A","selector":"div.page-builder > section#PBS-jtjwza1692219558598 > div.inner-container > a.inner-image-section","boundingRect":{"top":88,"bottom":1688,"left":370,"right":1358,"width":988,"height":1600},"snippet":"\u003ca href=\"\" data-pb-debug=\"margin\" class=\"inner-image-section\">","nodeLabel":"div.page-builder > section#PBS-jtjwza1692219558598 > div.inner-container > a.inner-image-section","explanation":"Fix all of the following:\n Element is in tab order and does not have accessible text\n\nFix any of the following:\n Element does not have text that is visible to screen readers\n aria-label attribute does not exist or is empty\n aria-labelledby attribute does not exist, references elements that do not exist or references elements that are empty\n Element has no title attribute"}},{"node":{"type":"node","lhId":"1-12-A","path":"1,HTML,1,BODY,0,DIV,2,MAIN,0,DIV,2,SECTION,0,DIV,0,A","selector":"div.page-builder > section#PBS-zpxkcs1692220061422 > div.inner-container > a.inner-image-section","boundingRect":{"top":1688,"bottom":3288,"left":370,"right":1358,"width":988,"height":1600},"snippet":"\u003ca href=\"\" data-pb-debug=\"margin\" class=\"inner-image-section\">","nodeLabel":"div.page-builder > section#PBS-zpxkcs1692220061422 > div.inner-container > a.inner-image-section","explanation":"Fix all of the following:\n Element is in tab order and does not have accessible text\n\nFix any of the following:\n Element does not have text that is visible to screen readers\n aria-label attribute does not exist or is empty\n aria-labelledby attribute does not exist, references elements that do not exist or references elements that are empty\n Element has no title attribute"}},{"node":{"type":"node","lhId":"1-13-A","path":"1,HTML,1,BODY,0,DIV,2,MAIN,0,DIV,3,SECTION,0,DIV,0,A","selector":"div.page-builder > section#PBS-qdgwo91692220111974 > div.inner-container > a.inner-image-section","boundingRect":{"top":3288,"bottom":4888,"left":370,"right":1358,"width":988,"height":1600},"snippet":"\u003ca href=\"\" data-pb-debug=\"margin\" class=\"inner-image-section\">","nodeLabel":"div.page-builder > section#PBS-qdgwo91692220111974 > div.inner-container > a.inner-image-section","explanation":"Fix all of the following:\n Element is in tab order and does not have accessible text\n\nFix any of the following:\n Element does not have text that is visible to screen readers\n aria-label attribute does not exist or is empty\n aria-labelledby attribute does not exist, references elements that do not exist or references elements that are empty\n Element has no title attribute"}},{"node":{"type":"node","lhId":"1-14-A","path":"1,HTML,1,BODY,0,DIV,2,MAIN,0,DIV,4,SECTION,0,DIV,0,A","selector":"div.page-builder > section#PBS-a4koqp1692220238073 > div.inner-container > a.inner-image-section","boundingRect":{"top":4888,"bottom":6636,"left":324,"right":1404,"width":1080,"height":1748},"snippet":"\u003ca href=\"\" data-pb-debug=\"margin\" class=\"inner-image-section\">","nodeLabel":"div.page-builder > section#PBS-a4koqp1692220238073 > div.inner-container > a.inner-image-section","explanation":"Fix all of the following:\n Element is in tab order and does not have accessible text\n\nFix any of the following:\n Element does not have text that is visible to screen readers\n aria-label attribute does not exist or is empty\n aria-labelledby attribute does not exist, references elements that do not exist or references elements that are empty\n Element has no title attribute"}},{"node":{"type":"node","lhId":"1-15-A","path":"1,HTML,1,BODY,0,DIV,2,MAIN,0,DIV,5,SECTION,0,DIV,0,A","selector":"div.page-builder > section#PBS-5hge61703727883900 > div.inner-container > a.inner-image-section","boundingRect":{"top":6636,"bottom":8836,"left":324,"right":1404,"width":1080,"height":2200},"snippet":"\u003ca href=\"\" data-pb-debug=\"margin\" class=\"inner-image-section\">","nodeLabel":"div.page-builder > section#PBS-5hge61703727883900 > div.inner-container > a.inner-image-section","explanation":"Fix all of the following:\n Element is in tab order and does not have accessible text\n\nFix any of the following:\n Element does not have text that is visible to screen readers\n aria-label attribute does not exist or is empty\n aria-labelledby attribute does not exist, references elements that do not exist or references elements that are empty\n Element has no title attribute"}},{"node":{"type":"node","lhId":"1-16-A","path":"1,HTML,1,BODY,0,DIV,2,MAIN,0,DIV,6,SECTION,0,DIV,0,A","selector":"div.page-builder > section#PBS-09hjweh1703726324944 > div.inner-container > a.inner-image-section","boundingRect":{"top":8836,"bottom":10756,"left":324,"right":1404,"width":1080,"height":1920},"snippet":"\u003ca href=\"\" data-pb-debug=\"margin\" class=\"inner-image-section\">","nodeLabel":"div.page-builder > section#PBS-09hjweh1703726324944 > div.inner-container > a.inner-image-section","explanation":"Fix all of the following:\n Element is in tab order and does not have accessible text\n\nFix any of the following:\n Element does not have text that is visible to screen readers\n aria-label attribute does not exist or is empty\n aria-labelledby attribute does not exist, references elements that do not exist or references elements that are empty\n Element has no title attribute"}},{"node":{"type":"node","lhId":"1-17-A","path":"1,HTML,1,BODY,0,DIV,2,MAIN,0,DIV,11,SECTION,0,DIV,0,A","selector":"div.page-builder > section#PBS-gwnln1704069282688 > div.inner-container > a.inner-image-section","boundingRect":{"top":11074,"bottom":12154,"left":324,"right":1404,"width":1080,"height":1080},"snippet":"\u003ca href=\"\" data-pb-debug=\"margin\" class=\"inner-image-section\">","nodeLabel":"div.page-builder > section#PBS-gwnln1704069282688 > div.inner-container > a.inner-image-section","explanation":"Fix all of the following:\n Element is in tab order and does not have accessible text\n\nFix any of the following:\n Element does not have text that is visible to screen readers\n aria-label attribute does not exist or is empty\n aria-labelledby attribute does not exist, references elements that do not exist or references elements that are empty\n Element has no title attribute"}},{"node":{"type":"node","lhId":"1-18-A","path":"1,HTML,1,BODY,0,DIV,2,MAIN,0,DIV,14,SECTION,0,DIV,0,A","selector":"div.page-builder > section#PBS-o3u1m1703727738314 > div.inner-container > a.inner-image-section","boundingRect":{"top":12437,"bottom":12837,"left":414,"right":1314,"width":900,"height":400},"snippet":"\u003ca href=\"\" data-pb-debug=\"margin\" class=\"inner-image-section\">","nodeLabel":"div.page-builder > section#PBS-o3u1m1703727738314 > div.inner-container > a.inner-image-section","explanation":"Fix all of the following:\n Element is in tab order and does not have accessible text\n\nFix any of the following:\n Element does not have text that is visible to screen readers\n aria-label attribute does not exist or is empty\n aria-labelledby attribute does not exist, references elements that do not exist or references elements that are empty\n Element has no title attribute"}}],"debugData":{"type":"debugdata","impact":"serious","tags":["cat.name-role-value","wcag2a","wcag244","wcag412","section508","section508.22.a","TTv5","TT6.a","EN-301-549","EN-9.2.4.4","EN-9.4.1.2","ACT"]}}},"link-in-text-block":{"id":"link-in-text-block","title":"Links are distinguishable without relying on color.","description":"Low-contrast text is difficult or impossible for many users to read. Link text that is discernible improves the experience for users with low vision. [Learn how to make links distinguishable](https://dequeuniversity.com/rules/axe/4.8/link-in-text-block).","score":null,"scoreDisplayMode":"notApplicable"},"list":{"id":"list","title":"Lists contain only `\u003cli>` elements and script supporting elements (`\u003cscript>` and `\u003ctemplate>`).","description":"Screen readers have a specific way of announcing lists. Ensuring proper list structure aids screen reader output. [Learn more about proper list structure](https://dequeuniversity.com/rules/axe/4.8/list).","score":1,"scoreDisplayMode":"binary","details":{"type":"table","headings":[],"items":[]}},"listitem":{"id":"listitem","title":"List items (`\u003cli>`) are contained within `\u003cul>`, `\u003col>` or `\u003cmenu>` parent elements","description":"Screen readers require list items (`\u003cli>`) to be contained within a parent `\u003cul>`, `\u003col>` or `\u003cmenu>` to be announced properly. [Learn more about proper list structure](https://dequeuniversity.com/rules/axe/4.8/listitem).","score":null,"scoreDisplayMode":"notApplicable"},"meta-refresh":{"id":"meta-refresh","title":"The document does not use `\u003cmeta http-equiv=\"refresh\">`","description":"Users do not expect a page to refresh automatically, and doing so will move focus back to the top of the page. This may create a frustrating or confusing experience. [Learn more about the refresh meta tag](https://dequeuniversity.com/rules/axe/4.8/meta-refresh).","score":null,"scoreDisplayMode":"notApplicable"},"meta-viewport":{"id":"meta-viewport","title":"`[user-scalable=\"no\"]` is used in the `\u003cmeta name=\"viewport\">` element or the `[maximum-scale]` attribute is less than 5.","description":"Disabling zooming is problematic for users with low vision who rely on screen magnification to properly see the contents of a web page. [Learn more about the viewport meta tag](https://dequeuniversity.com/rules/axe/4.8/meta-viewport).","score":0,"scoreDisplayMode":"binary","details":{"type":"table","headings":[{"key":"node","valueType":"node","subItemsHeading":{"key":"relatedNode","valueType":"node"},"label":"Failing Elements"}],"items":[{"node":{"type":"node","lhId":"1-19-META","path":"1,HTML,0,HEAD,2,META","selector":"head > meta","boundingRect":{"top":0,"bottom":0,"left":0,"right":0,"width":0,"height":0},"snippet":"\u003cmeta name=\"viewport\" content=\"user-scalable=no, width=device-width, initial-scale=1, maximum-scale=1\">","nodeLabel":"head > meta","explanation":"Fix any of the following:\n user-scalable=no on \u003cmeta> tag disables zooming on mobile devices"}}],"debugData":{"type":"debugdata","impact":"critical","tags":["cat.sensory-and-visual-cues","wcag2aa","wcag144","EN-301-549","EN-9.1.4.4","ACT"]}}},"object-alt":{"id":"object-alt","title":"`\u003cobject>` elements have alternate text","description":"Screen readers cannot translate non-text content. 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"),t.append(n),t}(e);case"scoresWrapper":return function(e){let t=e.createFragment(),n=e.createElement("style");n.append("\n .lh-scores-container {\n display: flex;\n flex-direction: column;\n padding: var(--default-padding) 0;\n position: relative;\n width: 100%;\n }\n\n .lh-sticky-header {\n --gauge-circle-size: var(--gauge-circle-size-sm);\n --plugin-badge-size: 16px;\n --plugin-icon-size: 75%;\n --gauge-wrapper-width: 60px;\n --gauge-percentage-font-size: 13px;\n position: fixed;\n left: 0;\n right: 0;\n top: var(--topbar-height);\n font-weight: 500;\n display: none;\n justify-content: center;\n background-color: var(--sticky-header-background-color);\n border-bottom: 1px solid var(--color-gray-200);\n padding-top: var(--score-container-padding);\n padding-bottom: 4px;\n z-index: 1;\n pointer-events: none;\n }\n\n .lh-devtools .lh-sticky-header {\n /* The report within DevTools is placed in a container with overflow, which changes the placement of this header unless we change `position` to `sticky.` */\n position: sticky;\n }\n\n .lh-sticky-header--visible {\n display: grid;\n grid-auto-flow: column;\n pointer-events: auto;\n }\n\n /* Disable the gauge arc animation for the sticky header, so toggling display: none\n does not play the animation. */\n .lh-sticky-header .lh-gauge-arc {\n animation: none;\n }\n\n .lh-sticky-header .lh-gauge__label,\n .lh-sticky-header .lh-fraction__label {\n display: none;\n }\n\n .lh-highlighter {\n width: var(--gauge-wrapper-width);\n height: 1px;\n background-color: var(--highlighter-background-color);\n /* Position at bottom of first gauge in sticky header. */\n position: absolute;\n grid-column: 1;\n bottom: -1px;\n left: 0px;\n right: 0px;\n }\n "),t.append(n);let r=e.createElement("div","lh-scores-wrapper"),a=e.createElement("div","lh-scores-container"),i=e.createElement("div","lh-pyro"),o=e.createElement("div","lh-pyro-before"),l=e.createElement("div","lh-pyro-after");return i.append(" ",o," ",l," "),a.append(" ",i," "),r.append(" ",a," "),t.append(r),t}(e);case"snippet":return function(e){let t=e.createFragment(),n=e.createElement("div","lh-snippet"),r=e.createElement("style");return r.append('\n :root {\n --snippet-highlight-light: #fbf1f2;\n --snippet-highlight-dark: #ffd6d8;\n }\n\n .lh-snippet__header {\n position: relative;\n overflow: hidden;\n padding: 10px;\n border-bottom: none;\n color: var(--snippet-color);\n background-color: var(--snippet-background-color);\n border: 1px solid var(--report-border-color-secondary);\n }\n .lh-snippet__title {\n font-weight: bold;\n float: left;\n }\n .lh-snippet__node {\n float: left;\n margin-left: 4px;\n }\n .lh-snippet__toggle-expand {\n padding: 1px 7px;\n margin-top: -1px;\n margin-right: -7px;\n float: right;\n background: transparent;\n border: none;\n cursor: pointer;\n font-size: 14px;\n color: #0c50c7;\n }\n\n .lh-snippet__snippet {\n overflow: auto;\n border: 1px solid var(--report-border-color-secondary);\n }\n /* Container needed so that all children grow to the width of the scroll container */\n .lh-snippet__snippet-inner {\n display: inline-block;\n min-width: 100%;\n }\n\n .lh-snippet:not(.lh-snippet--expanded) .lh-snippet__show-if-expanded {\n display: none;\n }\n .lh-snippet.lh-snippet--expanded .lh-snippet__show-if-collapsed {\n display: none;\n }\n\n .lh-snippet__line {\n background: white;\n white-space: pre;\n display: flex;\n }\n .lh-snippet__line:not(.lh-snippet__line--message):first-child {\n padding-top: 4px;\n }\n .lh-snippet__line:not(.lh-snippet__line--message):last-child {\n padding-bottom: 4px;\n }\n .lh-snippet__line--content-highlighted {\n background: var(--snippet-highlight-dark);\n }\n .lh-snippet__line--message {\n background: var(--snippet-highlight-light);\n }\n .lh-snippet__line--message .lh-snippet__line-number {\n padding-top: 10px;\n padding-bottom: 10px;\n }\n .lh-snippet__line--message code {\n padding: 10px;\n padding-left: 5px;\n color: var(--color-fail);\n font-family: 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t=e.createFragment(),n=e.createElement("div","lh-snippet__header"),r=e.createElement("div","lh-snippet__title"),a=e.createElement("div","lh-snippet__node"),i=e.createElement("button","lh-snippet__toggle-expand"),o=e.createElement("span","lh-snippet__btn-label-collapse lh-snippet__show-if-expanded"),l=e.createElement("span","lh-snippet__btn-label-expand lh-snippet__show-if-collapsed");return i.append(" ",o," ",l," "),n.append(" ",r," ",a," ",i," "),t.append(n),t}(e);case"snippetLine":return function(e){let t=e.createFragment(),n=e.createElement("div","lh-snippet__line"),r=e.createElement("div","lh-snippet__line-number"),a=e.createElement("div","lh-snippet__line-icon"),i=e.createElement("code");return n.append(" ",r," ",a," ",i," "),t.append(n),t}(e);case"styles":return function(e){let t=e.createFragment(),n=e.createElement("style");return n.append('/**\n * @license\n * Copyright 2017 Google LLC\n * SPDX-License-Identifier: Apache-2.0\n */\n\n/*\n Naming convention:\n\n If a variable is used for a specific component: --{component}-{property name}-{modifier}\n\n Both {component} and {property name} should be kebab-case. If the target is the entire page,\n use \'report\' for the component. The property name should not be abbreviated. Use the\n property name the variable is intended for - if it\'s used for multiple, a common descriptor\n is fine (ex: \'size\' for a variable applied to \'width\' and \'height\'). If a variable is shared\n across multiple components, either create more variables or just drop the "{component}-"\n part of the name. 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var(--color-cyan-500);\n\n /* Context-specific colors */\n --color-hover: rgba(0, 0, 0, 0.2);\n --color-informative: var(--color-blue-200);\n\n /* Component variables */\n --env-item-background-color: #393535;\n --link-color: var(--color-blue-200);\n --locale-selector-background-color: var(--color-gray-200);\n --plugin-badge-background-color: var(--color-gray-800);\n --report-background-color: var(--color-gray-900);\n --report-border-color-secondary: var(--color-gray-200);\n --report-text-color-secondary: var(--color-gray-400);\n --report-text-color: var(--color-gray-100);\n --snippet-color: var(--color-cyan-500);\n --topbar-background-color: var(--color-gray);\n --toplevel-warning-background-color: hsl(33deg 14% 18%);\n --toplevel-warning-message-text-color: var(--color-orange-700);\n --toplevel-warning-text-color: var(--color-gray-100);\n --table-group-header-background-color: rgba(186, 196, 206, 0.15);\n --table-group-header-text-color: var(--color-gray-100);\n --table-higlight-background-color: rgba(186, 196, 206, 0.09);\n\n /* SVGs */\n --plugin-icon-url: var(--plugin-icon-url-dark);\n --pwa-installable-gray-url: var(--pwa-installable-gray-url-dark);\n --pwa-optimized-gray-url: var(--pwa-optimized-gray-url-dark);\n }\n}\n\n@media only screen and (max-width: 480px) {\n .lh-vars {\n --audit-group-margin-bottom: 20px;\n --edge-gap-padding: var(--default-padding);\n --env-name-min-width: 120px;\n --gauge-circle-size-big: 96px;\n --gauge-circle-size: 72px;\n --gauge-label-font-size-big: 22px;\n --gauge-label-font-size: 14px;\n --gauge-label-line-height-big: 26px;\n --gauge-label-line-height: 20px;\n --gauge-percentage-font-size-big: 34px;\n --gauge-percentage-font-size: 26px;\n --gauge-wrapper-width: 112px;\n --header-padding: 16px 0 16px 0;\n --image-preview-size: 24px;\n --plugin-icon-size: 75%;\n --pwa-icon-margin: 0 7px 0 -3px;\n --report-font-size: 14px;\n --report-line-height: 20px;\n --score-icon-margin-left: 2px;\n --score-icon-size: 10px;\n --topbar-height: 28px;\n --topbar-logo-size: 20px;\n }\n}\n\n.lh-vars.lh-devtools {\n --audit-explanation-line-height: 14px;\n --audit-group-margin-bottom: 20px;\n --audit-group-padding-vertical: 12px;\n --audit-padding-vertical: 4px;\n --category-padding: 12px;\n --default-padding: 12px;\n --env-name-min-width: 120px;\n --footer-padding-vertical: 8px;\n --gauge-circle-size-big: 72px;\n --gauge-circle-size: 64px;\n --gauge-label-font-size-big: 22px;\n --gauge-label-font-size: 14px;\n --gauge-label-line-height-big: 26px;\n --gauge-label-line-height: 20px;\n --gauge-percentage-font-size-big: 34px;\n --gauge-percentage-font-size: 26px;\n --gauge-wrapper-width: 97px;\n --header-line-height: 20px;\n --header-padding: 16px 0 16px 0;\n --screenshot-overlay-background: transparent;\n --plugin-icon-size: 75%;\n --pwa-icon-margin: 0 7px 0 -3px;\n --report-font-family-monospace: \'Menlo\', \'dejavu sans mono\', \'Consolas\', \'Lucida Console\', monospace;\n --report-font-family: \'.SFNSDisplay-Regular\', \'Helvetica Neue\', \'Lucida Grande\', sans-serif;\n --report-font-size: 12px;\n --report-line-height: 20px;\n --score-icon-margin-left: 2px;\n --score-icon-size: 10px;\n --section-padding-vertical: 8px;\n}\n\n.lh-container:not(.lh-topbar + .lh-container) {\n --topbar-height: 0;\n --sticky-header-height: 0;\n --sticky-header-buffer: 0;\n}\n\n.lh-devtools.lh-root {\n height: 100%;\n}\n.lh-devtools.lh-root img {\n /* Override devtools default \'min-width: 0\' so svg without size in a flexbox isn\'t collapsed. */\n min-width: auto;\n}\n.lh-devtools .lh-container {\n overflow-y: scroll;\n height: calc(100% - var(--topbar-height));\n /** The .lh-container is the scroll parent in DevTools so we exclude the topbar from the sticky header buffer. */\n --sticky-header-buffer: calc(var(--sticky-header-height));\n}\n@media print {\n .lh-devtools .lh-container {\n overflow: unset;\n }\n}\n.lh-devtools .lh-sticky-header {\n /* This is normally the height of the topbar, but we want it to stick to the top of our scroll container .lh-container` */\n top: 0;\n}\n.lh-devtools .lh-element-screenshot__overlay {\n position: absolute;\n}\n\n@keyframes fadeIn {\n 0% { opacity: 0;}\n 100% { opacity: 0.6;}\n}\n\n.lh-root *, .lh-root *::before, .lh-root *::after {\n box-sizing: border-box;\n}\n\n.lh-root {\n font-family: var(--report-font-family);\n font-size: var(--report-font-size);\n margin: 0;\n line-height: var(--report-line-height);\n background: var(--report-background-color);\n color: var(--report-text-color);\n}\n\n.lh-root :focus-visible {\n outline: -webkit-focus-ring-color auto 3px;\n}\n.lh-root summary:focus {\n outline: none;\n box-shadow: 0 0 0 1px hsl(217, 89%, 61%);\n}\n\n.lh-root [hidden] {\n display: none !important;\n}\n\n.lh-root pre {\n margin: 0;\n}\n\n.lh-root pre,\n.lh-root code {\n font-family: var(--report-font-family-monospace);\n}\n\n.lh-root details > summary {\n cursor: pointer;\n}\n\n.lh-hidden {\n display: none !important;\n}\n\n.lh-container {\n /*\n Text wrapping in the report is so much FUN!\n We have a `word-break: break-word;` globally here to prevent a few common scenarios, namely\n long non-breakable text (usually URLs) found in:\n 1. The footer\n 2. .lh-node (outerHTML)\n 3. .lh-code\n\n With that sorted, the next challenge is appropriate column sizing and text wrapping inside our\n .lh-details tables. Even more fun.\n * We don\'t want table headers ("Potential Savings (ms)") to wrap or their column values, but\n we\'d be happy for the URL column to wrap if the URLs are particularly long.\n * We want the narrow columns to remain narrow, providing the most column width for URL\n * We don\'t want the table to extend past 100% width.\n * Long URLs in the URL column can wrap. Util.getURLDisplayName maxes them out at 64 characters,\n but they do not get any overflow:ellipsis treatment.\n */\n word-break: break-word;\n}\n\n.lh-audit-group a,\n.lh-category-header__description a,\n.lh-audit__description a,\n.lh-warnings a,\n.lh-footer a,\n.lh-table-column--link a {\n color: var(--link-color);\n}\n\n.lh-audit__description, .lh-audit__stackpack {\n --inner-audit-padding-right: var(--stackpack-padding-horizontal);\n padding-left: var(--audit-description-padding-left);\n padding-right: var(--inner-audit-padding-right);\n padding-top: 8px;\n padding-bottom: 8px;\n}\n\n.lh-details {\n margin-top: var(--default-padding);\n margin-bottom: var(--default-padding);\n margin-left: var(--audit-description-padding-left);\n /* whatever the .lh-details side margins are */\n width: 100%;\n}\n\n.lh-audit__stackpack {\n display: flex;\n align-items: center;\n}\n\n.lh-audit__stackpack__img {\n max-width: 30px;\n margin-right: var(--default-padding)\n}\n\n/* Report header */\n\n.lh-report-icon {\n display: flex;\n align-items: center;\n padding: 10px 12px;\n cursor: pointer;\n}\n.lh-report-icon[disabled] {\n opacity: 0.3;\n pointer-events: none;\n}\n\n.lh-report-icon::before {\n content: "";\n margin: 4px;\n background-repeat: no-repeat;\n width: var(--report-icon-size);\n height: var(--report-icon-size);\n opacity: 0.7;\n display: inline-block;\n vertical-align: middle;\n}\n.lh-report-icon:hover::before {\n opacity: 1;\n}\n.lh-dark .lh-report-icon::before {\n filter: invert(1);\n}\n.lh-report-icon--print::before {\n background-image: url(\'data:image/svg+xml;utf8,<svg xmlns="http://www.w3.org/2000/svg" width="24" height="24" viewBox="0 0 24 24"><path d="M19 8H5c-1.66 0-3 1.34-3 3v6h4v4h12v-4h4v-6c0-1.66-1.34-3-3-3zm-3 11H8v-5h8v5zm3-7c-.55 0-1-.45-1-1s.45-1 1-1 1 .45 1 1-.45 1-1 1zm-1-9H6v4h12V3z"/><path fill="none" d="M0 0h24v24H0z"/>\u003c/svg>\');\n}\n.lh-report-icon--copy::before {\n background-image: url(\'data:image/svg+xml;utf8,<svg height="24" 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13z"/>\u003c/svg>\');\n}\n.lh-report-icon--samples-one::before {\n background-image: url(\'data:image/svg+xml;utf8,<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 24 24"><circle cx="7" cy="14" r="3"/><path d="M7 18a4 4 0 1 1 0-8 4 4 0 0 1 0 8zm0-6c-1.1 0-2 .9-2 2s.9 2 2 2 2-.9 2-2-.9-2-2-2zm4-2a4 4 0 1 1 0-8 4 4 0 0 1 0 8zm0-6c-1.1 0-2 .9-2 2s.9 2 2 2 2-.9 2-2-.9-2-2-2zm5.6 17.6a4 4 0 1 1 0-8 4 4 0 0 1 0 8zm0-6c-1.1 0-2 .9-2 2s.9 2 2 2 2-.9 2-2-.9-2-2-2z"/>\u003c/svg>\');\n}\n.lh-report-icon--samples-many::before {\n background-image: url(\'data:image/svg+xml;utf8,<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 24 24"><path d="M7 18a4 4 0 1 1 0-8 4 4 0 0 1 0 8zm0-6c-1.1 0-2 .9-2 2s.9 2 2 2 2-.9 2-2-.9-2-2-2zm4-2a4 4 0 1 1 0-8 4 4 0 0 1 0 8zm0-6c-1.1 0-2 .9-2 2s.9 2 2 2 2-.9 2-2-.9-2-2-2zm5.6 17.6a4 4 0 1 1 0-8 4 4 0 0 1 0 8zm0-6c-1.1 0-2 .9-2 2s.9 2 2 2 2-.9 2-2-.9-2-2-2z"/><circle cx="7" cy="14" r="3"/><circle cx="11" cy="6" r="3"/>\u003c/svg>\');\n}\n.lh-report-icon--chrome::before {\n background-image: url(\'data:image/svg+xml;utf8,<svg xmlns="http://www.w3.org/2000/svg" viewBox="-50 -50 562 562"><path d="M256 25.6v25.6a204 204 0 0 1 144.8 60 204 204 0 0 1 60 144.8 204 204 0 0 1-60 144.8 204 204 0 0 1-144.8 60 204 204 0 0 1-144.8-60 204 204 0 0 1-60-144.8 204 204 0 0 1 60-144.8 204 204 0 0 1 144.8-60V0a256 256 0 1 0 0 512 256 256 0 0 0 0-512v25.6z"/><path d="M256 179.2v25.6a51.3 51.3 0 0 1 0 102.4 51.3 51.3 0 0 1 0-102.4v-51.2a102.3 102.3 0 1 0-.1 204.7 102.3 102.3 0 0 0 .1-204.7v25.6z"/><path d="M256 204.8h217.6a25.6 25.6 0 0 0 0-51.2H256a25.6 25.6 0 0 0 0 51.2m44.3 76.8L191.5 470.1a25.6 25.6 0 1 0 44.4 25.6l108.8-188.5a25.6 25.6 0 1 0-44.4-25.6m-88.6 0L102.9 93.2a25.7 25.7 0 0 0-35-9.4 25.7 25.7 0 0 0-9.4 35l108.8 188.5a25.7 25.7 0 0 0 35 9.4 25.9 25.9 0 0 0 9.4-35.1"/>\u003c/svg>\');\n}\n.lh-report-icon--external::before {\n background-image: url(\'data:image/svg+xml;utf8,<svg xmlns="http://www.w3.org/2000/svg"><path d="M3.15 11.9a1.01 1.01 0 0 1-.743-.307 1.01 1.01 0 0 1-.306-.743v-7.7c0-.292.102-.54.306-.744a1.01 1.01 0 0 1 .744-.306H7v1.05H3.15v7.7h7.7V7h1.05v3.85c0 .291-.103.54-.307.743a1.01 1.01 0 0 1-.743.307h-7.7Zm2.494-2.8-.743-.744 5.206-5.206H8.401V2.1h3.5v3.5h-1.05V3.893L5.644 9.1Z"/>\u003c/svg>\');\n}\n\n.lh-buttons {\n display: flex;\n flex-wrap: wrap;\n margin: var(--default-padding) 0;\n}\n.lh-button {\n height: 32px;\n border: 1px solid var(--report-border-color-secondary);\n border-radius: 3px;\n color: var(--link-color);\n background-color: var(--report-background-color);\n margin: 5px;\n}\n\n.lh-button:first-of-type {\n margin-left: 0;\n}\n\n/* Node */\n.lh-node__snippet {\n font-family: var(--report-font-family-monospace);\n color: var(--snippet-color);\n font-size: var(--report-monospace-font-size);\n line-height: 20px;\n}\n\n/* Score */\n\n.lh-audit__score-icon {\n width: var(--score-icon-size);\n height: var(--score-icon-size);\n margin: var(--score-icon-margin);\n}\n\n.lh-audit--pass .lh-audit__display-text {\n color: var(--color-pass-secondary);\n}\n.lh-audit--pass .lh-audit__score-icon,\n.lh-scorescale-range--pass::before {\n border-radius: 100%;\n background: var(--color-pass);\n}\n\n.lh-audit--average .lh-audit__display-text {\n color: var(--color-average-secondary);\n}\n.lh-audit--average .lh-audit__score-icon,\n.lh-scorescale-range--average::before {\n background: var(--color-average);\n width: var(--icon-square-size);\n height: var(--icon-square-size);\n}\n\n.lh-audit--fail .lh-audit__display-text {\n color: var(--color-fail-secondary);\n}\n.lh-audit--fail .lh-audit__score-icon,\n.lh-audit--error .lh-audit__score-icon,\n.lh-scorescale-range--fail::before {\n border-left: calc(var(--score-icon-size) / 2) solid transparent;\n border-right: calc(var(--score-icon-size) / 2) solid transparent;\n border-bottom: var(--score-icon-size) solid var(--color-fail);\n}\n\n.lh-audit--error .lh-audit__score-icon,\n.lh-metric--error .lh-metric__icon {\n background-image: var(--error-icon-url);\n background-repeat: no-repeat;\n background-position: center;\n border: none;\n}\n\n.lh-gauge__wrapper--fail .lh-gauge--error {\n background-image: var(--error-icon-url);\n background-repeat: no-repeat;\n background-position: center;\n transform: scale(0.5);\n top: var(--score-container-padding);\n}\n\n.lh-audit--manual .lh-audit__display-text,\n.lh-audit--notapplicable .lh-audit__display-text {\n color: var(--color-gray-600);\n}\n.lh-audit--manual .lh-audit__score-icon,\n.lh-audit--notapplicable .lh-audit__score-icon {\n border: calc(0.2 * var(--score-icon-size)) solid var(--color-gray-400);\n border-radius: 100%;\n background: none;\n}\n\n.lh-audit--informative .lh-audit__display-text {\n color: var(--color-gray-600);\n}\n\n.lh-audit--informative .lh-audit__score-icon {\n border: calc(0.2 * var(--score-icon-size)) solid var(--color-gray-400);\n border-radius: 100%;\n}\n\n.lh-audit__description,\n.lh-audit__stackpack {\n color: var(--report-text-color-secondary);\n}\n.lh-audit__adorn {\n border: 1px solid var(--color-gray-500);\n border-radius: 3px;\n margin: 0 3px;\n padding: 0 2px;\n line-height: 1.1;\n display: inline-block;\n font-size: 90%;\n color: var(--report-text-color-secondary);\n}\n\n.lh-category-header__description {\n text-align: center;\n color: var(--color-gray-700);\n margin: 0px auto;\n max-width: 400px;\n}\n\n\n.lh-audit__display-text,\n.lh-chevron-container {\n margin: 0 var(--audit-margin-horizontal);\n}\n.lh-chevron-container {\n margin-right: 0;\n}\n\n.lh-audit__title-and-text {\n flex: 1;\n}\n\n.lh-audit__title-and-text code {\n color: var(--snippet-color);\n font-size: var(--report-monospace-font-size);\n}\n\n/* Prepend display text with em dash separator. */\n.lh-audit__display-text:not(:empty):before {\n content: \'—\';\n margin-right: var(--audit-margin-horizontal);\n}\n\n/* Expandable Details (Audit Groups, Audits) */\n.lh-audit__header {\n display: flex;\n align-items: center;\n padding: var(--default-padding);\n}\n\n\n.lh-metricfilter {\n display: grid;\n justify-content: end;\n align-items: center;\n grid-auto-flow: column;\n gap: 4px;\n color: var(--color-gray-700);\n}\n\n.lh-metricfilter__radio {\n /*\n * Instead of hiding, position offscreen so it\'s still accessible to screen readers\n * https://bugs.chromium.org/p/chromium/issues/detail?id=1439785\n */\n position: fixed;\n left: -9999px;\n}\n.lh-metricfilter input[type=\'radio\']:focus-visible + label {\n outline: -webkit-focus-ring-color auto 1px;\n}\n\n.lh-metricfilter__label {\n display: inline-flex;\n padding: 0 4px;\n height: 16px;\n text-decoration: underline;\n align-items: center;\n cursor: pointer;\n font-size: 90%;\n}\n\n.lh-metricfilter__label--active {\n background: var(--color-blue-primary);\n color: var(--color-white);\n border-radius: 3px;\n text-decoration: none;\n}\n/* Give the \'All\' choice a more muted display */\n.lh-metricfilter__label--active[for="metric-All"] {\n background-color: var(--color-blue-200) !important;\n color: black !important;\n}\n\n.lh-metricfilter__text {\n margin-right: 8px;\n}\n\n/* If audits are filtered, hide the itemcount for Passed Audits… */\n.lh-category--filtered .lh-audit-group .lh-audit-group__itemcount {\n display: none;\n}\n\n\n.lh-audit__header:hover {\n background-color: var(--color-hover);\n}\n\n/* We want to hide the browser\'s default arrow marker on summary elements. Admittedly, it\'s complicated. */\n.lh-root details > summary {\n /* Blink 89+ and Firefox will hide the arrow when display is changed from (new) default of `list-item` to block. https://chromestatus.com/feature/6730096436051968*/\n display: block;\n}\n/* Safari and Blink <=88 require using the -webkit-details-marker selector */\n.lh-root details > summary::-webkit-details-marker {\n display: none;\n}\n\n/* Perf Metric */\n\n.lh-metrics-container {\n display: grid;\n grid-auto-rows: 1fr;\n grid-template-columns: 1fr 1fr;\n grid-column-gap: var(--report-line-height);\n margin-bottom: var(--default-padding);\n}\n\n.lh-metric {\n border-top: 1px solid var(--report-border-color-secondary);\n}\n\n.lh-category:not(.lh--hoisted-meta) .lh-metric:nth-last-child(-n+2) {\n border-bottom: 1px solid var(--report-border-color-secondary);\n}\n\n.lh-metric__innerwrap {\n display: grid;\n /**\n * Icon -- Metric Name\n * -- Metric Value\n */\n grid-template-columns: calc(var(--score-icon-size) + var(--score-icon-margin-left) + var(--score-icon-margin-right)) 1fr;\n align-items: center;\n padding: var(--default-padding);\n}\n\n.lh-metric__details {\n order: -1;\n}\n\n.lh-metric__title {\n flex: 1;\n}\n\n.lh-calclink {\n padding-left: calc(1ex / 3);\n}\n\n.lh-metric__description {\n display: none;\n grid-column-start: 2;\n grid-column-end: 4;\n color: var(--report-text-color-secondary);\n}\n\n.lh-metric__value {\n font-size: var(--metric-value-font-size);\n margin: calc(var(--default-padding) / 2) 0;\n white-space: nowrap; /* No wrapping between metric value and the icon */\n grid-column-start: 2;\n}\n\n\n@media screen and (max-width: 535px) {\n .lh-metrics-container {\n display: block;\n }\n\n .lh-metric {\n border-bottom: none !important;\n }\n .lh-category:not(.lh--hoisted-meta) .lh-metric:nth-last-child(1) {\n border-bottom: 1px solid var(--report-border-color-secondary) !important;\n }\n\n /* Change the grid to 3 columns for narrow viewport. */\n .lh-metric__innerwrap {\n /**\n * Icon -- Metric Name -- Metric Value\n */\n grid-template-columns: calc(var(--score-icon-size) + var(--score-icon-margin-left) + var(--score-icon-margin-right)) 2fr 1fr;\n }\n .lh-metric__value {\n justify-self: end;\n grid-column-start: unset;\n }\n}\n\n/* No-JS toggle switch */\n/* Keep this selector sync\'d w/ `magicSelector` in report-ui-features-test.js */\n .lh-metrics-toggle__input:checked ~ .lh-metrics-container .lh-metric__description {\n display: block;\n}\n\n/* TODO get rid of the SVGS and clean up these some more */\n.lh-metrics-toggle__input {\n opacity: 0;\n position: absolute;\n right: 0;\n top: 0px;\n}\n\n.lh-metrics-toggle__input + div > label > .lh-metrics-toggle__labeltext--hide,\n.lh-metrics-toggle__input:checked + div > label > .lh-metrics-toggle__labeltext--show {\n display: none;\n}\n.lh-metrics-toggle__input:checked + div > label > .lh-metrics-toggle__labeltext--hide {\n display: inline;\n}\n.lh-metrics-toggle__input:focus + div > label {\n outline: -webkit-focus-ring-color auto 3px;\n}\n\n.lh-metrics-toggle__label {\n cursor: pointer;\n font-size: var(--report-font-size-secondary);\n line-height: var(--report-line-height-secondary);\n color: var(--color-gray-700);\n}\n\n/* Pushes the metric description toggle button to the right. */\n.lh-audit-group--metrics .lh-audit-group__header {\n display: flex;\n justify-content: space-between;\n}\n\n.lh-metric__icon,\n.lh-scorescale-range::before {\n content: \'\';\n width: var(--score-icon-size);\n height: var(--score-icon-size);\n display: inline-block;\n margin: var(--score-icon-margin);\n}\n\n.lh-metric--pass .lh-metric__value {\n color: var(--color-pass-secondary);\n}\n.lh-metric--pass .lh-metric__icon {\n border-radius: 100%;\n background: var(--color-pass);\n}\n\n.lh-metric--average .lh-metric__value {\n color: var(--color-average-secondary);\n}\n.lh-metric--average .lh-metric__icon {\n background: var(--color-average);\n width: var(--icon-square-size);\n height: var(--icon-square-size);\n}\n\n.lh-metric--fail .lh-metric__value {\n color: var(--color-fail-secondary);\n}\n.lh-metric--fail .lh-metric__icon {\n border-left: calc(var(--score-icon-size) / 2) solid transparent;\n border-right: calc(var(--score-icon-size) / 2) solid transparent;\n border-bottom: var(--score-icon-size) solid var(--color-fail);\n}\n\n.lh-metric--error .lh-metric__value,\n.lh-metric--error .lh-metric__description {\n color: var(--color-fail-secondary);\n}\n\n/* Filmstrip */\n\n.lh-filmstrip-container {\n /* smaller gap between metrics and filmstrip */\n margin: -8px auto 0 auto;\n}\n\n.lh-filmstrip {\n display: grid;\n justify-content: space-between;\n padding-bottom: var(--default-padding);\n width: 100%;\n grid-template-columns: repeat(auto-fit, 90px);\n}\n\n.lh-filmstrip__frame {\n text-align: right;\n position: relative;\n}\n\n.lh-filmstrip__thumbnail {\n border: 1px solid var(--report-border-color-secondary);\n max-height: 150px;\n max-width: 120px;\n}\n\n/* Audit */\n\n.lh-audit {\n border-bottom: 1px solid var(--report-border-color-secondary);\n}\n\n/* Apply border-top to just the first audit. */\n.lh-audit {\n border-top: 1px solid var(--report-border-color-secondary);\n}\n.lh-audit ~ .lh-audit {\n border-top: none;\n}\n\n\n.lh-audit--error .lh-audit__display-text {\n color: var(--color-fail-secondary);\n}\n\n/* Audit Group */\n\n.lh-audit-group {\n margin-bottom: var(--audit-group-margin-bottom);\n position: relative;\n}\n.lh-audit-group--metrics {\n margin-bottom: calc(var(--audit-group-margin-bottom) / 2);\n}\n\n.lh-audit-group__header::before {\n /* By default, groups don\'t get an icon */\n content: none;\n width: var(--pwa-icon-size);\n height: var(--pwa-icon-size);\n margin: var(--pwa-icon-margin);\n display: inline-block;\n vertical-align: middle;\n}\n\n/* Style the "over budget" columns red. */\n.lh-audit-group--budgets #performance-budget tbody tr td:nth-child(4),\n.lh-audit-group--budgets #performance-budget tbody tr td:nth-child(5),\n.lh-audit-group--budgets #timing-budget tbody tr td:nth-child(3) {\n color: var(--color-red-700);\n}\n\n/* Align the "over budget request count" text to be close to the "over budget bytes" column. */\n.lh-audit-group--budgets .lh-table tbody tr td:nth-child(4){\n text-align: right;\n}\n\n.lh-audit-group--budgets .lh-details--budget {\n width: 100%;\n margin: 0 0 var(--default-padding);\n}\n\n.lh-audit-group--pwa-installable .lh-audit-group__header::before {\n content: \'\';\n background-image: var(--pwa-installable-gray-url);\n}\n.lh-audit-group--pwa-optimized .lh-audit-group__header::before {\n content: \'\';\n background-image: var(--pwa-optimized-gray-url);\n}\n.lh-audit-group--pwa-installable.lh-badged .lh-audit-group__header::before {\n background-image: var(--pwa-installable-color-url);\n}\n.lh-audit-group--pwa-optimized.lh-badged .lh-audit-group__header::before {\n background-image: var(--pwa-optimized-color-url);\n}\n\n.lh-audit-group--metrics .lh-audit-group__summary {\n margin-top: 0;\n margin-bottom: 0;\n}\n\n.lh-audit-group__summary {\n display: flex;\n justify-content: space-between;\n align-items: center;\n}\n\n.lh-audit-group__header .lh-chevron {\n margin-top: calc((var(--report-line-height) - 5px) / 2);\n}\n\n.lh-audit-group__header {\n letter-spacing: 0.8px;\n padding: var(--default-padding);\n padding-left: 0;\n}\n\n.lh-audit-group__header, .lh-audit-group__summary {\n font-size: var(--report-font-size-secondary);\n line-height: var(--report-line-height-secondary);\n color: var(--color-gray-700);\n}\n\n.lh-audit-group__title {\n text-transform: uppercase;\n font-weight: 500;\n}\n\n.lh-audit-group__itemcount {\n color: var(--color-gray-600);\n}\n\n.lh-audit-group__footer {\n color: var(--color-gray-600);\n display: block;\n margin-top: var(--default-padding);\n}\n\n.lh-details,\n.lh-category-header__description,\n.lh-audit-group__footer {\n font-size: var(--report-font-size-secondary);\n line-height: var(--report-line-height-secondary);\n}\n\n.lh-audit-explanation {\n margin: var(--audit-padding-vertical) 0 calc(var(--audit-padding-vertical) / 2) var(--audit-margin-horizontal);\n line-height: var(--audit-explanation-line-height);\n display: inline-block;\n}\n\n.lh-audit--fail .lh-audit-explanation {\n color: var(--color-fail-secondary);\n}\n\n/* Report */\n.lh-list > :not(:last-child) {\n margin-bottom: calc(var(--default-padding) * 2);\n}\n\n.lh-header-container {\n display: block;\n margin: 0 auto;\n position: relative;\n word-wrap: break-word;\n}\n\n.lh-header-container .lh-scores-wrapper {\n border-bottom: 1px solid var(--color-gray-200);\n}\n\n\n.lh-report {\n min-width: var(--report-content-min-width);\n}\n\n.lh-exception {\n font-size: large;\n}\n\n.lh-code {\n white-space: normal;\n margin-top: 0;\n font-size: var(--report-monospace-font-size);\n}\n\n.lh-warnings {\n --item-margin: calc(var(--report-line-height) / 6);\n color: var(--color-average-secondary);\n margin: var(--audit-padding-vertical) 0;\n padding: var(--default-padding)\n var(--default-padding)\n var(--default-padding)\n calc(var(--audit-description-padding-left));\n background-color: var(--toplevel-warning-background-color);\n}\n.lh-warnings span {\n font-weight: bold;\n}\n\n.lh-warnings--toplevel {\n --item-margin: calc(var(--header-line-height) / 4);\n color: var(--toplevel-warning-text-color);\n margin-left: auto;\n margin-right: auto;\n max-width: var(--report-content-max-width-minus-edge-gap);\n padding: var(--toplevel-warning-padding);\n border-radius: 8px;\n}\n\n.lh-warnings__msg {\n color: var(--toplevel-warning-message-text-color);\n margin: 0;\n}\n\n.lh-warnings ul {\n margin: 0;\n}\n.lh-warnings li {\n margin: var(--item-margin) 0;\n}\n.lh-warnings li:last-of-type {\n margin-bottom: 0;\n}\n\n.lh-scores-header {\n display: flex;\n flex-wrap: wrap;\n justify-content: center;\n}\n.lh-scores-header__solo {\n padding: 0;\n border: 0;\n}\n\n/* Gauge */\n\n.lh-gauge__wrapper--pass {\n color: var(--color-pass-secondary);\n fill: var(--color-pass);\n stroke: var(--color-pass);\n}\n\n.lh-gauge__wrapper--average {\n color: var(--color-average-secondary);\n fill: var(--color-average);\n stroke: var(--color-average);\n}\n\n.lh-gauge__wrapper--fail {\n color: var(--color-fail-secondary);\n fill: var(--color-fail);\n stroke: var(--color-fail);\n}\n\n.lh-gauge__wrapper--not-applicable {\n color: var(--color-not-applicable);\n fill: var(--color-not-applicable);\n stroke: var(--color-not-applicable);\n}\n\n.lh-fraction__wrapper .lh-fraction__content::before {\n content: \'\';\n height: var(--score-icon-size);\n width: var(--score-icon-size);\n margin: var(--score-icon-margin);\n display: inline-block;\n}\n.lh-fraction__wrapper--pass .lh-fraction__content {\n color: var(--color-pass-secondary);\n}\n.lh-fraction__wrapper--pass .lh-fraction__background {\n background-color: var(--color-pass);\n}\n.lh-fraction__wrapper--pass .lh-fraction__content::before {\n background-color: var(--color-pass);\n border-radius: 50%;\n}\n.lh-fraction__wrapper--average .lh-fraction__content {\n color: var(--color-average-secondary);\n}\n.lh-fraction__wrapper--average .lh-fraction__background,\n.lh-fraction__wrapper--average .lh-fraction__content::before {\n background-color: var(--color-average);\n}\n.lh-fraction__wrapper--fail .lh-fraction__content {\n color: var(--color-fail);\n}\n.lh-fraction__wrapper--fail .lh-fraction__background {\n background-color: var(--color-fail);\n}\n.lh-fraction__wrapper--fail .lh-fraction__content::before {\n border-left: calc(var(--score-icon-size) / 2) solid transparent;\n border-right: calc(var(--score-icon-size) / 2) solid transparent;\n border-bottom: var(--score-icon-size) solid var(--color-fail);\n}\n.lh-fraction__wrapper--null .lh-fraction__content {\n color: var(--color-gray-700);\n}\n.lh-fraction__wrapper--null .lh-fraction__background {\n background-color: var(--color-gray-700);\n}\n.lh-fraction__wrapper--null .lh-fraction__content::before {\n border-radius: 50%;\n border: calc(0.2 * var(--score-icon-size)) solid var(--color-gray-700);\n}\n\n.lh-fraction__background {\n position: absolute;\n height: 100%;\n width: 100%;\n border-radius: calc(var(--gauge-circle-size) / 2);\n opacity: 0.1;\n z-index: -1;\n}\n\n.lh-fraction__content-wrapper {\n height: var(--gauge-circle-size);\n display: flex;\n align-items: center;\n}\n\n.lh-fraction__content {\n display: flex;\n position: relative;\n align-items: center;\n justify-content: center;\n font-size: calc(0.3 * var(--gauge-circle-size));\n line-height: calc(0.4 * var(--gauge-circle-size));\n width: max-content;\n min-width: calc(1.5 * var(--gauge-circle-size));\n padding: calc(0.1 * var(--gauge-circle-size)) calc(0.2 * var(--gauge-circle-size));\n --score-icon-size: calc(0.21 * var(--gauge-circle-size));\n --score-icon-margin: 0 calc(0.15 * var(--gauge-circle-size)) 0 0;\n}\n\n.lh-gauge {\n stroke-linecap: round;\n width: var(--gauge-circle-size);\n height: var(--gauge-circle-size);\n}\n\n.lh-category .lh-gauge {\n --gauge-circle-size: var(--gauge-circle-size-big);\n}\n\n.lh-gauge-base {\n opacity: 0.1;\n}\n\n.lh-gauge-arc {\n fill: none;\n transform-origin: 50% 50%;\n animation: load-gauge var(--transition-length) ease both;\n animation-delay: 250ms;\n}\n\n.lh-gauge__svg-wrapper {\n position: relative;\n height: var(--gauge-circle-size);\n}\n.lh-category .lh-gauge__svg-wrapper,\n.lh-category .lh-fraction__wrapper {\n --gauge-circle-size: var(--gauge-circle-size-big);\n}\n\n/* The plugin badge overlay */\n.lh-gauge__wrapper--plugin .lh-gauge__svg-wrapper::before {\n width: var(--plugin-badge-size);\n height: var(--plugin-badge-size);\n background-color: var(--plugin-badge-background-color);\n background-image: var(--plugin-icon-url);\n background-repeat: no-repeat;\n background-size: var(--plugin-icon-size);\n background-position: 58% 50%;\n content: "";\n position: absolute;\n right: -6px;\n bottom: 0px;\n display: block;\n z-index: 100;\n box-shadow: 0 0 4px rgba(0,0,0,.2);\n border-radius: 25%;\n}\n.lh-category .lh-gauge__wrapper--plugin .lh-gauge__svg-wrapper::before {\n width: var(--plugin-badge-size-big);\n height: var(--plugin-badge-size-big);\n}\n\n@keyframes load-gauge {\n from { stroke-dasharray: 0 352; }\n}\n\n.lh-gauge__percentage {\n width: 100%;\n height: var(--gauge-circle-size);\n line-height: var(--gauge-circle-size);\n position: absolute;\n font-family: var(--report-font-family-monospace);\n font-size: calc(var(--gauge-circle-size) * 0.34 + 1.3px);\n text-align: center;\n top: var(--score-container-padding);\n}\n\n.lh-category .lh-gauge__percentage {\n --gauge-circle-size: var(--gauge-circle-size-big);\n --gauge-percentage-font-size: var(--gauge-percentage-font-size-big);\n}\n\n.lh-gauge__wrapper,\n.lh-fraction__wrapper {\n position: relative;\n display: flex;\n align-items: center;\n flex-direction: column;\n text-decoration: none;\n padding: var(--score-container-padding);\n\n --transition-length: 1s;\n\n /* Contain the layout style paint & layers during animation*/\n contain: content;\n will-change: opacity; /* Only using for layer promotion */\n}\n\n.lh-gauge__label,\n.lh-fraction__label {\n font-size: var(--gauge-label-font-size);\n font-weight: 500;\n line-height: var(--gauge-label-line-height);\n margin-top: 10px;\n text-align: center;\n color: var(--report-text-color);\n word-break: keep-all;\n}\n\n/* TODO(#8185) use more BEM (.lh-gauge__label--big) instead of relying on descendant selector */\n.lh-category .lh-gauge__label,\n.lh-category .lh-fraction__label {\n --gauge-label-font-size: var(--gauge-label-font-size-big);\n --gauge-label-line-height: var(--gauge-label-line-height-big);\n margin-top: 14px;\n}\n\n.lh-scores-header .lh-gauge__wrapper,\n.lh-scores-header .lh-fraction__wrapper,\n.lh-scores-header .lh-gauge--pwa__wrapper,\n.lh-sticky-header .lh-gauge__wrapper,\n.lh-sticky-header .lh-fraction__wrapper,\n.lh-sticky-header .lh-gauge--pwa__wrapper {\n width: var(--gauge-wrapper-width);\n}\n\n.lh-scorescale {\n display: inline-flex;\n\n gap: calc(var(--default-padding) * 4);\n margin: 16px auto 0 auto;\n font-size: var(--report-font-size-secondary);\n color: var(--color-gray-700);\n\n}\n\n.lh-scorescale-range {\n display: flex;\n align-items: center;\n font-family: var(--report-font-family-monospace);\n white-space: nowrap;\n}\n\n.lh-category-header__finalscreenshot .lh-scorescale {\n border: 0;\n display: flex;\n justify-content: center;\n}\n\n.lh-category-header__finalscreenshot .lh-scorescale-range {\n font-family: unset;\n font-size: 12px;\n}\n\n.lh-scorescale-wrap {\n display: contents;\n}\n\n/* Hide category score gauages if it\'s a single category report */\n.lh-header--solo-category .lh-scores-wrapper {\n display: none;\n}\n\n\n.lh-categories {\n width: 100%;\n}\n\n.lh-category {\n padding: var(--category-padding);\n max-width: var(--report-content-max-width);\n margin: 0 auto;\n\n scroll-margin-top: var(--sticky-header-buffer);\n}\n\n.lh-category-wrapper {\n border-bottom: 1px solid var(--color-gray-200);\n}\n.lh-category-wrapper:last-of-type {\n border-bottom: 0;\n}\n\n.lh-category-header {\n margin-bottom: var(--section-padding-vertical);\n}\n\n.lh-category-header .lh-score__gauge {\n max-width: 400px;\n width: auto;\n margin: 0px auto;\n}\n\n.lh-category-header__finalscreenshot {\n display: grid;\n grid-template: none / 1fr 1px 1fr;\n justify-items: center;\n align-items: center;\n gap: var(--report-line-height);\n min-height: 288px;\n margin-bottom: var(--default-padding);\n}\n\n.lh-final-ss-image {\n /* constrain the size of the image to not be too large */\n max-height: calc(var(--gauge-circle-size-big) * 2.8);\n max-width: calc(var(--gauge-circle-size-big) * 3.5);\n border: 1px solid var(--color-gray-200);\n padding: 4px;\n border-radius: 3px;\n display: block;\n}\n\n.lh-category-headercol--separator {\n background: var(--color-gray-200);\n width: 1px;\n height: var(--gauge-circle-size-big);\n}\n\n@media screen and (max-width: 780px) {\n .lh-category-header__finalscreenshot {\n grid-template: 1fr 1fr / none\n }\n .lh-category-headercol--separator {\n display: none;\n }\n}\n\n\n/* 964 fits the min-width of the filmstrip */\n@media screen and (max-width: 964px) {\n .lh-report {\n margin-left: 0;\n width: 100%;\n }\n}\n\n@media print {\n body {\n -webkit-print-color-adjust: exact; /* print background colors */\n }\n .lh-container {\n display: block;\n }\n .lh-report {\n margin-left: 0;\n padding-top: 0;\n }\n .lh-categories {\n margin-top: 0;\n }\n}\n\n.lh-table {\n position: relative;\n border-collapse: separate;\n border-spacing: 0;\n /* Can\'t assign padding to table, so shorten the width instead. */\n width: calc(100% - var(--audit-description-padding-left) - var(--stackpack-padding-horizontal));\n border: 1px solid var(--report-border-color-secondary);\n}\n\n.lh-table thead th {\n position: sticky;\n top: calc(var(--sticky-header-buffer) + 1em);\n z-index: 1;\n background-color: var(--report-background-color);\n border-bottom: 1px solid var(--report-border-color-secondary);\n font-weight: normal;\n color: var(--color-gray-600);\n /* See text-wrapping comment on .lh-container. */\n word-break: normal;\n}\n\n.lh-row--group {\n background-color: var(--table-group-header-background-color);\n}\n\n.lh-row--group td {\n font-weight: bold;\n font-size: 1.05em;\n color: var(--table-group-header-text-color);\n}\n\n.lh-row--group td:first-child {\n font-weight: normal;\n}\n\n.lh-row--group .lh-text {\n color: inherit;\n text-decoration: none;\n display: inline-block;\n}\n\n.lh-row--group a.lh-link:hover {\n text-decoration: underline;\n}\n\n.lh-row--group .lh-audit__adorn {\n text-transform: capitalize;\n font-weight: normal;\n padding: 2px 3px 1px 3px;\n}\n\n.lh-row--group .lh-audit__adorn1p {\n color: var(--link-color);\n border-color: var(--link-color);\n}\n\n.lh-row--group .lh-report-icon--external::before {\n content: "";\n background-repeat: no-repeat;\n width: 14px;\n height: 16px;\n opacity: 0.7;\n display: inline-block;\n vertical-align: middle;\n}\n\n.lh-row--group .lh-report-icon--external {\n display: none;\n}\n\n.lh-row--group:hover .lh-report-icon--external {\n display: inline-block;\n}\n\n.lh-dark .lh-report-icon--external::before {\n filter: invert(1);\n}\n\n/** Manages indentation of two-level and three-level nested adjacent rows */\n\n.lh-row--group ~ [data-entity]:not(.lh-row--group) td:first-child {\n padding-left: 20px;\n}\n\n.lh-row--group ~ [data-entity]:not(.lh-row--group) ~ .lh-sub-item-row td:first-child {\n padding-left: 40px;\n}\n\n.lh-row--even {\n background-color: var(--table-group-header-background-color);\n}\n.lh-row--hidden {\n display: none;\n}\n\n.lh-table th,\n.lh-table td {\n padding: var(--default-padding);\n}\n\n.lh-table tr {\n vertical-align: middle;\n}\n\n.lh-table tr:hover {\n background-color: var(--table-higlight-background-color);\n}\n\n/* Looks unnecessary, but mostly for keeping the <th>s left-aligned */\n.lh-table-column--text,\n.lh-table-column--source-location,\n.lh-table-column--url,\n/* .lh-table-column--thumbnail, */\n/* .lh-table-column--empty,*/\n.lh-table-column--code,\n.lh-table-column--node {\n text-align: left;\n}\n\n.lh-table-column--code {\n min-width: 100px;\n}\n\n.lh-table-column--bytes,\n.lh-table-column--timespanMs,\n.lh-table-column--ms,\n.lh-table-column--numeric {\n text-align: right;\n word-break: normal;\n}\n\n\n\n.lh-table .lh-table-column--thumbnail {\n width: var(--image-preview-size);\n}\n\n.lh-table-column--url {\n min-width: 250px;\n}\n\n.lh-table-column--text {\n min-width: 80px;\n}\n\n/* Keep columns narrow if they follow the URL column */\n/* 12% was determined to be a decent narrow width, but wide enough for column headings */\n.lh-table-column--url + th.lh-table-column--bytes,\n.lh-table-column--url + .lh-table-column--bytes + th.lh-table-column--bytes,\n.lh-table-column--url + .lh-table-column--ms,\n.lh-table-column--url + .lh-table-column--ms + th.lh-table-column--bytes,\n.lh-table-column--url + .lh-table-column--bytes + th.lh-table-column--timespanMs {\n width: 12%;\n}\n\n.lh-text__url-host {\n display: inline;\n}\n\n.lh-text__url-host {\n margin-left: calc(var(--report-font-size) / 2);\n opacity: 0.6;\n font-size: 90%\n}\n\n.lh-thumbnail {\n object-fit: cover;\n width: var(--image-preview-size);\n height: var(--image-preview-size);\n display: block;\n}\n\n.lh-unknown pre {\n overflow: scroll;\n border: solid 1px var(--color-gray-200);\n}\n\n.lh-text__url > a {\n color: inherit;\n text-decoration: none;\n}\n\n.lh-text__url > a:hover {\n text-decoration: underline dotted #999;\n}\n\n.lh-sub-item-row {\n margin-left: 20px;\n margin-bottom: 0;\n color: var(--color-gray-700);\n}\n\n.lh-sub-item-row td {\n padding-top: 4px;\n padding-bottom: 4px;\n padding-left: 20px;\n}\n\n/* Chevron\n https://codepen.io/paulirish/pen/LmzEmK\n */\n.lh-chevron {\n --chevron-angle: 42deg;\n /* Edge doesn\'t support transform: rotate(calc(...)), so we define it here */\n --chevron-angle-right: -42deg;\n width: var(--chevron-size);\n height: var(--chevron-size);\n margin-top: calc((var(--report-line-height) - 12px) / 2);\n}\n\n.lh-chevron__lines {\n transition: transform 0.4s;\n transform: translateY(var(--report-line-height));\n}\n.lh-chevron__line {\n stroke: var(--chevron-line-stroke);\n stroke-width: var(--chevron-size);\n stroke-linecap: square;\n transform-origin: 50%;\n transform: rotate(var(--chevron-angle));\n transition: transform 300ms, stroke 300ms;\n}\n\n.lh-expandable-details .lh-chevron__line-right,\n.lh-expandable-details[open] .lh-chevron__line-left {\n transform: rotate(var(--chevron-angle-right));\n}\n\n.lh-expandable-details[open] .lh-chevron__line-right {\n transform: rotate(var(--chevron-angle));\n}\n\n\n.lh-expandable-details[open] .lh-chevron__lines {\n transform: translateY(calc(var(--chevron-size) * -1));\n}\n\n.lh-expandable-details[open] {\n animation: 300ms openDetails forwards;\n padding-bottom: var(--default-padding);\n}\n\n@keyframes openDetails {\n from {\n outline: 1px solid var(--report-background-color);\n }\n to {\n outline: 1px solid;\n box-shadow: 0 2px 4px rgba(0, 0, 0, .24);\n }\n}\n\n@media screen and (max-width: 780px) {\n /* no black outline if we\'re not confident the entire table can be displayed within bounds */\n .lh-expandable-details[open] {\n animation: none;\n }\n}\n\n.lh-expandable-details[open] summary, details.lh-clump > summary {\n border-bottom: 1px solid var(--report-border-color-secondary);\n}\ndetails.lh-clump[open] > summary {\n border-bottom-width: 0;\n}\n\n\n\ndetails .lh-clump-toggletext--hide,\ndetails[open] .lh-clump-toggletext--show { display: none; }\ndetails[open] .lh-clump-toggletext--hide { display: block;}\n\n\n/* Tooltip */\n.lh-tooltip-boundary {\n position: relative;\n}\n\n.lh-tooltip {\n position: absolute;\n display: none; /* Don\'t retain these layers when not needed */\n opacity: 0;\n background: #ffffff;\n white-space: pre-line; /* Render newlines in the text */\n min-width: 246px;\n max-width: 275px;\n padding: 15px;\n border-radius: 5px;\n text-align: initial;\n line-height: 1.4;\n}\n/* shrink tooltips to not be cutoff on left edge of narrow viewports\n 45vw is chosen to be ~= width of the left column of metrics\n*/\n@media screen and (max-width: 535px) {\n .lh-tooltip {\n min-width: 45vw;\n padding: 3vw;\n }\n}\n\n.lh-tooltip-boundary:hover .lh-tooltip {\n display: block;\n animation: fadeInTooltip 250ms;\n animation-fill-mode: forwards;\n animation-delay: 850ms;\n bottom: 100%;\n z-index: 1;\n will-change: opacity;\n right: 0;\n pointer-events: none;\n}\n\n.lh-tooltip::before {\n content: "";\n border: solid transparent;\n border-bottom-color: #fff;\n border-width: 10px;\n position: absolute;\n bottom: -20px;\n right: 6px;\n transform: rotate(180deg);\n pointer-events: none;\n}\n\n@keyframes fadeInTooltip {\n 0% { opacity: 0; }\n 75% { opacity: 1; }\n 100% { opacity: 1; filter: drop-shadow(1px 0px 1px #aaa) drop-shadow(0px 2px 4px hsla(206, 6%, 25%, 0.15)); pointer-events: auto; }\n}\n\n/* Element screenshot */\n.lh-element-screenshot {\n float: left;\n margin-right: 20px;\n}\n.lh-element-screenshot__content {\n overflow: hidden;\n min-width: 110px;\n display: flex;\n justify-content: center;\n background-color: var(--report-background-color);\n}\n.lh-element-screenshot__image {\n position: relative;\n /* Set by ElementScreenshotRenderer.installFullPageScreenshotCssVariable */\n background-image: var(--element-screenshot-url);\n outline: 2px solid #777;\n background-color: white;\n background-repeat: no-repeat;\n}\n.lh-element-screenshot__mask {\n position: absolute;\n background: #555;\n opacity: 0.8;\n}\n.lh-element-screenshot__element-marker {\n position: absolute;\n outline: 2px solid var(--color-lime-400);\n}\n.lh-element-screenshot__overlay {\n position: fixed;\n top: 0;\n left: 0;\n right: 0;\n bottom: 0;\n z-index: 2000; /* .lh-topbar is 1000 */\n background: var(--screenshot-overlay-background);\n display: flex;\n align-items: center;\n justify-content: center;\n cursor: zoom-out;\n}\n\n.lh-element-screenshot__overlay .lh-element-screenshot {\n margin-right: 0; /* clearing margin used in thumbnail case */\n outline: 1px solid var(--color-gray-700);\n}\n\n.lh-screenshot-overlay--enabled .lh-element-screenshot {\n cursor: zoom-out;\n}\n.lh-screenshot-overlay--enabled .lh-node .lh-element-screenshot {\n cursor: zoom-in;\n}\n\n\n.lh-meta__items {\n --meta-icon-size: calc(var(--report-icon-size) * 0.667);\n padding: var(--default-padding);\n display: grid;\n grid-template-columns: 1fr 1fr 1fr;\n background-color: var(--env-item-background-color);\n border-radius: 3px;\n margin: 0 0 var(--default-padding) 0;\n font-size: 12px;\n column-gap: var(--default-padding);\n color: var(--color-gray-700);\n}\n\n.lh-meta__item {\n display: block;\n list-style-type: none;\n position: relative;\n padding: 0 0 0 calc(var(--meta-icon-size) + var(--default-padding) * 2);\n cursor: unset; /* disable pointer cursor from report-icon */\n}\n\n.lh-meta__item.lh-tooltip-boundary {\n text-decoration: dotted underline var(--color-gray-500);\n cursor: help;\n}\n\n.lh-meta__item.lh-report-icon::before {\n position: absolute;\n left: var(--default-padding);\n width: var(--meta-icon-size);\n height: var(--meta-icon-size);\n}\n\n.lh-meta__item.lh-report-icon:hover::before {\n opacity: 0.7;\n}\n\n.lh-meta__item .lh-tooltip {\n color: var(--color-gray-800);\n}\n\n.lh-meta__item .lh-tooltip::before {\n right: auto; /* Set the tooltip arrow to the leftside */\n left: 6px;\n}\n\n/* Change the grid for narrow viewport. */\n@media screen and (max-width: 640px) {\n .lh-meta__items {\n grid-template-columns: 1fr 1fr;\n }\n}\n@media screen and (max-width: 535px) {\n .lh-meta__items {\n display: block;\n }\n}\n\n/* Explodey gauge */\n\n.lh-exp-gauge-component {\n margin-bottom: 10px;\n}\n\n.lh-exp-gauge-component circle {\n stroke: currentcolor;\n r: var(--radius);\n}\n\n.lh-exp-gauge-component text {\n font-size: calc(var(--radius) * 0.2);\n}\n\n.lh-exp-gauge-component .lh-exp-gauge {\n margin: 0 auto;\n width: 225px;\n stroke-width: var(--stroke-width);\n stroke-linecap: round;\n \n /* for better rendering perf */\n contain: strict;\n height: 225px;\n will-change: transform;\n}\n.lh-exp-gauge-component .lh-exp-gauge--faded {\n opacity: 0.1;\n}\n.lh-exp-gauge-component .lh-exp-gauge__wrapper {\n font-family: var(--report-font-family-monospace);\n text-align: center;\n text-decoration: none;\n transition: .3s;\n}\n.lh-exp-gauge-component .lh-exp-gauge__wrapper--pass {\n color: var(--color-pass);\n}\n.lh-exp-gauge-component .lh-exp-gauge__wrapper--average {\n color: var(--color-average);\n}\n.lh-exp-gauge-component .lh-exp-gauge__wrapper--fail {\n color: var(--color-fail);\n}\n.lh-exp-gauge-component .state--expanded {\n transition: color .3s;\n}\n.lh-exp-gauge-component .state--highlight {\n color: var(--color-highlight);\n}\n.lh-exp-gauge-component .lh-exp-gauge__svg-wrapper {\n display: flex;\n flex-direction: column-reverse;\n}\n\n.lh-exp-gauge-component .lh-exp-gauge__label {\n fill: var(--report-text-color);\n font-family: var(--report-font-family);\n font-size: 12px;\n}\n\n.lh-exp-gauge-component .lh-exp-gauge__cutout {\n opacity: .999;\n transition: opacity .3s;\n}\n.lh-exp-gauge-component .state--highlight .lh-exp-gauge__cutout {\n opacity: 0;\n}\n\n.lh-exp-gauge-component .lh-exp-gauge__inner {\n color: inherit;\n}\n.lh-exp-gauge-component .lh-exp-gauge__base {\n fill: currentcolor;\n}\n\n\n.lh-exp-gauge-component .lh-exp-gauge__arc {\n fill: none;\n transition: opacity .3s;\n}\n.lh-exp-gauge-component .lh-exp-gauge__arc--metric {\n color: var(--metric-color);\n stroke-dashoffset: var(--metric-offset);\n opacity: 0.3;\n}\n.lh-exp-gauge-component .lh-exp-gauge-hovertarget {\n color: currentcolor;\n opacity: 0.001;\n stroke-linecap: butt;\n stroke-width: 24;\n /* hack. move the hover target out of the center. ideally i tweak the r instead but that rquires considerably more math. */\n transform: scale(1.15);\n}\n.lh-exp-gauge-component .lh-exp-gauge__arc--metric.lh-exp-gauge--miniarc {\n opacity: 0;\n stroke-dasharray: 0 calc(var(--circle-meas) * var(--radius));\n transition: 0s .005s;\n}\n.lh-exp-gauge-component .state--expanded .lh-exp-gauge__arc--metric.lh-exp-gauge--miniarc {\n opacity: .999;\n stroke-dasharray: var(--metric-array);\n transition: 0.3s; /* calc(.005s + var(--i)*.05s); entrace animation */\n}\n.lh-exp-gauge-component .state--expanded .lh-exp-gauge__inner .lh-exp-gauge__arc {\n opacity: 0;\n}\n\n\n.lh-exp-gauge-component .lh-exp-gauge__percentage {\n text-anchor: middle;\n dominant-baseline: middle;\n opacity: .999;\n font-size: calc(var(--radius) * 0.625);\n transition: opacity .3s ease-in;\n}\n.lh-exp-gauge-component .state--highlight .lh-exp-gauge__percentage {\n opacity: 0;\n}\n\n.lh-exp-gauge-component .lh-exp-gauge__wrapper--fail .lh-exp-gauge__percentage {\n fill: var(--color-fail);\n}\n.lh-exp-gauge-component .lh-exp-gauge__wrapper--average .lh-exp-gauge__percentage {\n fill: var(--color-average);\n}\n.lh-exp-gauge-component .lh-exp-gauge__wrapper--pass .lh-exp-gauge__percentage {\n fill: var(--color-pass);\n}\n\n.lh-exp-gauge-component .lh-cover {\n fill: none;\n opacity: .001;\n pointer-events: none;\n}\n.lh-exp-gauge-component .state--expanded .lh-cover {\n pointer-events: auto;\n}\n\n.lh-exp-gauge-component .metric {\n transform: scale(var(--scale-initial));\n opacity: 0;\n transition: transform .1s .2s ease-out, opacity .3s ease-out;\n pointer-events: none;\n}\n.lh-exp-gauge-component .metric text {\n pointer-events: none;\n}\n.lh-exp-gauge-component .metric__value {\n fill: currentcolor;\n opacity: 0;\n transition: opacity 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n=URL.createObjectURL(t);e.href=n}convertMarkdownCodeSnippets(e){let t=this.createElement("span");for(let n of a.splitMarkdownCodeSpans(e))if(n.isCode){let e=this.createElement("code");e.textContent=n.text,t.append(e)}else t.append(this._document.createTextNode(n.text));return t}setLighthouseChannel(e){this._lighthouseChannel=e}document(){return this._document}isDevTools(){return!!this._document.querySelector(".lh-devtools")}find(e,t){let n=this.maybeFind(e,t);if(null===n)throw new Error(`query ${e} not found`);return n}maybeFind(e,t){return t.querySelector(e)}findAll(e,t){return Array.from(t.querySelectorAll(e))}fireEventOn(e,t=this._document,n){let r=new CustomEvent(e,n?{detail:n}:void 0);t.dispatchEvent(r)}saveFile(e,t){let n=this.createElement("a");n.download=t,this.safelySetBlobHref(n,e),this._document.body.append(n),n.click(),this._document.body.removeChild(n),setTimeout((()=>URL.revokeObjectURL(n.href)),500)}},o=0,l=class e{static i18n=null;static strings={};static 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t=n.audits[e.id];e.result=t,r.has(e.id)&&(e.relevantMetrics=r.get(e.id)),n.stackPacks&&n.stackPacks.forEach((t=>{t.descriptions[e.id]&&(e.stackPacks=e.stackPacks||[],e.stackPacks.push({title:t.title,iconDataURL:t.iconDataURL,description:t.descriptions[e.id]}))}))}));return n}static getUrlLocatorFn(e){let t=e.find((e=>"url"===e.valueType))?.key;if(t&&"string"==typeof t)return e=>{let n=e[t];if("string"==typeof n)return n};let n=e.find((e=>"source-location"===e.valueType))?.key;return n?e=>{let t=e[n];if("object"==typeof t&&"source-location"===t.type)return t.url}:void 0}static classifyEntities(t,n){let{items:r,headings:i}=n;if(!r.length||r.some((e=>e.entity)))return;let o=e.getUrlLocatorFn(i);if(o)for(let e of r){let n=o(e);if(!n)continue;let r="";try{r=a.parseURL(n).origin}catch{}if(!r)continue;let i=t.find((e=>e.origins.includes(r)));i&&(e.entity=i.name)}}static getTableItemSortComparator(e){return(t,n)=>{for(let r of e){let e=t[r],a=n[r];if((typeof e!=typeof 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n=0,r=0,a=0,i=0;for(let o of t.auditRefs){let t=e.showAsPassed(o.result);if("hidden"!==o.group&&"manual"!==o.result.scoreDisplayMode&&"notApplicable"!==o.result.scoreDisplayMode){if("informative"===o.result.scoreDisplayMode){t||++a;continue}++n,i+=o.weight,t&&r++}}return{numPassed:r,numPassableAudits:n,numInformative:a,totalWeight:i}}static isPluginCategory(e){return e.startsWith("lighthouse-plugin-")}static shouldDisplayAsFraction(e){return"timespan"===e||"snapshot"===e}},h={varianceDisclaimer:"Values are estimated and may vary. The [performance score is calculated](https://developer.chrome.com/docs/lighthouse/performance/performance-scoring/) directly from these metrics.",calculatorLink:"See calculator.",showRelevantAudits:"Show audits relevant to:",opportunityResourceColumnLabel:"Opportunity",opportunitySavingsColumnLabel:"Estimated Savings",errorMissingAuditInfo:"Report error: no audit information",errorLabel:"Error!",warningHeader:"Warnings: ",warningAuditsGroupTitle:"Passed audits but with warnings",passedAuditsGroupTitle:"Passed audits",notApplicableAuditsGroupTitle:"Not applicable",manualAuditsGroupTitle:"Additional items to manually check",toplevelWarningsMessage:"There were issues affecting this run of Lighthouse:",crcInitialNavigation:"Initial Navigation",crcLongestDurationLabel:"Maximum critical path latency:",snippetExpandButtonLabel:"Expand snippet",snippetCollapseButtonLabel:"Collapse snippet",lsPerformanceCategoryDescription:"[Lighthouse](https://developers.google.com/web/tools/lighthouse/) analysis of the current page on an emulated mobile network. Values are estimated and may vary.",labDataTitle:"Lab Data",thirdPartyResourcesLabel:"Show 3rd-party resources",viewTreemapLabel:"View Treemap",viewTraceLabel:"View Trace",dropdownPrintSummary:"Print Summary",dropdownPrintExpanded:"Print Expanded",dropdownCopyJSON:"Copy JSON",dropdownSaveHTML:"Save as HTML",dropdownSaveJSON:"Save as JSON",dropdownViewer:"Open in Viewer",dropdownSaveGist:"Save as Gist",dropdownDarkTheme:"Toggle Dark Theme",dropdownViewUnthrottledTrace:"View Unthrottled Trace",runtimeSettingsDevice:"Device",runtimeSettingsNetworkThrottling:"Network throttling",runtimeSettingsCPUThrottling:"CPU throttling",runtimeSettingsUANetwork:"User agent (network)",runtimeSettingsBenchmark:"Unthrottled CPU/Memory Power",runtimeSettingsAxeVersion:"Axe version",runtimeSettingsScreenEmulation:"Screen emulation",footerIssue:"File an issue",runtimeNoEmulation:"No emulation",runtimeMobileEmulation:"Emulated Moto G Power",runtimeDesktopEmulation:"Emulated Desktop",runtimeUnknown:"Unknown",runtimeSingleLoad:"Single page load",runtimeAnalysisWindow:"Initial page load",runtimeSingleLoadTooltip:"This data is taken from a single page load, as opposed to field data summarizing many sessions.",throttlingProvided:"Provided by environment",show:"Show",hide:"Hide",expandView:"Expand view",collapseView:"Collapse view",runtimeSlow4g:"Slow 4G throttling",runtimeCustom:"Custom throttling",firstPartyChipLabel:"1st party",openInANewTabTooltip:"Open in a new tab",unattributable:"Unattributable"},p=class{constructor(e,t){this.dom=e,this.detailsRenderer=t}get _clumpTitles(){return{warning:l.strings.warningAuditsGroupTitle,manual:l.strings.manualAuditsGroupTitle,passed:l.strings.passedAuditsGroupTitle,notApplicable:l.strings.notApplicableAuditsGroupTitle}}renderAudit(e){let t=this.dom.createComponent("audit");return this.populateAuditValues(e,t)}populateAuditValues(e,t){let n=l.strings,r=this.dom.find(".lh-audit",t);r.id=e.result.id;let a=e.result.scoreDisplayMode;e.result.displayValue&&(this.dom.find(".lh-audit__display-text",r).textContent=e.result.displayValue);let i=this.dom.find(".lh-audit__title",r);i.append(this.dom.convertMarkdownCodeSnippets(e.result.title));let o=this.dom.find(".lh-audit__description",r);o.append(this.dom.convertMarkdownLinkSnippets(e.result.description));for(let t of e.relevantMetrics||[]){let e=this.dom.createChildOf(o,"span","lh-audit__adorn");e.title=`Relevant to ${t.result.title}`,e.textContent=t.acronym||t.id}e.stackPacks&&e.stackPacks.forEach((e=>{let t=this.dom.createElement("img","lh-audit__stackpack__img");t.src=e.iconDataURL,t.alt=e.title;let n=this.dom.convertMarkdownLinkSnippets(e.description,{alwaysAppendUtmSource:!0}),a=this.dom.createElement("div","lh-audit__stackpack");a.append(t,n),this.dom.find(".lh-audit__stackpacks",r).append(a)}));let s=this.dom.find("details",r);if(e.result.details){let t=this.detailsRenderer.render(e.result.details);t&&(t.classList.add("lh-details"),s.append(t))}if(this.dom.find(".lh-chevron-container",r).append(this._createChevron()),this._setRatingClass(r,e.result.score,a),"error"===e.result.scoreDisplayMode){r.classList.add("lh-audit--error");let t=this.dom.find(".lh-audit__display-text",r);t.textContent=n.errorLabel,t.classList.add("lh-tooltip-boundary"),this.dom.createChildOf(t,"div","lh-tooltip lh-tooltip--error").textContent=e.result.errorMessage||n.errorMissingAuditInfo}else if(e.result.explanation){this.dom.createChildOf(i,"div","lh-audit-explanation").textContent=e.result.explanation}let c=e.result.warnings;if(!c||0===c.length)return r;let d=this.dom.find("summary",s),h=this.dom.createChildOf(d,"div","lh-warnings");if(this.dom.createChildOf(h,"span").textContent=n.warningHeader,1===c.length)h.append(this.dom.createTextNode(c.join("")));else{let e=this.dom.createChildOf(h,"ul");for(let t of c){this.dom.createChildOf(e,"li").textContent=t}}return r}injectFinalScreenshot(e,t,n){let r=t["final-screenshot"];if(!r||"error"===r.scoreDisplayMode||!r.details||"screenshot"!==r.details.type)return null;let a=this.dom.createElement("img","lh-final-ss-image"),i=r.details.data;a.src=i,a.alt=r.title;let o=this.dom.find(".lh-category .lh-category-header",e),l=this.dom.createElement("div","lh-category-headercol"),s=this.dom.createElement("div","lh-category-headercol lh-category-headercol--separator"),c=this.dom.createElement("div","lh-category-headercol");l.append(...o.childNodes),l.append(n),c.append(a),o.append(l,s,c),o.classList.add("lh-category-header__finalscreenshot")}_createChevron(){let e=this.dom.createComponent("chevron");return this.dom.find("svg.lh-chevron",e)}_setRatingClass(e,t,n){let r=d.calculateRating(t,n);return e.classList.add(`lh-audit--${n.toLowerCase()}`),"informative"!==n&&e.classList.add(`lh-audit--${r}`),e}renderCategoryHeader(e,t,n){let r=this.dom.createComponent("categoryHeader"),a=this.dom.find(".lh-score__gauge",r),i=this.renderCategoryScore(e,t,n);if(a.append(i),e.description){let t=this.dom.convertMarkdownLinkSnippets(e.description);this.dom.find(".lh-category-header__description",r).append(t)}return r}renderAuditGroup(e){let t=this.dom.createElement("div","lh-audit-group"),n=this.dom.createElement("div","lh-audit-group__header");this.dom.createChildOf(n,"span","lh-audit-group__title").textContent=e.title,t.append(n);let r=null;return e.description&&(r=this.dom.convertMarkdownLinkSnippets(e.description),r.classList.add("lh-audit-group__description","lh-audit-group__footer"),t.append(r)),[t,r]}_renderGroupedAudits(e,t){let n=new Map,r="NotAGroup";n.set(r,[]);for(let t of e){let e=t.group||r;if("hidden"===e)continue;let a=n.get(e)||[];a.push(t),n.set(e,a)}let a=[];for(let[e,i]of n){if(e===r){for(let e of i)a.push(this.renderAudit(e));continue}let n=t[e],[o,l]=this.renderAuditGroup(n);for(let e of i)o.insertBefore(this.renderAudit(e),l);o.classList.add(`lh-audit-group--${e}`),a.push(o)}return a}renderUnexpandableClump(e,t){let n=this.dom.createElement("div");return this._renderGroupedAudits(e,t).forEach((e=>n.append(e))),n}renderClump(e,{auditRefs:t,description:n,openByDefault:r}){let a=this.dom.createComponent("clump"),i=this.dom.find(".lh-clump",a);r&&i.setAttribute("open","");let o=this.dom.find(".lh-audit-group__header",i),s=this._clumpTitles[e];this.dom.find(".lh-audit-group__title",o).textContent=s,this.dom.find(".lh-audit-group__itemcount",i).textContent=`(${t.length})`;let c=t.map(this.renderAudit.bind(this));i.append(...c);let d=this.dom.find(".lh-audit-group",a);if(n){let e=this.dom.convertMarkdownLinkSnippets(n);e.classList.add("lh-audit-group__description","lh-audit-group__footer"),d.append(e)}return this.dom.find(".lh-clump-toggletext--show",d).textContent=l.strings.show,this.dom.find(".lh-clump-toggletext--hide",d).textContent=l.strings.hide,i.classList.add(`lh-clump--${e.toLowerCase()}`),d}renderCategoryScore(e,t,n){let r;if(r=n&&d.shouldDisplayAsFraction(n.gatherMode)?this.renderCategoryFraction(e):this.renderScoreGauge(e,t),n?.omitLabel&&this.dom.find(".lh-gauge__label,.lh-fraction__label",r).remove(),n?.onPageAnchorRendered){let e=this.dom.find("a",r);n.onPageAnchorRendered(e)}return r}renderScoreGauge(e,t){let n=this.dom.createComponent("gauge"),r=this.dom.find("a.lh-gauge__wrapper",n);d.isPluginCategory(e.id)&&r.classList.add("lh-gauge__wrapper--plugin");let a=Number(e.score),i=this.dom.find(".lh-gauge",n),o=this.dom.find("circle.lh-gauge-arc",i);o&&this._setGaugeArc(o,a);let s=Math.round(100*a),c=this.dom.find("div.lh-gauge__percentage",n);return c.textContent=s.toString(),null===e.score&&(c.classList.add("lh-gauge--error"),c.textContent="",c.title=l.strings.errorLabel),0===e.auditRefs.length||this.hasApplicableAudits(e)?r.classList.add(`lh-gauge__wrapper--${d.calculateRating(e.score)}`):(r.classList.add("lh-gauge__wrapper--not-applicable"),c.textContent="-",c.title=l.strings.notApplicableAuditsGroupTitle),this.dom.find(".lh-gauge__label",n).textContent=e.title,n}renderCategoryFraction(e){let t=this.dom.createComponent("fraction"),n=this.dom.find("a.lh-fraction__wrapper",t),{numPassed:r,numPassableAudits:a,totalWeight:i}=d.calculateCategoryFraction(e),o=r/a,l=this.dom.find(".lh-fraction__content",t),s=this.dom.createElement("span");s.textContent=`${r}/${a}`,l.append(s);let c=d.calculateRating(o);return 0===i&&(c="null"),n.classList.add(`lh-fraction__wrapper--${c}`),this.dom.find(".lh-fraction__label",t).textContent=e.title,t}hasApplicableAudits(e){return e.auditRefs.some((e=>"notApplicable"!==e.result.scoreDisplayMode))}_setGaugeArc(e,t){let n=2*Math.PI*Number(e.getAttribute("r")),r=Number(e.getAttribute("stroke-width")),a=.25*r/n;e.style.transform=`rotate(${360*a-90}deg)`;let i=t*n-r/2;0===t&&(e.style.opacity="0"),1===t&&(i=n),e.style.strokeDasharray=`${Math.max(i,0)} ${n}`}_auditHasWarning(e){return!!e.result.warnings?.length}_getClumpIdForAuditRef(e){let t=e.result.scoreDisplayMode;return"manual"===t||"notApplicable"===t?t:d.showAsPassed(e.result)?this._auditHasWarning(e)?"warning":"passed":"failed"}render(e,t={},n){let r=this.dom.createElement("div","lh-category");r.id=e.id,r.append(this.renderCategoryHeader(e,t,n));let a=new Map;a.set("failed",[]),a.set("warning",[]),a.set("manual",[]),a.set("passed",[]),a.set("notApplicable",[]);for(let t of e.auditRefs){let e=this._getClumpIdForAuditRef(t),n=a.get(e);n.push(t),a.set(e,n)}for(let e of a.values())e.sort(((e,t)=>t.weight-e.weight));let i=a.get("failed")?.length;for(let[n,o]of a){if(0===o.length)continue;if("failed"===n){let e=this.renderUnexpandableClump(o,t);e.classList.add("lh-clump--failed"),r.append(e);continue}let a="manual"===n?e.manualDescription:void 0,l="warning"===n||"manual"===n&&0===i,s=this.renderClump(n,{auditRefs:o,description:a,openByDefault:l});r.append(s)}return r}},g=class{static initTree(e){let t=0,n=Object.keys(e);return n.length>0&&(t=e[n[0]].request.startTime),{tree:e,startTime:t,transferSize:0}}static createSegment(e,t,n,r,a,i){let o=e[t],l=Object.keys(e),s=l.indexOf(t)===l.length-1,c=!!o.children&&Object.keys(o.children).length>0,d=Array.isArray(a)?a.slice(0):[];return typeof i<"u"&&d.push(!i),{node:o,isLastChild:s,hasChildren:c,startTime:n,transferSize:r+o.request.transferSize,treeMarkers:d}}static createChainNode(e,t,n){let r=e.createComponent("crcChain");e.find(".lh-crc-node",r).setAttribute("title",t.node.request.url);let a=e.find(".lh-crc-node__tree-marker",r);t.treeMarkers.forEach((t=>{let n=t?"lh-tree-marker lh-vert":"lh-tree-marker";a.append(e.createElement("span",n),e.createElement("span","lh-tree-marker"))}));let i=t.isLastChild?"lh-tree-marker lh-up-right":"lh-tree-marker lh-vert-right",o=t.hasChildren?"lh-tree-marker lh-horiz-down":"lh-tree-marker lh-right";a.append(e.createElement("span",i),e.createElement("span","lh-tree-marker lh-right"),e.createElement("span",o));let s=t.node.request.url,c=n.renderTextURL(s),d=e.find(".lh-crc-node__tree-value",r);if(d.append(c),!t.hasChildren){let{startTime:n,endTime:r,transferSize:a}=t.node.request,i=e.createElement("span","lh-crc-node__chain-duration");i.textContent=" - "+l.i18n.formatMilliseconds(1e3*(r-n))+", ";let o=e.createElement("span","lh-crc-node__chain-duration");o.textContent=l.i18n.formatBytesToKiB(a,.01),d.append(i,o)}return r}static buildTree(e,t,n,r,a,i){if(r.append(u.createChainNode(e,n,i)),n.node.children)for(let o of Object.keys(n.node.children)){let l=u.createSegment(n.node.children,o,n.startTime,n.transferSize,n.treeMarkers,n.isLastChild);u.buildTree(e,t,l,r,a,i)}}static render(e,t,n){let r=e.createComponent("crc"),a=e.find(".lh-crc",r);e.find(".lh-crc-initial-nav",r).textContent=l.strings.crcInitialNavigation,e.find(".lh-crc__longest_duration_label",r).textContent=l.strings.crcLongestDurationLabel,e.find(".lh-crc__longest_duration",r).textContent=l.i18n.formatMilliseconds(t.longestChain.duration);let i=u.initTree(t.chains);for(let o of Object.keys(i.tree)){let l=u.createSegment(i.tree,o,i.startTime,i.transferSize);u.buildTree(e,r,l,a,t,n)}return e.find(".lh-crc-container",r)}},u=g;function m(e,t,n){return e<t?t:e>n?n:e}var f=class e{static getScreenshotPositions(e,t,n){let r=function(e){return{x:e.left+e.width/2,y:e.top+e.height/2}}(e),a=m(r.x-t.width/2,0,n.width-t.width),i=m(r.y-t.height/2,0,n.height-t.height);return{screenshot:{left:a,top:i},clip:{left:e.left-a,top:e.top-i}}}static renderClipPathInScreenshot(e,t,n,r,a){let i=e.find("clipPath",t),o=`clip-${l.getUniqueSuffix()}`;i.id=o,t.style.clipPath=`url(#${o})`;let s=n.top/a.height,c=s+r.height/a.height,d=n.left/a.width,h=d+r.width/a.width,p=[`0,0 1,0 1,${s} 0,${s}`,`0,${c} 1,${c} 1,1 0,1`,`0,${s} ${d},${s} ${d},${c} 0,${c}`,`${h},${s} 1,${s} 1,${c} ${h},${c}`];for(let t of p){let n=e.createElementNS("http://www.w3.org/2000/svg","polygon");n.setAttribute("points",t),i.append(n)}}static installFullPageScreenshot(e,t){e.style.setProperty("--element-screenshot-url",`url('${t.data}')`)}static installOverlayFeature(t){let{dom:n,rootEl:r,overlayContainerEl:a,fullPageScreenshot:i}=t,o="lh-screenshot-overlay--enabled";r.classList.contains(o)||(r.classList.add(o),r.addEventListener("click",(t=>{let r=t.target;if(!r)return;let o=r.closest(".lh-node > .lh-element-screenshot");if(!o)return;let l=n.createElement("div","lh-element-screenshot__overlay");a.append(l);let s={width:.95*l.clientWidth,height:.8*l.clientHeight},c={width:Number(o.dataset.rectWidth),height:Number(o.dataset.rectHeight),left:Number(o.dataset.rectLeft),right:Number(o.dataset.rectLeft)+Number(o.dataset.rectWidth),top:Number(o.dataset.rectTop),bottom:Number(o.dataset.rectTop)+Number(o.dataset.rectHeight)},d=e.render(n,i.screenshot,c,s);d?(l.append(d),l.addEventListener("click",(()=>l.remove()))):l.remove()})))}static _computeZoomFactor(e,t){let n={x:t.width/e.width,y:t.height/e.height},r=.75*Math.min(n.x,n.y);return Math.min(1,r)}static render(t,n,r,a){if(!function(e,t){return t.left<=e.width&&0<=t.right&&t.top<=e.height&&0<=t.bottom}(n,r))return null;let i=t.createComponent("elementScreenshot"),o=t.find("div.lh-element-screenshot",i);o.dataset.rectWidth=r.width.toString(),o.dataset.rectHeight=r.height.toString(),o.dataset.rectLeft=r.left.toString(),o.dataset.rectTop=r.top.toString();let l=this._computeZoomFactor(r,a),s={width:a.width/l,height:a.height/l};s.width=Math.min(n.width,s.width),s.height=Math.min(n.height,s.height);let c=s.width*l,d=s.height*l,h=e.getScreenshotPositions(r,s,{width:n.width,height:n.height}),p=t.find("div.lh-element-screenshot__image",o);p.style.width=c+"px",p.style.height=d+"px",p.style.backgroundPositionY=-h.screenshot.top*l+"px",p.style.backgroundPositionX=-h.screenshot.left*l+"px",p.style.backgroundSize=`${n.width*l}px ${n.height*l}px`;let g=t.find("div.lh-element-screenshot__element-marker",o);g.style.width=r.width*l+"px",g.style.height=r.height*l+"px",g.style.left=h.clip.left*l+"px",g.style.top=h.clip.top*l+"px";let u=t.find("div.lh-element-screenshot__mask",o);return u.style.width=c+"px",u.style.height=d+"px",e.renderClipPathInScreenshot(t,u,h.clip,r,s),o}},v=["http://","https://","data:"],b=["bytes","numeric","ms","timespanMs"],_=class{constructor(e){"en-XA"===e&&(e="de"),this._locale=e,this._cachedNumberFormatters=new Map}_formatNumberWithGranularity(e,t,n={}){if(void 0!==t){let r=-Math.log10(t);Number.isInteger(r)||(console.warn(`granularity of ${t} is invalid. Using 1 instead`),t=1),t<1&&((n={...n}).minimumFractionDigits=n.maximumFractionDigits=Math.ceil(r)),e=Math.round(e/t)*t,Object.is(e,-0)&&(e=0)}else Math.abs(e)<5e-4&&(e=0);let r,a=[n.minimumFractionDigits,n.maximumFractionDigits,n.style,n.unit,n.unitDisplay,this._locale].join("");return r=this._cachedNumberFormatters.get(a),r||(r=new Intl.NumberFormat(this._locale,n),this._cachedNumberFormatters.set(a,r)),r.format(e).replace(" "," ")}formatNumber(e,t){return this._formatNumberWithGranularity(e,t)}formatInteger(e){return this._formatNumberWithGranularity(e,1)}formatPercent(e){return new Intl.NumberFormat(this._locale,{style:"percent"}).format(e)}formatBytesToKiB(e,t=void 0){return this._formatNumberWithGranularity(e/1024,t)+" KiB"}formatBytesToMiB(e,t=void 0){return this._formatNumberWithGranularity(e/1048576,t)+" MiB"}formatBytes(e,t=1){return this._formatNumberWithGranularity(e,t,{style:"unit",unit:"byte",unitDisplay:"long"})}formatBytesWithBestUnit(e,t=.1){return e>=1048576?this.formatBytesToMiB(e,t):e>=1024?this.formatBytesToKiB(e,t):this._formatNumberWithGranularity(e,t,{style:"unit",unit:"byte",unitDisplay:"narrow"})}formatKbps(e,t=void 0){return this._formatNumberWithGranularity(e,t,{style:"unit",unit:"kilobit-per-second",unitDisplay:"short"})}formatMilliseconds(e,t=void 0){return this._formatNumberWithGranularity(e,t,{style:"unit",unit:"millisecond",unitDisplay:"short"})}formatSeconds(e,t=void 0){return this._formatNumberWithGranularity(e/1e3,t,{style:"unit",unit:"second",unitDisplay:"narrow"})}formatDateTime(e){let t,n={month:"short",day:"numeric",year:"numeric",hour:"numeric",minute:"numeric",timeZoneName:"short"};try{t=new Intl.DateTimeFormat(this._locale,n)}catch{n.timeZone="UTC",t=new Intl.DateTimeFormat(this._locale,n)}return t.format(new Date(e))}formatDuration(e){let t=e/1e3;if(0===Math.round(t))return"None";let n=[],r={day:86400,hour:3600,minute:60,second:1};return Object.keys(r).forEach((e=>{let a=r[e],i=Math.floor(t/a);if(i>0){t-=i*a;let r=this._formatNumberWithGranularity(i,1,{style:"unit",unit:e,unitDisplay:"narrow"});n.push(r)}})),n.join(" ")}};function w(e,t,n){let r=e.find("div.lh-exp-gauge__wrapper",t);r.className="",r.classList.add("lh-exp-gauge__wrapper",`lh-exp-gauge__wrapper--${d.calculateRating(n.score)}`),function(e,t,n){let r=Number(n.score),{radiusInner:a,radiusOuter:i,circumferenceInner:o,circumferenceOuter:l,getArcLength:s,getMetricArcLength:c,endDiffInner:h,endDiffOuter:p,strokeWidth:g,strokeGap:u}=function(e,t,n){n=n||e/32;let r=e/n,a=.5*n,i=r+a+n,o=2*Math.PI*r,l=Math.acos(1-.5*Math.pow(.5*n/r,2))*r,s=2*Math.PI*i,c=Math.acos(1-.5*Math.pow(.5*n/i,2))*i;return{radiusInner:r,radiusOuter:i,circumferenceInner:o,circumferenceOuter:s,getArcLength:()=>Math.max(0,Number(t*o)),getMetricArcLength:(e,t=!1)=>{let n=t?0:2*c;return Math.max(0,Number(e*s-a-n))},endDiffInner:l,endDiffOuter:c,strokeWidth:n,strokeGap:a}}(128,r),m=e.find("svg.lh-exp-gauge",t);e.find(".lh-exp-gauge__label",m).textContent=n.title,m.setAttribute("viewBox",[-64,-32,128,64].join(" ")),m.style.setProperty("--stroke-width",`${g}px`),m.style.setProperty("--circle-meas",(2*Math.PI).toFixed(4));let f=e.find("g.lh-exp-gauge__outer",t),v=e.find("g.lh-exp-gauge__inner",t),b=e.find("circle.lh-cover",f),_=e.find("circle.lh-exp-gauge__arc",v),w=e.find("text.lh-exp-gauge__percentage",v);f.style.setProperty("--scale-initial",String(a/i)),f.style.setProperty("--radius",`${i}px`),b.style.setProperty("--radius",.5*(a+i)+"px"),b.setAttribute("stroke-width",String(u)),m.style.setProperty("--radius",`${a}px`),_.setAttribute("stroke-dasharray",`${s()} ${(o-s()).toFixed(4)}`),_.setAttribute("stroke-dashoffset",String(.25*o-h)),w.textContent=Math.round(100*r).toString();let y=i+g,x=i-g,k=n.auditRefs.filter((e=>"metrics"===e.group&&e.weight)),E=k.reduce(((e,t)=>e+t.weight),0),A=.25*l-p-.5*u,S=-.5*Math.PI;f.querySelectorAll(".metric").forEach((e=>{k.map((e=>`metric--${e.id}`)).find((t=>e.classList.contains(t)))||e.remove()})),k.forEach(((t,n)=>{let r=t.acronym??t.id,a=!f.querySelector(`.metric--${r}`),i=e.maybeFind(`g.metric--${r}`,f)||e.createSVGElement("g"),o=e.maybeFind(`.metric--${r} circle.lh-exp-gauge--faded`,f)||e.createSVGElement("circle"),s=e.maybeFind(`.metric--${r} circle.lh-exp-gauge--miniarc`,f)||e.createSVGElement("circle"),h=e.maybeFind(`.metric--${r} circle.lh-exp-gauge-hovertarget`,f)||e.createSVGElement("circle"),g=e.maybeFind(`.metric--${r} text.metric__label`,f)||e.createSVGElement("text"),u=e.maybeFind(`.metric--${r} text.metric__value`,f)||e.createSVGElement("text");i.classList.add("metric",`metric--${r}`),o.classList.add("lh-exp-gauge__arc","lh-exp-gauge__arc--metric","lh-exp-gauge--faded"),s.classList.add("lh-exp-gauge__arc","lh-exp-gauge__arc--metric","lh-exp-gauge--miniarc"),h.classList.add("lh-exp-gauge__arc","lh-exp-gauge__arc--metric","lh-exp-gauge-hovertarget");let m=t.weight/E,v=c(m),b=t.result.score?t.result.score*m:0,_=c(b),w=m*l,k=c(m,!0),z=d.calculateRating(t.result.score,t.result.scoreDisplayMode);i.style.setProperty("--metric-rating",z),i.style.setProperty("--metric-color",`var(--color-${z})`),i.style.setProperty("--metric-offset",`${A}`),i.style.setProperty("--i",n.toString()),o.setAttribute("stroke-dasharray",`${v} ${l-v}`),s.style.setProperty("--metric-array",`${_} ${l-_}`),h.setAttribute("stroke-dasharray",`${k} ${l-k-p}`),g.classList.add("metric__label"),u.classList.add("metric__value"),g.textContent=r,u.textContent=`+${Math.round(100*b)}`;let L=S+m*Math.PI,C=Math.cos(L),M=Math.sin(L);switch(!0){case C>0:u.setAttribute("text-anchor","end");break;case C<0:g.setAttribute("text-anchor","end");break;case 0===C:g.setAttribute("text-anchor","middle"),u.setAttribute("text-anchor","middle")}switch(!0){case M>0:g.setAttribute("dominant-baseline","hanging");break;case M<0:u.setAttribute("dominant-baseline","hanging");break;case 0===M:g.setAttribute("dominant-baseline","middle"),u.setAttribute("dominant-baseline","middle")}g.setAttribute("x",(y*C).toFixed(2)),g.setAttribute("y",(y*M).toFixed(2)),u.setAttribute("x",(x*C).toFixed(2)),u.setAttribute("y",(x*M).toFixed(2)),a&&(i.appendChild(o),i.appendChild(s),i.appendChild(h),i.appendChild(g),i.appendChild(u),f.appendChild(i)),A-=w,S+=2*m*Math.PI}));let z=f.querySelector(".lh-exp-gauge-underhovertarget")||e.createSVGElement("circle");z.classList.add("lh-exp-gauge__arc","lh-exp-gauge__arc--metric","lh-exp-gauge-hovertarget","lh-exp-gauge-underhovertarget");let L=c(1,!0);if(z.setAttribute("stroke-dasharray",`${L} ${l-L-p}`),z.isConnected||f.prepend(z),m.dataset.listenersSetup)return;async function C(t){if(await new Promise((e=>setTimeout(e,1e3))),t.classList.contains("state--expanded"))return;let n=e.find(".lh-exp-gauge__inner",t),r=`uniq-${Math.random()}`;n.setAttribute("id",r);let a=e.createSVGElement("use");a.setAttribute("href",`#${r}`),t.appendChild(a);let i=2.5;t.style.setProperty("--peek-dur",`${i}s`),t.classList.add("state--peek","state--expanded");let o=()=>{t.classList.remove("state--peek","state--expanded"),a.remove()},l=setTimeout((()=>{t.removeEventListener("mouseenter",s),o()}),1e3*i*1.5);function s(){clearTimeout(l),o()}t.addEventListener("mouseenter",s,{once:!0})}m.dataset.listenersSetup=!0,C(m),m.addEventListener("pointerover",(n=>{if(n.target===m&&m.classList.contains("state--expanded"))return m.classList.remove("state--expanded"),void(m.classList.contains("state--highlight")&&(m.classList.remove("state--highlight"),e.find(".metric--highlight",m).classList.remove("metric--highlight")));if(!(n.target instanceof Element))return;let r=n.target.parentNode;if(r instanceof SVGElement){if(r&&r===v)return void(m.classList.contains("state--expanded")?m.classList.contains("state--highlight")&&(m.classList.remove("state--highlight"),e.find(".metric--highlight",m).classList.remove("metric--highlight")):m.classList.add("state--expanded"));if(r&&r.classList&&r.classList.contains("metric")){let n=r.style.getPropertyValue("--metric-rating");if(t.style.setProperty("--color-highlight",`var(--color-${n}-secondary)`),m.classList.contains("state--highlight")){let t=e.find(".metric--highlight",m);r!==t&&(t.classList.remove("metric--highlight"),r.classList.add("metric--highlight"),console.log({highlightEl:t,parent:r}))}else m.classList.add("state--highlight"),r.classList.add("metric--highlight")}}})),m.addEventListener("mouseleave",(()=>{m.classList.remove("state--highlight"),m.querySelector(".metric--highlight")?.classList.remove("metric--highlight")}))}(e,r,n)}var y=class extends p{_renderMetric(e){let t=this.dom.createComponent("metric"),n=this.dom.find(".lh-metric",t);n.id=e.result.id;let r=d.calculateRating(e.result.score,e.result.scoreDisplayMode);n.classList.add(`lh-metric--${r}`),this.dom.find(".lh-metric__title",t).textContent=e.result.title;let a=this.dom.find(".lh-metric__value",t);a.textContent=e.result.displayValue||"";let i=this.dom.find(".lh-metric__description",t);if(i.append(this.dom.convertMarkdownLinkSnippets(e.result.description)),"error"===e.result.scoreDisplayMode){i.textContent="",a.textContent="Error!",this.dom.createChildOf(i,"span").textContent=e.result.errorMessage||"Report error: no metric information"}else"notApplicable"===e.result.scoreDisplayMode&&(a.textContent="--");return n}_getScoringCalculatorHref(e){let t=e.filter((e=>"metrics"===e.group)),n=e.find((e=>"interactive"===e.id)),r=e.find((e=>"first-cpu-idle"===e.id)),a=e.find((e=>"first-meaningful-paint"===e.id));n&&t.push(n),r&&t.push(r),a&&t.push(a);let i=[...t.map((e=>{let t;return"number"==typeof e.result.numericValue?(t="cumulative-layout-shift"===e.id?(e=>Math.round(100*e)/100)(e.result.numericValue):Math.round(e.result.numericValue),t=t.toString()):t="null",[e.acronym||e.id,t]}))];l.reportJson&&(i.push(["device",l.reportJson.configSettings.formFactor]),i.push(["version",l.reportJson.lighthouseVersion]));let o=new URLSearchParams(i),s=new URL("https://googlechrome.github.io/lighthouse/scorecalc/");return s.hash=o.toString(),s.href}_isPerformanceInsight(e){return!e.group}overallImpact(e,t){if(!e.result.metricSavings)return{overallImpact:0,overallLinearImpact:0};let n=0,r=0;for(let[i,o]of Object.entries(e.result.metricSavings)){if(void 0===o)continue;let e=t.find((e=>e.acronym===i));if(!e||null===e.result.score)continue;let l=e.result.numericValue;if(!l)continue;r+=o/l*e.weight;let s=e.result.scoringOptions;s&&(n+=(a.computeLogNormalScore(s,l-o)-e.result.score)*e.weight)}return{overallImpact:n,overallLinearImpact:r}}render(e,t,n){let r=l.strings,a=this.dom.createElement("div","lh-category");a.id=e.id,a.append(this.renderCategoryHeader(e,t,n));let i=e.auditRefs.filter((e=>"metrics"===e.group));if(i.length){let[n,o]=this.renderAuditGroup(t.metrics),s=this.dom.createElement("input","lh-metrics-toggle__input"),c=`lh-metrics-toggle${l.getUniqueSuffix()}`;s.setAttribute("aria-label","Toggle the display of metric descriptions"),s.type="checkbox",s.id=c,n.prepend(s);let d=this.dom.find(".lh-audit-group__header",n),h=this.dom.createChildOf(d,"label","lh-metrics-toggle__label");h.htmlFor=c;let p=this.dom.createChildOf(h,"span","lh-metrics-toggle__labeltext--show"),g=this.dom.createChildOf(h,"span","lh-metrics-toggle__labeltext--hide");p.textContent=l.strings.expandView,g.textContent=l.strings.collapseView;let u=this.dom.createElement("div","lh-metrics-container");if(n.insertBefore(u,o),i.forEach((e=>{u.append(this._renderMetric(e))})),a.querySelector(".lh-gauge__wrapper")){let t=this.dom.find(".lh-category-header__description",a),n=this.dom.createChildOf(t,"div","lh-metrics__disclaimer"),i=this.dom.convertMarkdownLinkSnippets(r.varianceDisclaimer);n.append(i);let o=this.dom.createChildOf(n,"a","lh-calclink");o.target="_blank",o.textContent=r.calculatorLink,this.dom.safelySetHref(o,this._getScoringCalculatorHref(e.auditRefs))}n.classList.add("lh-audit-group--metrics"),a.append(n)}let o=this.dom.createChildOf(a,"div","lh-filmstrip-container"),s=e.auditRefs.find((e=>"screenshot-thumbnails"===e.id))?.result;if(s?.details){o.id=s.id;let e=this.detailsRenderer.render(s.details);e&&o.append(e)}let c=i.filter((e=>!!e.relevantAudits));c.length&&this.renderMetricAuditFilter(c,a);let h=e.auditRefs.filter((e=>this._isPerformanceInsight(e))).filter((e=>!d.showAsPassed(e.result))),p=[];if(h.forEach((e=>{let{overallImpact:t,overallLinearImpact:n}=this.overallImpact(e,i),r=e.result.guidanceLevel??1;p.push({auditRef:e,overallImpact:t,overallLinearImpact:n,guidanceLevel:r})})),p.sort(((e,t)=>{let n="informative"===e.auditRef.result.scoreDisplayMode?100:Number(e.auditRef.result.score),r="informative"===t.auditRef.result.scoreDisplayMode?100:Number(t.auditRef.result.score);return n!==r?n-r:e.overallImpact!==t.overallImpact?t.overallImpact-e.overallImpact:0===e.overallImpact&&0===t.overallImpact&&e.overallLinearImpact!==t.overallLinearImpact?t.overallLinearImpact-e.overallLinearImpact:t.guidanceLevel-e.guidanceLevel})),p.length){let[e,n]=this.renderAuditGroup(t.diagnostics);p.forEach((t=>e.insertBefore(this.renderAudit(t.auditRef),n))),e.classList.add("lh-audit-group--diagnostics"),a.append(e)}let g=e.auditRefs.filter((e=>this._isPerformanceInsight(e)&&d.showAsPassed(e.result)));if(!g.length)return a;let u={auditRefs:g,groupDefinitions:t},m=this.renderClump("passed",u);a.append(m);let f=[];if(["performance-budget","timing-budget"].forEach((t=>{let n=e.auditRefs.find((e=>e.id===t));if(n?.result.details){let e=this.detailsRenderer.render(n.result.details);e&&(e.id=t,e.classList.add("lh-details","lh-details--budget","lh-audit"),f.push(e))}})),f.length>0){let[e,n]=this.renderAuditGroup(t.budgets);f.forEach((t=>e.insertBefore(t,n))),e.classList.add("lh-audit-group--budgets"),a.append(e)}if(!n||"navigation"===n?.gatherMode){let t=function(e){let t=e.createComponent("explodeyGauge");return e.find(".lh-exp-gauge-component",t)}(this.dom);w(this.dom,t,e),this.dom.find(".lh-score__gauge",a).replaceWith(t)}return a}renderMetricAuditFilter(e,t){let n=this.dom.createElement("div","lh-metricfilter");this.dom.createChildOf(n,"span","lh-metricfilter__text").textContent=l.strings.showRelevantAudits;let r=[{acronym:"All"},...e],a=l.getUniqueSuffix();for(let e of r){let r=`metric-${e.acronym}-${a}`,i=this.dom.createChildOf(n,"input","lh-metricfilter__radio");i.type="radio",i.name=`metricsfilter-${a}`,i.id=r;let o=this.dom.createChildOf(n,"label","lh-metricfilter__label");o.htmlFor=r,o.title=e.result?.title,o.textContent=e.acronym||e.id,"All"===e.acronym&&(i.checked=!0,o.classList.add("lh-metricfilter__label--active")),t.append(n),i.addEventListener("input",(n=>{for(let e of t.querySelectorAll("label.lh-metricfilter__label"))e.classList.toggle("lh-metricfilter__label--active",e.htmlFor===r);t.classList.toggle("lh-category--filtered","All"!==e.acronym);for(let n of t.querySelectorAll("div.lh-audit"))"All"!==e.acronym?(n.hidden=!0,e.relevantAudits&&e.relevantAudits.includes(n.id)&&(n.hidden=!1)):n.hidden=!1;let a=t.querySelectorAll("div.lh-audit-group, details.lh-audit-group");for(let e of a){e.hidden=!1;let t=Array.from(e.querySelectorAll("div.lh-audit")),n=!!t.length&&t.every((e=>e.hidden));e.hidden=n}}))}}},x=class e extends p{render(e,t={}){let n=this.dom.createElement("div","lh-category");n.id=e.id,n.append(this.renderCategoryHeader(e,t));let r=e.auditRefs,a=r.filter((e=>"manual"!==e.result.scoreDisplayMode)),i=this._renderAudits(a,t);n.append(i);let o=r.filter((e=>"manual"===e.result.scoreDisplayMode)),l=this.renderClump("manual",{auditRefs:o,description:e.manualDescription,openByDefault:!0});return n.append(l),n}renderCategoryScore(t,n){if(null===t.score)return super.renderScoreGauge(t,n);let r=this.dom.createComponent("gaugePwa"),a=this.dom.find("a.lh-gauge--pwa__wrapper",r),i=r.querySelector("svg");if(!i)throw new Error("no SVG element found in PWA score gauge template");e._makeSvgReferencesUnique(i);let o=this._getGroupIds(t.auditRefs),l=this._getPassingGroupIds(t.auditRefs);if(l.size===o.size)a.classList.add("lh-badged--all");else for(let e of l)a.classList.add(`lh-badged--${e}`);return this.dom.find(".lh-gauge__label",r).textContent=t.title,a.title=this._getGaugeTooltip(t.auditRefs,n),r}_getGroupIds(e){let t=e.map((e=>e.group)).filter((e=>!!e));return new Set(t)}_getPassingGroupIds(e){let t=this._getGroupIds(e);for(let n of e)!d.showAsPassed(n.result)&&n.group&&t.delete(n.group);return t}_getGaugeTooltip(e,t){let n=this._getGroupIds(e),r=[];for(let a of n){let n=e.filter((e=>e.group===a)),i=n.length,o=n.filter((e=>d.showAsPassed(e.result))).length,l=t[a].title;r.push(`${l}: ${o}/${i}`)}return r.join(", ")}_renderAudits(e,t){let n=this.renderUnexpandableClump(e,t),r=this._getPassingGroupIds(e);for(let e of r)this.dom.find(`.lh-audit-group--${e}`,n).classList.add("lh-badged");return n}static _makeSvgReferencesUnique(e){let t=e.querySelector("defs");if(!t)return;let n=l.getUniqueSuffix(),r=t.querySelectorAll("[id]");for(let t of r){let r=t.id,a=`${r}-${n}`;t.id=a;let i=e.querySelectorAll(`use[href="#${r}"]`);for(let e of i)e.setAttribute("href",`#${a}`);let o=e.querySelectorAll(`[fill="url(#${r})"]`);for(let e of o)e.setAttribute("fill",`url(#${a})`)}}},k=class{constructor(e){this._dom=e,this._opts={}}renderReport(e,t,n){if(!this._dom.rootEl&&t){console.warn("Please adopt the new report API in renderer/api.js.");let e=t.closest(".lh-root");e?this._dom.rootEl=e:(t.classList.add("lh-root","lh-vars"),this._dom.rootEl=t)}else this._dom.rootEl&&t&&(this._dom.rootEl=t);n&&(this._opts=n),this._dom.setLighthouseChannel(e.configSettings.channel||"unknown");let r=d.prepareReportResult(e);return this._dom.rootEl.textContent="",this._dom.rootEl.append(this._renderReport(r)),this._dom.rootEl}_renderReportTopbar(e){let t=this._dom.createComponent("topbar"),n=this._dom.find("a.lh-topbar__url",t);return n.textContent=e.finalDisplayedUrl,n.title=e.finalDisplayedUrl,this._dom.safelySetHref(n,e.finalDisplayedUrl),t}_renderReportHeader(){let e=this._dom.createComponent("heading"),t=this._dom.createComponent("scoresWrapper");return this._dom.find(".lh-scores-wrapper-placeholder",e).replaceWith(t),e}_renderReportFooter(e){let t=this._dom.createComponent("footer");return this._renderMetaBlock(e,t),this._dom.find(".lh-footer__version_issue",t).textContent=l.strings.footerIssue,this._dom.find(".lh-footer__version",t).textContent=e.lighthouseVersion,t}_renderMetaBlock(e,t){let n=d.getEmulationDescriptions(e.configSettings||{}),r=e.userAgent.match(/(\w*Chrome\/[\d.]+)/),a=Array.isArray(r)?r[1].replace("/"," ").replace("Chrome","Chromium"):"Chromium",i=e.configSettings.channel,o=e.environment.benchmarkIndex.toFixed(0),s=e.environment.credits?.["axe-core"],c=[`${l.strings.runtimeSettingsBenchmark}: ${o}`,`${l.strings.runtimeSettingsCPUThrottling}: ${n.cpuThrottling}`];n.screenEmulation&&c.push(`${l.strings.runtimeSettingsScreenEmulation}: ${n.screenEmulation}`),s&&c.push(`${l.strings.runtimeSettingsAxeVersion}: ${s}`);let h=[["date",`Captured at ${l.i18n.formatDateTime(e.fetchTime)}`],["devices",`${n.deviceEmulation} with Lighthouse 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e=this._dom.createElement("li");e.append(this._dom.convertMarkdownLinkSnippets(t)),n.push(e)}return this._dom.find("ul",t).append(...n),t}_renderScoreGauges(e,t,n){let r=[],a=[],i=[];for(let o of Object.values(e.categories)){let l=n[o.id]||t,s=l.renderCategoryScore(o,e.categoryGroups||{},{gatherMode:e.gatherMode}),c=this._dom.find("a.lh-gauge__wrapper, a.lh-fraction__wrapper",s);c&&(this._dom.safelySetHref(c,`#${o.id}`),c.addEventListener("click",(e=>{if(!c.matches('[href^="#"]'))return;let t=c.getAttribute("href"),n=this._dom.rootEl;if(!t||!n)return;let r=this._dom.find(t,n);e.preventDefault(),r.scrollIntoView()})),this._opts.onPageAnchorRendered?.(c)),d.isPluginCategory(o.id)?i.push(s):l.renderCategoryScore===t.renderCategoryScore?r.push(s):a.push(s)}return[...r,...a,...i]}_renderReport(e){l.apply({providedStrings:e.i18n.rendererFormattedStrings,i18n:new _(e.configSettings.locale),reportJson:e});let t=new 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n=a.getRootDomain(t),r=this.json.entities?.find((e=>!0===e.isFirstParty))?.name,i=[];for(let t of e){if(r){if(!t.dataset.entity||t.dataset.entity===r)continue}else{let e=t.querySelector("div.lh-text__url");if(!e)continue;let r=e.dataset.url;if(!r||a.getRootDomain(r)===n)continue}i.push(t)}return i}_saveFile(e){let t=e.type.match("json")?".json":".html",n=T({finalDisplayedUrl:a.getFinalDisplayedUrl(this.json),fetchTime:this.json.fetchTime})+t;this._opts.onSaveFileOverride?this._opts.onSaveFileOverride(e,n):this._dom.saveFile(e,n)}};window.__initLighthouseReport__=function(){let e=function(e,t={}){let n=document.createElement("article");n.classList.add("lh-root","lh-vars");let r=new i(n.ownerDocument,n);return new k(r).renderReport(e,n,t),new D(r,t).initFeatures(e),n}(window.__LIGHTHOUSE_JSON__,{getStandaloneReportHTML:()=>document.documentElement.outerHTML});document.body.append(e),document.addEventListener("lh-analytics",(e=>{window.ga&&ga(e.detail.cmd,e.detail.fields)})),document.addEventListener("lh-log",(e=>{let t=document.querySelector("div#lh-log");if(!t)return;let n=new class{constructor(e){this.el=e;let t=document.createElement("style");if(t.textContent="\n #lh-log {\n position: fixed;\n background-color: #323232;\n color: #fff;\n min-height: 48px;\n min-width: 288px;\n padding: 16px 24px;\n box-shadow: 0 2px 5px 0 rgba(0, 0, 0, 0.26);\n border-radius: 2px;\n margin: 12px;\n font-size: 14px;\n cursor: default;\n transition: transform 0.3s, opacity 0.3s;\n transform: translateY(100px);\n opacity: 0;\n bottom: 0;\n left: 0;\n z-index: 3;\n display: flex;\n flex-direction: row;\n justify-content: center;\n align-items: center;\n }\n \n #lh-log.lh-show {\n opacity: 1;\n transform: translateY(0);\n }\n 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/**
* @license
* Copyright 2017 Google LLC
* SPDX-License-Identifier: Apache-2.0
*/
/**
* @license
* Copyright 2023 Google LLC
* SPDX-License-Identifier: Apache-2.0
*/
/**
* @license
* Copyright 2020 Google LLC
* SPDX-License-Identifier: Apache-2.0
*/
/**
* @license Copyright 2023 The Lighthouse Authors. All Rights Reserved.
* Licensed under the Apache License, Version 2.0 (the "License"); you may not use this file except in compliance with the License. You may obtain a copy of the License at http://www.apache.org/licenses/LICENSE-2.0
* Unless required by applicable law or agreed to in writing, software distributed under the License is distributed on an "AS IS" BASIS, WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. See the License for the specific language governing permissions and limitations under the License.
*/
/**
* @license
* Copyright 2018 Google LLC
* SPDX-License-Identifier: Apache-2.0
*/
/**
* @license
* Copyright 2017 Google LLC
* SPDX-License-Identifier: Apache-2.0
*
* Dummy text for ensuring report robustness: <\/script> pre$`post %%LIGHTHOUSE_JSON%%
* (this is handled by terser)
*/
/**
* @license
* Copyright 2021 Google LLC
* SPDX-License-Identifier: Apache-2.0
*/
__initLighthouseReport__();
//# sourceURL=compiled-reportrenderer.js
</script>
<script>console.log('window.__LIGHTHOUSE_JSON__', __LIGHTHOUSE_JSON__);</script>
</body>
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