{
"lighthouseVersion": "13.0.3",
"requestedUrl": "https://fairmont.com/",
"mainDocumentUrl": "https://www.fairmont.com/select-country.html",
"finalDisplayedUrl": "https://www.fairmont.com/select-country.html",
"finalUrl": "https://www.fairmont.com/select-country.html",
"fetchTime": "2026-04-22T20:11:09.522Z",
"gatherMode": "navigation",
"runWarnings": [
"The page may not be loading as expected because your test URL (https://fairmont.com/) was redirected to https://www.fairmont.com/select-country.html. Try testing the second URL directly."
],
"userAgent": "Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) HeadlessChrome/147.0.0.0 Safari/537.36",
"environment": {
"networkUserAgent": "Mozilla/5.0 (Linux; Android 11; moto g power (2022)) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/147.0.0.0 Mobile Safari/537.36",
"hostUserAgent": "Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) HeadlessChrome/147.0.0.0 Safari/537.36",
"benchmarkIndex": 2338,
"credits": {
"axe-core": "4.11.2"
}
},
"audits": {
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"id": "is-on-https",
"title": "Uses HTTPS",
"description": "All sites should be protected with HTTPS, even ones that don't handle sensitive data. This includes avoiding [mixed content](https://developers.google.com/web/fundamentals/security/prevent-mixed-content/what-is-mixed-content), where some resources are loaded over HTTP despite the initial request being served over HTTPS. HTTPS prevents intruders from tampering with or passively listening in on the communications between your app and your users, and is a prerequisite for HTTP/2 and many new web platform APIs. [Learn more about HTTPS](https://developer.chrome.com/docs/lighthouse/pwa/is-on-https/).",
"score": 1,
"scoreDisplayMode": "binary",
"details": {
"type": "table",
"headings": [
{
"key": "url",
"valueType": "url",
"label": "Insecure URL"
},
{
"key": "resolution",
"valueType": "text",
"label": "Request Resolution"
}
],
"items": []
}
},
"redirects-http": {
"id": "redirects-http",
"title": "Redirects HTTP traffic to HTTPS",
"description": "Make sure that you redirect all HTTP traffic to HTTPS in order to enable secure web features for all your users. [Learn more](https://developer.chrome.com/docs/lighthouse/pwa/redirects-http/).",
"score": null,
"scoreDisplayMode": "notApplicable"
},
"first-contentful-paint": {
"id": "first-contentful-paint",
"title": "First Contentful Paint",
"description": "First Contentful Paint marks the time at which the first text or image is painted. [Learn more about the First Contentful Paint metric](https://developer.chrome.com/docs/lighthouse/performance/first-contentful-paint/).",
"score": 0.01,
"scoreDisplayMode": "numeric",
"numericValue": 6945.7384999999995,
"numericUnit": "millisecond",
"displayValue": "6.9 s",
"scoringOptions": {
"p10": 1800,
"median": 3000
}
},
"largest-contentful-paint": {
"id": "largest-contentful-paint",
"title": "Largest Contentful Paint",
"description": "Largest Contentful Paint marks the time at which the largest text or image is painted. [Learn more about the Largest Contentful Paint metric](https://developer.chrome.com/docs/lighthouse/performance/lighthouse-largest-contentful-paint/)",
"score": 0,
"scoreDisplayMode": "numeric",
"numericValue": 11023.768499999998,
"numericUnit": "millisecond",
"displayValue": "11.0 s",
"scoringOptions": {
"p10": 2500,
"median": 4000
}
},
"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": 0.33,
"scoreDisplayMode": "numeric",
"numericValue": 6945.7384999999995,
"numericUnit": "millisecond",
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"scoringOptions": {
"p10": 3387,
"median": 5800
}
},
"screenshot-thumbnails": {
"id": "screenshot-thumbnails",
"title": "Screenshot Thumbnails",
"description": "This is what the load of your site looked like.",
"score": 1,
"scoreDisplayMode": "informative",
"details": {
"type": "filmstrip",
"scale": 3000,
"items": [
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"
},
{
"timing": 1875,
"timestamp": 5985287154555,
"data": 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"
},
{
"timing": 2250,
"timestamp": 5985287529555,
"data": 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"
},
{
"timing": 2625,
"timestamp": 5985287904555,
"data": 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"
},
{
"timing": 3000,
"timestamp": 5985288279555,
"data": 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"
}
]
}
},
"final-screenshot": {
"id": "final-screenshot",
"title": "Final Screenshot",
"description": "The last screenshot captured of the pageload.",
"score": 1,
"scoreDisplayMode": "informative",
"details": {
"type": "screenshot",
"timing": 2019,
"timestamp": 5985287298906,
"data": 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Glx2qNyfjHBcd6Vy5bF/ZoLUNX7RTycMn90PsdO2Hr31OcXa2Pz+S6Jx3gnGuOXJLWFxbK08kZic73Hv20kEjTnEfILBU9OOH1MwMpX4/SZdD/ca8NPS131DN9IP6BImIFBeByLnPFsdz8A1X4KO3FUn+CKe6SOvqHhzgP2T4+itt+bi3p/g+R5LAw04J4mNdNUrP7GUjUbfbB00uJHgDf8ABWjkfHMPyWkKmdx8F2Bp6mtlb3afq0juD+hUdT4FxelSiqVMLVhrx2GWg1mwXSs30ucd7drf7Wwm4HIfTTJRcY5diBM3KAcggMOVku05YWfby5z2uBe0A76nM0PoCrLb4hxwetdCiMFjBSfhZJnQfZmdBeJQA7Wtb1811HN4ahnKbauVrNsQNkbM1pcWlr2nbXAgggg/RHYig/Nx5d1dpyMcBrNn2diMnZbrevP5J1DldiS3jub+p8mDj6blfDVTVYxv4XNhf06H5a7Ba+I4vwS16TR5e59lksSU/tNjKvk/ultjp24+5vqDg/fw/lpdcrYehWzFzKwVmsv3GMZPNs7e1g00a3rtv5KBm9N+HzZg5SXj9F10v9wu6T0l31LN9JP8E6hyPMVM3yqj6VNmvzUs7LWszRWj+ISMja6Nzv1Abv8AUqb4RyOxyH1mqDKVHUszQwstS9AR2bKJmnqafm1wII/Vdft4ehbyVDIWKzX3KPX9mk2R7fWNO0Addx9V8fcWM+//AL7FOIZX2fs5sjYcY976T8j3CdQkkRFioiIgIiICiuV5uvxzjmQy1s/0VSF0nT83u/ZaPzJ0P4qVVN9RuK3OYfdOO+1CthWWDPfMchbM/pH9G1nYjXV3Oz8h5Vj8jB6Ycpy2bjyGP5TWgqZ+i5j5IYQQ0xSMDmOGyfzB7+QoHgHqjPm7GXx2arxVclC6w+g9rS2O1HGXAgbP4mlvcb8d1J0PT+3g+bY7O4fK3LbXRvq5FuTtGR74T3Z0Hp8td30dfqo+P0tktcEnxOQsQw5eO9Yu0btZxJgc95c3uQDog6cP/ZXsjDLzrkNrgXCcjj/u2LK566yrI6aF7omdQk7hocD+yPmpWPkfKOO8kxOP5hFi7VDKymtBcx7XxmKbW2texxPY6PcFRk3AuQ1+BcKxmOlxb8tgbjLT/flkEL+kSdgQ3q/bHyHzUtDxnk2e5DichzKzioqmKkNiCnjfccJJtaD3veAe2zoAK9hLep3IbnGOMtyGObC6c24INTNLm9L5A0+CO+irW4hrSXEADuSVUvVPjuQ5PxR2PxD6rLgswzsNlzms+B4doloJ+X0UVlKfqHmMDlMdbHG6b7UHsxz1Z53OZ1EBx+Jn7nVr89LH2VqcK9Qr+a5ga16tBFgsmJzhbDAQ6b2XdL+rZ+Y24dh2HzXzd9S5cR6qXcBl68bMG0QRx3mtI9maRu2iQ71p2iAe2tLBlPSU1Mbjn8azOSOSxUsctCO/bLq7C0jbdBuwC3Y7KbHBvvDkfLbGdjqz4vN1q0Iha4l7TG1wcTsDXcggj6fJZdkaMnqLNjaPNbuSrxzRYbICnUigBa6YuDelpJJ7lzvP0+S38dP6gx26U+WbxoUppGtmrRulZJE0/R52HOH00Nqvce9J7NfiPJ8BmMmLDcjabPVuMJdKzoDfbc8ED4gWjYBO/qtu5xnnWffiKfI7nHxQoXobrrNUS+/MYjsAtOmjfz7p2Fj4xyO7k+d8ww9lsIqYk1BXLGkPPuxlzuo779x20AsPEeWy3sbyi9mTBFXxGRs1w+NpGoYgDt2ydnytPK8Z5HjeZZPP8Ps4snKxRMuVsiJA0OjHS17Szv4PgqMn9Ocq/g5wByUL5MrkTczVoExlzHO6ntiAB86aBvXbf6Kdhu+mPN8pn8hao8jpwUrM1dmSoMjBBfUeSB1bJ24EDev3vCx4/kfMOWvt3eJxYanhoJ314ZMiJHyWSw6c4BhAa3YIHk9l+Tem1jGZ3B5jAZi/Yt0JhHIzKWjIw1XAh7G6b2Pgj5bC+afF+ZcXkvUuI2sJZwlmaSeOLJe62SsXnbmtLAQ5uySN6Tt7D753y/OYHBcYk97CUL2RtCtamsOdJWh+BxJDtt7bA8/+6nOAZTI5VtyW9nuPZiFha1jsODqN3fYeet3y1rwqre9OsvX4fw/GY6TGXrWEtmzKLpdHFNsP23Qa4+X/AD+iuXD6ubqusszGMwFCEgFgxcj3dTvn1BzG/LX1SdaFZ9QOZZPD85x+EqZXB4mpYoutPtZRhLesP6Q0HraO4/qWvguf5W3xjmlqR2Muz4KNzq+QpBxq2T7RfoAk/hOgdH5rf5txTN3+d4/P4irhLsNeg+o+vk3vaC5z+rqAaxy0qHAcyaHMn2jiKVnOU/s0VLH9ba0TgxzetxLQST1dyG/JXtoOBcrzeeuYsz8o4fZbYjEstCoD9pALdloHuHRHz7fIqyenvIrnIX8mF5sLRjczYx8PtNI3HH09Jdsnbu/nt+iiOGYLlGFOLr2cPxOOvWjZDLarSye+Whui4biAJP5laWE4/wA843keQ/c0fGZ6WSys+QYbU84kaJCNAhrNeAPqpOhIWeScmz3JMrjOGw4yCpipBBZu5EPeJJiNljGMI8AjZJUbc57yGvx7lEM2PqRcn48I5542dT4LEB+IvZ3BHwB3Y+CP4Lfs8Z5VhM9kcpw2ziHsyrmzXKWS9wRsmDdF8bmDfftsEfJSPEOH2acmbyPJbUN7MZoNZa9lpbDHG1pa2NgPfQBPc+U7CB5t6myYnJca+6IobGOtxR3cjK9pJgqyPYxrx3Gjt5878Kz0eQXL/qNkcNVbD9142lG+xIWkvNiQktaDvWgwbPb5hVHhnpZax3HOSY3P3ILkl+v931ZGEn2qzA72wdgacC7ehvwO6sfpRxTIcWwdpuesw28zcsGezPE4uDtANYASAdBrR8vmUnQuyIixUREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAXO+d8znw/JK0FScsqUWMsZBggMnute4N6OoA9Jazqf5Hhv1XRFrChUH2rVaH+6juf4B/S/D0/F9ewA7/JBSocteuc8ylMZDLNpV5q4hZUqRvg6XRMcet5YSAST8x2KicBynJWc1TgZlLVuxNcuR2KktRrIooI3SAPZIGN2RqMfid+I7XS6WPqUS8060MBeGh3tsDeoNaGt3+gAA/ILG3FUGCENp1wIZHyxajHwPfvqcPoT1O39dlUUTAZvL55mFpvy5x8kmKZelsthjMlh5cQQA4FoDdbOhv4h4WLlXM7WHyuOhr5BtiCjDHYyL46xcLLXuDdAtBDNN65PI8NHfavNvjuGuUa9O3i6U9SuNQxSQtc2Mf4oI7LYgxdCvDPFBTrxxTgCVjYwA8BoaAR8/hAH6BB+XclFUjrye1ZnZO8Maa0Lpdb8E9IOm/meyrPO+Q3sDmsE+t8eOc2eW/H07PtN6NvHbe29RdoeQD+SuEEMdeCOGBjY4o2hjGNGg0DsAF8TVK888c00Eb5Y2uax7mglodrqA/XQ3+ig5tW5dmLrsnZbJ7FU5HHMpsMbdivNM1pJ2PL29/y6hrSyTZnM1cXk8398PkFXKyVWUJIYvblYJugMaQ0P6tHsdnuPCv8mLoyPe+SnA5z3RvcSwd3RnbCfzaQCPotWPjeEiyBvx4qi26XmUziFvX1ny7evP5qilXsxma+P5Lmm5p4GMvSRRUZIYjFKxvTqPYaH9Tt6B6vJHYq1ceyVm5e5JHYk22pdEUDS0Doaa8L9dvPxPce/wBVt/2t4T7xN84mibpf7hnMLS8v/e3rz+a+pOPYeTJnIvxlN18uDzYMQ6y4AAHfnegB/BBW/TC7lspiad/LWMrKZ6kcpNmOs2F7nAEmP2x1/wDW+R+qx4PIZa/y/LRy2cqaNW+6BgijrCs1gjY7peSPd3tx8fUK0YrjuHxExlxeMp1JC3oLoYgw9P07fLsvl/GsJJkHXn4qk6653W6cwjrLta3v6oKXx/m1nIcsuQmyx2PuiVmOY+EsbG6LwS/Q6hIOpw7nQb8tr6xmRzE9O9UyWVylPNR0/tfT7NZ0RDd7dE5rXAsJ0NO+Lwr4cXQNWtWNOua9YgwR+2OmMgaHSPloEj+Kw4/A4jHCcUMZTrCcdMvtQtb1j6HQ7juUGnwZ1ubi+Pt5C/NdsWoY53PlZG3pLmAloDGtGt787Pfyp5Y68EVavHBXjbFDG0MYxg0GtHYAD6LIoCIiAiIgIiICIiAiIgIiICIiAiLlfNPV2PjfI7WKjw7rRr9IdIbHt7JaD2HSfqsL3rSN2SbRXy6oiiMPmTksLRviD2zZgZN7fXvp6mg63rv5UuDsArKJ2oixTWIYZIY5po43zO6I2ucAXu0ToD5nQJ/QFIbEUz5mRPDnQv6JAP2XaDtfyIP8VRlRFjmnjhdE2R2jK7oZ2J2dE/1AoMiIvixNFXgkmsSMihjaXve9wa1rR3JJPgIPtFqY/J0ckHnH3a1oM11GCVr+nfjej2W2gItaS9Wjsmu+UCYdG2gEkdZIb/Ppd/JfdizDXkgZNIGOnf7UYP7Tuku1/JpP8EGZERAREQEREBERAREQEREBERAREQEREBeUPWD/AAj5v/pGf6tq9Xql8j9NeO8gysuRvwTi1LrrdHKWh2hoHX6ALRnxzkrqCLWpat6+YmJ7/hr+nEE8HEMeZ5AY5II3xM9sN6GmNvbsTvvs7/NXtv4R+i0aGKrUcfXpVw8QwRtiZt2z0tGh3/QLfA0NLbWNREMr3m89UqjyTF5XJ5KeerBWAqRtFN80pYRLsPLxoHsS1je+vDvkVH5GSWneNzKssV8dZndIYGWWwyF5ghDST1t2B0yAgHzo6IGxfl+OAcNOAI/NZ7YuZ1qnIruPxcsNm3HFJTZ7by100kcvW4lziJmA/CWfiDh2P6Gwtx+TikgmYbUkjspNLK11g9Ps9EwYAN6DdlnYfkfkrYibFU4ZXy0N/IOyTZGVpIYHRMcXENk3J7gBdI8nQ6NnsD8h5W/mqmRscUy1WaSGxcmrysj+zxGMHbSANOc7vv570pxFNiqGnetU69d9rLygW43Svn6IHiPR20GIN7eN/PuorKSPxEwZl5bhoA2BXa28I376gWkkvaXDRIGydfP5LoC/HNDvxAH9VdijYunlpK+Msltn3H1ceJnl/wAZLfcMnVs9z8Q3vztYKmGyVl2Nr3Irjq9e6yZ9l8z45Ht9iZp2PccR3LAS0gHq8ABdBRNiO4/DYr44xWzIXsmmDDI/qd7fuO6NnZJ+Hp891IoigIiICIiAiIgIiICIiAiIgIiICIiAiLzV6scpztXnuUrVMverV4XMbHHBO6NoHQ0+AR32StWXLGONynfcRWNzL0qiqHCsi/IcTxkr55ZJxWiErnybf19AJLjs9zvffv3Vvb+ELZE7jbKYmJ1Iih81nG4y9SgMDpWzO3NIHaEDC4NDj9duc0fLt1H5L5+/4IbluC0H9cdj2YmQxuke8CNjy7paCdDr1vx4+qqJpFX5+UUTBVmqTB0MoEr5HQyERxbI6nab8OyCNu0OxPyWd2fqPsRxwTAAWnVZHSRPALmse4ta7WiR0Hv47fXSCZRR+MzFPJPcyq+TqDBIBJE+MuYfDh1AbHbyFkzN37txF277fufZoXzdHV09XS0nW++vCDcRQUOdMMTH5VlWMSyNhhFKZ9oveQTogRtI7A/X+CzTcix0H2j7Q+aL2Ge48SV5G7b1dO27b8Q2QO2/I+qCXRRI5DjzGXdc/WJfZ9n7PJ7vX09Wujp6vw9961pZDm6bZKzX/aGCx09D3V5Gt278ILi3TSfGjrvpBJIofHZ6rafDAHulsPaHkwwSFjQS4Ak6038J8/RTCAiIgIiICIiAiIgIiICIiAiIgIiIC8u+r+Kvu9QstK2lZdHK5jmPbGSHDoaNg6+oXqJFqy4v92NJ3iYtWdTHdS+C0GUeJYzph9uSWrFJL8AaS722jvoeewHfv2Vzb+Efov1FsiNRplMzadyhMhxmjkbN2a6bD32oxC7pnfGGxgHTdNIBGy49993FaN3j9yvLHcxVlz8j1ESTSvazbTHG1w10OB2YmO8DRH07K0ostoplfglR9agcgYbFuKs2vM+atFMHgOc7t1t7d3u7jW9+PGpqXj9aWOGOR8hjjty2+nt8Re2QFp/LUh/kFMomxA8a4zTwDnmq2EuMbYg5taKJ3SCfLmNBcfHn6ePK3JsLRdiLuOrQR1a9tj2SCBgb3cNF2vG1JIoI44am19R0EUdcV5veAiYGhx6HM76H0cVD1uGU4LclgTPMr4/bc/22B7x7jZNvdrbjtgGyfCtKJsQGWwcr5p7+MnMeSMjZYy/XRsM6C09j2LSfz3pY7PFYbeQr3bdl81iJ0MgfJGxzg6Mg/CdfCDruG62rGiuxXGcVgZPQkbYcPshBY4RsEh04u6evXV0knuPmP1KsaIoCIiAiIgIiICIiAiIgIiICIiAiIgKr5rn/ABjC5GWhksoyG3FrrjEUj+nY2NlrSPCtC8b+s/JKNf1bzePkMgn9+Nn4e2zGzXf+K05r3pXdI29T0njcXk5przL9Fdee0d9x27xL0m31S4a5zWjNMBJ0NwSgfzLeyujXBzQ5pBBGwR814Y5XkqfHpasdptlhnYXN6mfi0ddQ+gP0PcfNe4ced0K5HgxtP+ha+Lmtmr1THZu9Y4fC43R9Hkm2973MdvGvER5Z0VM5Xl7EWWH2I3izGME8rK8EkjJnE943FoI7R9R0e23sPyWeTPXhPYtQvpy4yO9WqsY1ji+Rkoi+Pr6tdjLvWu4C69PFWxFRDy69HFBMH4+y6anPa+xxNcJYTG0EMceo70TonQOwe30yzZexYt14JLdS0yKzVk+0U2lrCH9e2EdTt6DQfPhw7fVoXZFVeKcis5bK2a07WOg+zR2YJWxiMua5zh+H3HHXYa30nz2VqUBERAREQEREBERAREQEREBERAREQEREBERAREQF5r9XP7HXKcy57kuQYzN0YIrxY90NiN/UxwY1ugRvY+Hfy8r0oiDx/W/sT88bEYs8jxbYOodZjjkc4D56BA7/AMV69rxiGCOIHYY0NB+uhpfaIPwNaC4gAF3c9vK+RDG1nS2NgbsHQHbt4/qH8l9ogjKeCo1Mg67EyR1lwcOuSVz9dR2dbP5Bb8VeGJvTFDGxu+rTWgDf1/VZEQY4oIoiTFFGwnyWtA2siIgIiICIiAiIgIiICIiAiIgIiICIiAiIgLUkydCN7mSXarHtOi10rQQfz7rbXhz1L/wh8l//AGM/+sKD2t97Y3/jCp/nm/8Amn3tjf8AjCp/nm/+a8CIg/oQub8j57fx3K34urWrGFkjIy6QEuOwCT2I+q6QvPnqTM+tzLLTxECSIiRpI33EYI/qXFz8l6Y90nUsLbm1Yj3mHXfv2z+5F/IqytPU0H6ryj/si8i/+pg/zDV6qqOL6sLneSwE/wAlw+j/AFX3/U36vGv8/h9B616Tb07o6tfdvx+Nf+o7I8hx2PuPq2n2BLHG2aT26ssjY2OLgHOc1pa0fC7yR4KlGPY9rXMcHNcNgg+R9VUOQ4Ca7nMhZdVtWILNKKuwQXnVx1NdKXB4DgHD42+Q759vrqVOLZJuar2bszpZGugf78BiYGdEbWuZ3jLw0uafha4Ah58L3NPCXixMIYJJel8nQN9MY6nH9AsmxvW+6oj+ITw4evXow14Z3YuarZLXa92V3t9Jcf2tFr+58b/NSf8Aa6W33Xo4YW3TkRY97fx+1oAt39Nb+HwgtCIigIiICIiAiIgIiICIiAiIgIiICIiAiIgLw96itLvUjkTW+TkpgP8AOFe4V4e9Rxv1G5ENE7yU40PJ/pCg0M77T4a8leu2CMPkicGj8Ujekud9dHqHbwPlpQ6s/NOox453S5rOh46ZJRI8O2Cepwcd9iz6fM6G1WEH9CFC5Xi2Eyth8+Qx8U0r29LnEkFw1rvo/RTSKWrFu1o2flUY/TfiMb2vbg63U07G3OI/kSrcAAAANAeAiKRWK+IbsvIy59TltNtfMzP8iIiyaRERAREQEREBERAREQEREBERAREQEREBERAREQF4g9Q/8JXIPi6f905u/wBP6Qr2+vEHqEdepfIDvWsnN3+n9IUGryacWIKzh0N6ZJG9DHMcNAM04loHcjt/kjwoBT/JpA6Gs0SVSQ95LYCTr4Ixs7cfpr/JUAg/oQvK3rDPPJ6jZhhlkd0uYxg6j2Htt7D+a9Urzd6q8R5Bc53lbdPE3LFaYtdHLFGXAjoA+X5hcvLiZp2buLOuRimfHVX+Ut6RwWauPykNxkkcrbDdtf5HwBd5j/vbf0XFPSnC5mpjsh950bkU0k4I99hDnDpA33XbIwQxoPkBeV6RjyV5GebxPfp/iXsf6gyVycmZrMT+njxCFs3MnZydmrihTjZVDPckstc/rc4b6WhpGu2viO/PjsvyXkdavmGYyzG9ll7SWkPjIcQwuIDQ7rHYHuWgdvK2b2Gr27ZtCWzXncwRyPrylhkaPAdr6bOj5GzorCzjlFlsWGmfYldMGe4enrcwsLvqSQT5JX0DwWjFzCGSBkoxWUAdWFwAsj37Ovx/j/7v4vyX2eZYr72FAPLnl4i6w9mustDg3p6uv5jv062fKkmYWmyJkbWv6W1PsQ+L/e/p+v5rHBgate17sEtmNh0XQtlPtucG9PUR9da/IkbI2nYacHKorFStPXx2QkM8H2oRhsYe2Htp5Bf899h5Oj2WWPk9OWVnsxWJKjpI4ftjQ32g+QNLW+erv1tGwNbOt+Vkn45Skr1YY32YBXg+ytdDKWOdFoDocfmOw7+R8iNo3jlBlts0YlZE17JfszX6hL2ABrun6gNb+Xwg+QnYfOE5FBlpK7WVLdb7TAbEBna0CRgLQSOlx1rrb515UpFbrzvmjrzwyyQnUjGPDiw/QgeFrU8PUqOouha8GlA6tFt29Md0b39fwNW+GNHVpoBd50PKgpeB5XPNiJcpkZfdhjrNnfBBi54XAnXZskjy2Tz+z58qYPJImn2n0LrbplETahDPceS0vBB6unXS1x2XDxryskHH4Y8f9gdaty0hGImwvc3TWjWtENB7a+q+c5g/tzvtFSQQXfcY9sx3tvSHD4dEaOnuHfYIJ2FeyI+xycvYZomTVoGV7TpGyRNMjXwyMZ46tHy759+yZLlgFPIOoV5XSU52ROLjGeo+81jgGh3UCdnXUBvytjG8UrQYsVbksliVzbDZJOojq96Trf5JPkDvv5LZn45TsW3WbMlmaQjpZ1ydox7jZND8upjfO/Gk7K3MVkW5AWB7E1eavJ7UsU3T1NPSHD8JIPZwPYreWCvUirz2powQ+y8SSbPkhoaP9DQs6gIiICIiAiIgIiICIiAvD3qO8x+o3Int8tyU5H+cK9wrhPJ/QWbN8jyeUbn44RcsyTiM1S7o6nE631d/KDzvkLhuyNkdDFE4AAmPq76AA3sn6LVXf/8Aa5T/APKSL/sZ/wDWn+1yn/5SRf8AYz/60HolEVD5P6p4DjuYsYy3Hdlswa9z2YwWgkb1suHyIWNrRWN2la1m0xWPMr4ip/GPUDFcjrTT0YbbGRPDHCVjQd638iVcAQQCPBWvHnx5bTWltzHltzYMmC3TlrMT+RERbmkREQEREBERAREQEREBF+BzXEgEEg6Oj4X6gIiICIiAiIgIiICIiAiIgIiIC8o+r2j6kZvqJA627I/6Nq9XLl/MfSKtyPkNvKjLS1XWdF0fsh4BDQ3seofRc/Jx2yV1Vt49opnx3t4i0TP/AFKrek0dWKllW0Znz1xO3pe9vST8A32Xd4v7239FQ+G+nMfGalmBmSfYE0gkLjD067a1+Iq+tHS0AfJeb6Zw8vHzZb5I7W1rx309T1rl4uVnm+G24+f2/RUsxHjnZ60eRxSSQ+2w0y5jnRjQPV09PiTf8da14KwOzF8ckZBVksCoXvhdBM1u2gQlweB0dQBIHdz++z2V1Re3t4yi138gNOJz8vYMjsYLjiasW/e0Pg/D+H8vxfmEgzGamz4jdLFAzrb01Xg/HEYw4uA9skne+/XrY0RtXpE2KH955SDF4x+Sylmu6eiLBmZVY4yTkNPtdPQdAfIfiOzo9lsTZ/IwagtdcN+a5SbHC2Lq1E/2RLo67gEyguPj6jsroibFWxFjKtu4+S3blnityWGPidC1rYg0uLCCAD4bo7J3v5KxRPsOsytlgYyBuvbkEmy767brt/MrOig51iaNzH8at5Cpi8bUvlkvt3I2dVhxMp/GCwfL/GPgLes5XJ1+SV6sNmxLC2b7PMyZse3D2XP9xrWx711aHUXAb2NK7orsUVl/PVMTSmktTWpbVFliZzqzd13dUQeWta0b02R7uk7O2fwWPPZu3XwrZcPlbFx/tzTRWXRxtZL0taQztGesnfYMA3379lfnAOBB8HssdeCKtC2KBgZG3sGjwE2KPmcrkKslqaOwasInc50cUbWyzAQxENYXMcHHZcNHRPYAgDSvUbuuNrtOGwDpw0R+q+kUBERAREQEREBERAREQEREBERARFyTmXM85T5Fk6uPvVq0FToDI3RhzpCQD22Ds91v4/HtntNazrXz+sR7b95aM/IrgrFrR/fLraLg7vUTk7JhTitwS3Rp87nwt9uswHv1ED8R+ny8efHdoXdcTHHXcA9lzddZvalJ3Edtx4n9J9/77O2+DJjx0vkjpm0biJ8xHtMx7b9n0iishm4qls1Yqtu5OxofK2tGHe0070XEkDvo9hs9vC2mZKk+39kFuD7X09ZgMgEgGt7LfI/ksmltotKtl8bajmkrZCpNHCOqR0czXBg87cQew/VfLc1i3VH2m5KkazNdUonb0N342d6Qb6L4hljniZLDIySJ46mvYdhw+oPzX2gIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAvPnqK9zed5SLHuBvOLXSTuBDKjOgDq3+99P9Hfx6DWnaxePtve+1SrTOfrqdJE1xOvG9j5KWm81mlLdMW7Tr3j3j+/w3YL48d4y3pF5r3rE+It7TMe+vh5dc6OKAVaQd7O+pz3fjmd+87/8Ag+S9U1e1aLf7o/qWlHgMRFI18eMpMe07DmwNBB/kpJdvIz4bYseHBTprXfvve9f5cGOme2bJyOTfrtf3Q1mjkYMnYtYuWqWWmt9yOw13wvaNB7SPPbQLT9B3HdaEPH7jLzGvmrOqNuPve6GkTF7gds+gbtx77/CA3XzVoRcbpUy3xeaDE0WVyxz6OPbW9uNm/dex8T29tjbdxkEb8OKwY3E5a3ftZaWtUrWRaZLDBI0hkgbEYySfxA/EdOI321rXdXpFdiPwNF+OxrYJXsdKXySv9saaHPeXkNH0BdoKQRFAREQEREBERAREQEREBERAREQEREBERAREQEREBYZLVeOZsUk0bZXeGFwBP8FmXNsgSefHf/DM/wDCF5/qHNniRSYjfVaI/d18TjfUTaJnXTEz+zoM16pDKyKazDHI/wDC1zwC79AthcX9XjrLUCPPsn/xLslbvWi3+6P6l0483Xe1NeHDW+7THwyIoCxLkMhmLlWnfbRjqNjOhE2R8jnAnZ6vDPl27kg9xpR7cvkPvh1lm5Me6R+PjY6QNaZ27HUW9BcAXNc3fUe2vh+a6NM1vRUuHmF1mNoSWcWya5LUZcmjrPkcAx3gM+Du46PwnQH7xU9kcrNDbqVKFRtizPE+fpll9oNjaWg9+k99vboa+uyE0JZFS8Xl8s/BcduOe2V972gWO0C4mGRzgSB224N7hbg5X9okqRY6kZpbIYGiWX22tkcx7zG46JBa1hJ7HuWjXfs0LQiqUnKXNhkssqSPljHtOre6A33BY9kgHp+uzv5j5BbEXJpX5n7E7HPLGytryyxl7+iQtBJ/BosGwOokH560mhZURFAREQEREBERAREQEREBERAREQEREBERAVLvYG+/lovRxB1YyNcXdYGtADxvauiLl5XDx8qKxk39sxMa+Yb8HItgm01941+7mnqFxTLZvJ030IGuiZH0Pe6RoDTv6b3/ACXSYWlkTGHy0AL6RbqYq0tN48y5opETM/LQyGHoZGVstuu18rW9HWHFpLf3SQRtv5HsvmPB42PIC6yqxtgdwQT0g66eoN30h2u29b12Uii2MkQ7jeJMcTPsumxbDAJXjTT5Z2PdnYfD+H8ltZPFUsm2MXYfc9sksIc5pG+xG2kHR+Y8H5rdRBpw4ylBVp14a7GQUyDXYPEemlo1/AkLA/A4x9eaD7Ixsc05sv6CWO90+XhwIIP5gqTRBHswuOZBHCypGI2Na1rRvsGu6x/3hvf1X0cRR+8vt/satb2XB7gCdaDi3fSTrtsjelvIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIC5py/1Zp8dz9nF/dk9l9fQfIJAwbIB0Ox+q6WuR8z516SYrkt+jyeTHtzULgLAlxssrtloI24RkHsR81ryReY+ydOvh5OPjvvk0m1deInXdhi9c6JkaJMLZawnu4TtJA/TS7BG8SRte38LhsLhEPqV6HCMCafEuf8AMtw84H+qXdoHMfDG6LXtloLdDXb5KYoyRH3zts5uXiZNfTY5r87ne2rdy+Nozthu5CpXmcAWxzTNY4g9tgErdVNybbFfm1mz7+Sr1pKlZgNaibDZS18xc0kMd06Dm/T8Si5bkkmbrVp7mTZblvzxWHRzltcQBkpb09+kEDo8fECO63acDoyLnFi/k7OMr27Mt1rReioObTfp0zYy8SyN0f2nA9h300a7lb1ClO7MYy9Zjyzqscs0Vb3JJutrHe2We63eyNtf3ePHT1JoXlaTcvjX3jSbkKjrgJaYBM0ybHkdO9rOPtP2s7MX2Xp7DR6+r+rSqWBFmtlchFLYyTPct2HsrfYT7JDnOLXe70fPz+Lz2/JQXNY5ZoonRtlkax0juhgcddR0TofwBP8ABUNkGYxuAqSGzkDJJjo5Lr7Exc5sgdF1hpcdMeWGUADXcBfOEklv5smkclNQq32Bn2tznOj/ALll6vxfEPie38XfuPlpXQvzLET6wsNkYYC3rEgPwlut739NL7je2RjXscHMcNgjwQufQx5YTVmztydqaWm1kkb/AHWMh/oPiJO/beS/5EdWz9Ap3jdG3jbcMDpLktV9GNzzYkLw2YHR1v8ADsfsjQ7dggsqIigIiICIiAiIgIiICIiAiIgIiICIiAuSc89AuIc15LZzuSmyta7Z6fdFWdjWPIAaDpzHd9AeF1tEHB639i5wSGxHI+3nZmscHGOSzH0u/I6jB1+hC7tGxscbWMGmtAAH0AX0iAsBp1TLJKa0JlkHS9/QNuH0J+YWdEHw2GJsbGNjYGM10NDRpuvGvovtEQEREH49jZGOY9oc1w0QRsEL4rwRV4hHXijijHhrGhoH8AsiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAuXepmSvVM9HHVu2YIzCD0xyuaN7PyBRFjfw3YP+aAwOZycmaoskyN17HTNBa6dxBG/B7ruCIpRnyfMCIizcwiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIg//2Q=="
}
},
"total-blocking-time": {
"id": "total-blocking-time",
"title": "Total Blocking Time",
"description": "Sum of all time periods between FCP and Time to Interactive, when task length exceeded 50ms, expressed in milliseconds. [Learn more about the Total Blocking Time metric](https://developer.chrome.com/docs/lighthouse/performance/lighthouse-total-blocking-time/).",
"score": 0.75,
"scoreDisplayMode": "numeric",
"numericValue": 331,
"numericUnit": "millisecond",
"displayValue": "330 ms",
"scoringOptions": {
"p10": 200,
"median": 600
}
},
"max-potential-fid": {
"id": "max-potential-fid",
"title": "Max Potential First Input Delay",
"description": "The maximum potential First Input Delay that your users could experience is the duration of the longest task. [Learn more about the Maximum Potential First Input Delay metric](https://developer.chrome.com/docs/lighthouse/performance/lighthouse-max-potential-fid/).",
"score": 0.67,
"scoreDisplayMode": "numeric",
"numericValue": 198,
"numericUnit": "millisecond",
"displayValue": "200 ms"
},
"cumulative-layout-shift": {
"id": "cumulative-layout-shift",
"title": "Cumulative Layout Shift",
"description": "Cumulative Layout Shift measures the movement of visible elements within the viewport. [Learn more about the Cumulative Layout Shift metric](https://web.dev/articles/cls).",
"score": 1,
"scoreDisplayMode": "numeric",
"numericValue": 0,
"numericUnit": "unitless",
"displayValue": "0",
"scoringOptions": {
"p10": 0.1,
"median": 0.25
},
"details": {
"type": "debugdata",
"items": [
{
"cumulativeLayoutShiftMainFrame": 0,
"newEngineResult": {
"cumulativeLayoutShift": 0,
"cumulativeLayoutShiftMainFrame": 0
},
"newEngineResultDiffered": false
}
]
}
},
"errors-in-console": {
"id": "errors-in-console",
"title": "No browser errors logged to the console",
"description": "Errors logged to the console indicate unresolved problems. They can come from network request failures and other browser concerns. [Learn more about this errors in console diagnostic audit](https://developer.chrome.com/docs/lighthouse/best-practices/errors-in-console/)",
"score": 1,
"scoreDisplayMode": "binary",
"details": {
"type": "table",
"headings": [
{
"key": "sourceLocation",
"valueType": "source-location",
"label": "Source"
},
{
"key": "description",
"valueType": "code",
"label": "Description"
}
],
"items": []
}
},
"server-response-time": {
"id": "server-response-time",
"title": "Initial server response time was short",
"description": "Keep the server response time for the main document short because all other requests depend on it. [Learn more about the Time to First Byte metric](https://developer.chrome.com/docs/lighthouse/performance/time-to-first-byte/).",
"score": 1,
"scoreDisplayMode": "metricSavings",
"numericValue": 2,
"numericUnit": "millisecond",
"displayValue": "Root document took 0 ms",
"metricSavings": {
"FCP": 0,
"LCP": 0
},
"details": {
"type": "opportunity",
"headings": [
{
"key": "url",
"valueType": "url",
"label": "URL"
},
{
"key": "responseTime",
"valueType": "timespanMs",
"label": "Time Spent"
}
],
"items": [
{
"url": "https://www.fairmont.com/select-country.html",
"responseTime": 2
}
],
"overallSavingsMs": 0
},
"guidanceLevel": 1
},
"interactive": {
"id": "interactive",
"title": "Time to Interactive",
"description": "Time to Interactive is the amount of time it takes for the page to become fully interactive. [Learn more about the Time to Interactive metric](https://developer.chrome.com/docs/lighthouse/performance/interactive/).",
"score": 0.21,
"scoreDisplayMode": "numeric",
"numericValue": 11023.768499999998,
"numericUnit": "millisecond",
"displayValue": "11.0 s"
},
"user-timings": {
"id": "user-timings",
"title": "User Timing marks and measures",
"description": "Consider instrumenting your app with the User Timing API to measure your app's real-world performance during key user experiences. [Learn more about User Timing marks](https://developer.chrome.com/docs/lighthouse/performance/user-timings/).",
"score": null,
"scoreDisplayMode": "notApplicable",
"details": {
"type": "table",
"headings": [
{
"key": "name",
"valueType": "text",
"label": "Name"
},
{
"key": "timingType",
"valueType": "text",
"label": "Type"
},
{
"key": "startTime",
"valueType": "ms",
"granularity": 0.01,
"label": "Start Time"
},
{
"key": "duration",
"valueType": "ms",
"granularity": 0.01,
"label": "Duration"
}
],
"items": []
},
"guidanceLevel": 2
},
"redirects": {
"id": "redirects",
"title": "Avoid multiple page redirects",
"description": "Redirects introduce additional delays before the page can be loaded. [Learn how to avoid page redirects](https://developer.chrome.com/docs/lighthouse/performance/redirects/).",
"score": 0,
"scoreDisplayMode": "metricSavings",
"numericValue": 1539.1775,
"numericUnit": "millisecond",
"displayValue": "Est savings of 1,540 ms",
"metricSavings": {
"LCP": 1550,
"FCP": 1550
},
"details": {
"type": "opportunity",
"headings": [
{
"key": "url",
"valueType": "url",
"label": "URL"
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{
"key": "wastedMs",
"valueType": "timespanMs",
"label": "Time Spent"
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{
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"image-aspect-ratio": {
"id": "image-aspect-ratio",
"title": "Displays images with correct aspect ratio",
"description": "Image display dimensions should match natural aspect ratio. [Learn more about image aspect ratio](https://developer.chrome.com/docs/lighthouse/best-practices/image-aspect-ratio/).",
"score": 1,
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"details": {
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"headings": [
{
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{
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"label": "URL"
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{
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"label": "Aspect Ratio (Displayed)"
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{
"key": "actualAspectRatio",
"valueType": "text",
"label": "Aspect Ratio (Actual)"
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},
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"title": "Serves images with appropriate resolution",
"description": "Image natural dimensions should be proportional to the display size and the pixel ratio to maximize image clarity. [Learn how to provide responsive images](https://web.dev/articles/serve-responsive-images).",
"score": 1,
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"details": {
"type": "table",
"headings": [
{
"key": "node",
"valueType": "node",
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{
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"label": "URL"
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{
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"label": "Displayed size"
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{
"key": "actualSize",
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"label": "Actual size"
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{
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"label": "Expected size"
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"deprecations": {
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"description": "Deprecated APIs will eventually be removed from the browser. [Learn more about deprecated APIs](https://developer.chrome.com/docs/lighthouse/best-practices/deprecations/).",
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"details": {
"type": "table",
"headings": [
{
"key": "value",
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{
"key": "source",
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"label": "Source"
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"title": "Avoids third-party cookies",
"description": "Third-party cookies may be blocked in some contexts. [Learn more about preparing for third-party cookie restrictions](https://privacysandbox.google.com/cookies/prepare/overview).",
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"headings": [
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"title": "Minimize main-thread work",
"description": "Consider reducing the time spent parsing, compiling and executing JS. You may find delivering smaller JS payloads helps with this. [Learn how to minimize main-thread work](https://developer.chrome.com/docs/lighthouse/performance/mainthread-work-breakdown/)",
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"bootup-time": {
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"description": "Consider reducing the time spent parsing, compiling, and executing JS. You may find delivering smaller JS payloads helps with this. [Learn how to reduce Javascript execution time](https://developer.chrome.com/docs/lighthouse/performance/bootup-time/).",
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"label": "Total CPU Time"
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"label": "Script Parse"
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{
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{
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"label": "Network Request Time"
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"label": "Network End Time"
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"label": "Transfer Size"
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"granularity": 1,
"label": "Resource Size"
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{
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"label": "Status Code"
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{
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"label": "MIME Type"
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"label": "Resource Type"
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"id": "aria-progressbar-name",
"title": "ARIA `progressbar` elements have accessible names",
"description": "When a `progressbar` element doesn't have an accessible name, screen readers announce it with a generic name, making it unusable for users who rely on screen readers. [Learn how to label `progressbar` elements](https://dequeuniversity.com/rules/axe/4.11/aria-progressbar-name).",
"score": null,
"scoreDisplayMode": "notApplicable"
},
"aria-prohibited-attr": {
"id": "aria-prohibited-attr",
"title": "Elements use only permitted ARIA attributes",
"description": "Using ARIA attributes in roles where they are prohibited can mean that important information is not communicated to users of assistive technologies. [Learn more about prohibited ARIA roles](https://dequeuniversity.com/rules/axe/4.11/aria-prohibited-attr).",
"score": 1,
"scoreDisplayMode": "binary",
"details": {
"type": "table",
"headings": [
{
"key": "node",
"valueType": "node",
"subItemsHeading": {
"key": "relatedNode",
"valueType": "node"
},
"label": "Failing Elements"
}
],
"items": []
}
},
"aria-required-attr": {
"id": "aria-required-attr",
"title": "`[role]`s have all required `[aria-*]` attributes",
"description": "Some ARIA roles have required attributes that describe the state of the element to screen readers. [Learn more about roles and required attributes](https://dequeuniversity.com/rules/axe/4.11/aria-required-attr).",
"score": 1,
"scoreDisplayMode": "binary",
"details": {
"type": "table",
"headings": [
{
"key": "node",
"valueType": "node",
"subItemsHeading": {
"key": "relatedNode",
"valueType": "node"
},
"label": "Failing Elements"
}
],
"items": []
}
},
"aria-required-children": {
"id": "aria-required-children",
"title": "Elements with an ARIA `[role]` that require children to contain a specific `[role]` have all required children.",
"description": "Some ARIA parent roles must contain specific child roles to perform their intended accessibility functions. [Learn more about roles and required children elements](https://dequeuniversity.com/rules/axe/4.11/aria-required-children).",
"score": null,
"scoreDisplayMode": "notApplicable"
},
"aria-required-parent": {
"id": "aria-required-parent",
"title": "`[role]`s are contained by their required parent element",
"description": "Some ARIA child roles must be contained by specific parent roles to properly perform their intended accessibility functions. [Learn more about ARIA roles and required parent element](https://dequeuniversity.com/rules/axe/4.11/aria-required-parent).",
"score": null,
"scoreDisplayMode": "notApplicable"
},
"aria-roles": {
"id": "aria-roles",
"title": "`[role]` values are valid",
"description": "ARIA roles must have valid values in order to perform their intended accessibility functions. [Learn more about valid ARIA roles](https://dequeuniversity.com/rules/axe/4.11/aria-roles).",
"score": 1,
"scoreDisplayMode": "binary",
"details": {
"type": "table",
"headings": [
{
"key": "node",
"valueType": "node",
"subItemsHeading": {
"key": "relatedNode",
"valueType": "node"
},
"label": "Failing Elements"
}
],
"items": []
}
},
"aria-text": {
"id": "aria-text",
"title": "Elements with the `role=text` attribute do not have focusable descendents.",
"description": "Adding `role=text` around a text node split by markup enables VoiceOver to treat it as one phrase, but the element's focusable descendents will not be announced. [Learn more about the `role=text` attribute](https://dequeuniversity.com/rules/axe/4.11/aria-text).",
"score": null,
"scoreDisplayMode": "notApplicable"
},
"aria-toggle-field-name": {
"id": "aria-toggle-field-name",
"title": "ARIA toggle fields have accessible names",
"description": "When a toggle field doesn't have an accessible name, screen readers announce it with a generic name, making it unusable for users who rely on screen readers. [Learn more about toggle fields](https://dequeuniversity.com/rules/axe/4.11/aria-toggle-field-name).",
"score": null,
"scoreDisplayMode": "notApplicable"
},
"aria-tooltip-name": {
"id": "aria-tooltip-name",
"title": "ARIA `tooltip` elements have accessible names",
"description": "When a tooltip element doesn't have an accessible name, screen readers announce it with a generic name, making it unusable for users who rely on screen readers. [Learn how to name `tooltip` elements](https://dequeuniversity.com/rules/axe/4.11/aria-tooltip-name).",
"score": null,
"scoreDisplayMode": "notApplicable"
},
"aria-treeitem-name": {
"id": "aria-treeitem-name",
"title": "ARIA `treeitem` elements have accessible names",
"description": "When a `treeitem` element doesn't have an accessible name, screen readers announce it with a generic name, making it unusable for users who rely on screen readers. [Learn more about labeling `treeitem` elements](https://dequeuniversity.com/rules/axe/4.11/aria-treeitem-name).",
"score": null,
"scoreDisplayMode": "notApplicable"
},
"aria-valid-attr-value": {
"id": "aria-valid-attr-value",
"title": "`[aria-*]` attributes have valid values",
"description": "Assistive technologies, like screen readers, can't interpret ARIA attributes with invalid values. [Learn more about valid values for ARIA attributes](https://dequeuniversity.com/rules/axe/4.11/aria-valid-attr-value).",
"score": 1,
"scoreDisplayMode": "binary",
"details": {
"type": "table",
"headings": [
{
"key": "node",
"valueType": "node",
"subItemsHeading": {
"key": "relatedNode",
"valueType": "node"
},
"label": "Failing Elements"
}
],
"items": []
}
},
"aria-valid-attr": {
"id": "aria-valid-attr",
"title": "`[aria-*]` attributes are valid and not misspelled",
"description": "Assistive technologies, like screen readers, can't interpret ARIA attributes with invalid names. [Learn more about valid ARIA attributes](https://dequeuniversity.com/rules/axe/4.11/aria-valid-attr).",
"score": 1,
"scoreDisplayMode": "binary",
"details": {
"type": "table",
"headings": [
{
"key": "node",
"valueType": "node",
"subItemsHeading": {
"key": "relatedNode",
"valueType": "node"
},
"label": "Failing Elements"
}
],
"items": []
}
},
"button-name": {
"id": "button-name",
"title": "Buttons have an accessible name",
"description": "When a button doesn't have an accessible name, screen readers announce it as \"button\", making it unusable for users who rely on screen readers. [Learn how to make buttons more accessible](https://dequeuniversity.com/rules/axe/4.11/button-name).",
"score": 1,
"scoreDisplayMode": "binary",
"details": {
"type": "table",
"headings": [
{
"key": "node",
"valueType": "node",
"subItemsHeading": {
"key": "relatedNode",
"valueType": "node"
},
"label": "Failing Elements"
}
],
"items": []
}
},
"bypass": {
"id": "bypass",
"title": "The page contains a heading, skip link, or landmark region",
"description": "Adding ways to bypass repetitive content lets keyboard users navigate the page more efficiently. [Learn more about bypass blocks](https://dequeuniversity.com/rules/axe/4.11/bypass).",
"score": null,
"scoreDisplayMode": "notApplicable"
},
"color-contrast": {
"id": "color-contrast",
"title": "Background and foreground colors have a sufficient contrast ratio",
"description": "Low-contrast text is difficult or impossible for many users to read. [Learn how to provide sufficient color contrast](https://dequeuniversity.com/rules/axe/4.11/color-contrast).",
"score": 1,
"scoreDisplayMode": "binary",
"details": {
"type": "table",
"headings": [
{
"key": "node",
"valueType": "node",
"subItemsHeading": {
"key": "relatedNode",
"valueType": "node"
},
"label": "Failing Elements"
}
],
"items": []
}
},
"definition-list": {
"id": "definition-list",
"title": "``'s contain only properly-ordered `- ` and `
- ` groups, `