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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": 5579, "timestamp": 5986064115707, "data": 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glJFuMH4GRQWGjVchB8ST6Q0sErsavBEJ02pholumS3kjBs6tF5Rv6bcolq4t95PgZNpBNIyakFu8ilm5FEVvLRLPAjOp0FHOETq/gsMimqQy2Qm0U3McxIbc08SZjbnE29zQzJlhWzzyLVI87UpvUUWUWpommhtrdI1bW7TXAk2kxcWiis8o7GysxmiZWTzBGeuRrbF+qjYx5HMkj6FbvMSmpyI/rFPejIkM+RqdRhmLMqbwyu7WYM5prNs3J8DQStWpcidapQTk+BpZWy3uR06dXgeBvliZoo0Gu4yLek01wNo7VY5HkaG7LkWKqatNcTMsKKaWUZN1aJwfA8sfVNm0pwLdZvqKcSE39vut8DVVFuky1Cz3s4RoLqxkm+BKmjTq0nk1MZceJkReS3UoSg+KPIvBk+JruODytyMCrJ5Zm1Z5Rrqz4szgjFiMss9msotRlhlzfWC3BBYmsFGC5N5KMmaBK1TPcbpl9WWqsOBy1PJjGWC5aVtySJVpN4ljiQhzcJGfYXji1xLMZRu0K2DqdldxcVxM511KPMgun37wuJuYX/q8zDSdOFVMzr6awyMahJNszL3UFh8SPXd2pSfEnRkick1g9dNSkZFKzT44Ma1qKUjf2UVJIzVM1426k8mLTssdxs7KhutGTCimjLoUkmiupDgdC1oKMjOs44ibCPIxLdYSMtHJqLDPW2/5RLka2+7LNlLka+/XqswiTcLMWRDVHhs0k6i3jb6y8ZItXqtSOjSjlHgdorE2bSNRM9biamncGRTrZM3DBzovibClPDNjb1cpGoo8TPopoy44OjRkbBwjNGPWsIzXIu0pNYM6i01xNOdRxZu7pSIpfaXhNpEevLV02+B0y4oRnB8CNatY82kbFG4zwZp17fHQQSu2smFUeWbfULdwk+BqKkcM6lNpo5klhlvJ45M9aKGXIwDZ4D0EnQpRRYqx4FcqhblLJxUmaO8ZhVaeXwLtrby3uCM2hb9ZJcDe2Gm5SeDap5N23TmzAt4SpxPa946a5m5urPq6b4EP1mbg5GxGGTptOCPbrUm2/WMD0velzNPWuHvPiU06zyZ6MFe8JXYXC3lxJRp9ysLic9tLlrHE3VpfuOOJi0bFOrg6DRuItczMpV4+JBqGp8uJnUdU/uKprKN2lXSZOKVdeJkxrxfeQqnqqXeZMNWX1jlVaTbO9b3kUiXdamuZh3tRODNJDVV9Yt3GpJx5lSpPJfUuoyiavWmnkiF28SZvtUu1LPEjF3WzJnRoweDxu0WpS4FPWYZlWtXLXE08qvHmZVlVzJGy4cDmQXEldjHewbmhQyuRqNIe9glFpTykVTWInRpIxepa7i5BOJnSpcDGqRwcipLLOnBcCqM8riYd/SU4PgXs4PKjUo8SIPDMakcog+s22HLgRS6huyZ0HWKKabITqVPdkztW08o41xTwzUyZQyufMts30aQyMgYJBNZSZdt4uckZU7J+Bl6fZPfWUctYZErKWegz9Jst9rKJhY2KjBcDG0a0UUuBIlBQplkZJHas7JxWcEZ1qmoU2cv2hlicjp20VVKEjlevTzUkbNOSZN1DSRqo/WZVTKZrMi7SiWyZzkZFJvKM6i3wMWjE2FCHIpbLUXITku8uxryj3lUaWUe+jN8kYNlkco8V5Jd7K46hLxLNS0mlnDMSpTlFmGhMsVWUTcU9Ql4lU7+TXM0tNvJkxjlGLppGauZM9urlyzxNXWm2zMrwZhVIssgkjWqty6TGb4mXZP1kY7jxMi0WJIzk+BRFcSYaLLjEmmnx3oog2iv1ok+0iOYo060uB0KSMmpS9Xka+tHmb6pS9Q1VzDicWb/AMjpxXA1c1gsTngzasMowLhYLIPJXM1epSzFkL1XtsluozxFkP1SWZM69qjlXTNNV7TLRXU7RSdNHNCPTwZAO6y0teBkWmn7kuRIHQXgVRopdx5pV2fRPd0M5wUWdLcii9cVMQZVFYMW9liDCrNsv9ljCJE9o63CXE5nrE96pInm0VThI59qD3qjOtbNtHmNpJJmt3G5GVQoOWOBes7Z1JLCJVpOiSq49Vm4zjJGgoWkvAzaVtJY4E7tNmJOK9QzY7Ly+p/grcWTqwQWhbSk1wNzZaY544ErttmZKS9R/cSHTtnnHGYf4K3BlkZogU9Ebh2TSaho0o5xE7gtC9Ts/wCDV3+zm8n6n+CFFoscotHDJafOMuTLtO0l4HULnZd7zxD/AAWFsxJfQZY45RRnDOa1bKTXZMGrYS8Gdalsw2uwzHqbLN/Q/wAGKiyXJHI52U0+TLlvZz3+TOn1NlJfU/we0dlZKXY/wZ6XgpzxIvo1pLeXA6Bo1s1FcC9pmzbg16hLdO0ZwivVKKlLKNuFXBpa1FqnyNHeQakzoVzpj3H6pGNS0+UW+BxqtBpnRpVk0ReceDNbeQwmb+tQcM8DTaikosrgmmWTeURPVZYUiIai8yZKNXmlvESvZZkzuWqOJcy4mun2meJFT5nsVlm/k0ilRPdxmRGJVuIx1En031bHVs3nwdLwHwdLwPNbmR9O9rgaNwaRrdRTUGSyenSxyNJrFm4U5cDKFF5K6t3DT0nLNo59og9f1qzJxtRDdlIhMVm44+J2beOlHkb+qpS4Ej2b0/rqkeB2HZfZ9ShFuBA9iaEZThlHetlraCow4I3EjlORTZ6BCMFmC+4y1odP6qJLGkow5FEuDMW0jOMNRoYaLTT7K+4zKOmQj9FGyT8ipNEakZbpoxFYwxyLVTTYS+ijZRZVkngQ4s0NTR6b+iWvgWn9VfcSJ4PMLwGURoI/8C0/qo8eiU/qokHDwDwMobsjb0Kn9VCOhU0+yvuJHwPBqQ3Rp6Okwi+yjOo2MI9yMpPyK4SIymTu2jDr2MZR5Ijmr6YsN7pNoreXE12p0U6b4GE6Kkgqjgzj+sW3Vb3Ag+s1lHeWTpW1kFBTwcg2iruM5GhK0xLJtK5yiNavWy3xI1cSzJmx1Cs5SZq6nFm7ShpRz6s9TLDPY8CvdKWsF5SXYyK95GNnA3mRgk++fgtfVHwWvqkj6teA6teBjuIm/wC3TIzV0xKL9Uim0tkoUpcDpdemlF8CC7XtRpT9xO4ig72b+J8+bZwUZzOfqWK/+5P9t6makznFSeKzJcdJS5ub4nTNi7pQnDid52VvYypQ4nzBs7eulOPE7JslrDUYJyIU8EOOTt1OopwPJYI7p2pqVOPEzZ6gks5MXNMsimjYtpM9TRoK2rRi+0UQ1iLl2iVhhzZJo4K+CNNb6jGXeXp38UuZmkjFzZsXJIpc14mgudVjDPEwZa5FPtDBCmyV76G+vEia12H1iie0EF9IjCMtTRLnNeJ5vrxIa9o6ee2iqO0MH9JfeMIx3rJipLxKoySfMiUdfh9Yq+H4L6S+8JIl1GTKNWKXMw9QrRdN8SLvaGH10Y1xrkZxfrGxCJrzk2aTbBpxmcS2nyqkzre0N4qsJcTk+0cd+csGNVJFabIJdN77MfBn3VF774FhUX4GtqRlhmPuluccGf1DxyKJ278CUyVFmukigzZ278Cn0d+BnkaT9GQAXAxrt4gznG2lXFKZ0S+eKbOW7cVMU6hARwbbOrmrPiQGo81GTLa6ea0yG86hVMugbbSW9+ODpuy05rdOd6LS3pxOpbMW3CPA0as8G3Thkn2l15KmuJm17qSjzMKzp7tNFdflg1HVwzZVPJrry7nl8THpXlTe5sv1qO8yiFtxzgtjWZXKkja2l9JJZZlVb97vM1dOnuoVc4LN+0Y7pMs317N5wzS1r2pnmzPuYZyYE6GWPasEq3LE7+olzZrbvVase9m0na5Rqr2wbLadXUY1aaijWVNbqp9plVPXqi5yf3mJc2DTZrLii6eS2TaRVQo65ElW0U19N/eUy2kl9f8AyQutVlHPExZ3EuPEqjVaZ1vYFgnT2knntl6ltE5c5/5Ob1LmSfNnlO+lF8zZjWeDSrWiidLr6qq0MORH9RSrN95pbbUJPmza21TrcZNOtVk2VwoRNTWsN58i0tPfgSylaqa5FcrKK7iuM2ZO3RFI2Hke/B2e4kztUu49jbrwLFUMHQSIu9L8in4L8iYRtovuKvRI+A3xjukfXYAOoc8wr/8Aps5Vtz/TqAEMI+e9rv60yIR/qAFUy6BJ9A7cTq+zPZiAc2qb1PoJxb9hFNYA0ahtwMSXMqgAZ0zGZe7ixV5MAtkYRMCv3mM+YBrS6TYiO4w7rvAN22NW56DS3i4Mj2o94Buz6DGy/MR665swqgBq/E9IvymLVMf6QBfDoOTdmZa80STTe4AoqmpTJHa9lGTPkAYFzMafMpj2gAiuRfh3F0AhlZ//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": 0.06, "scoreDisplayMode": "numeric", "numericValue": 2188.5, "numericUnit": "millisecond", "displayValue": "2,190 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": 0.14, "scoreDisplayMode": "numeric", "numericValue": 432, "numericUnit": "millisecond", "displayValue": "430 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": 0.99, "scoreDisplayMode": "numeric", "numericValue": 0.040805, "numericUnit": "unitless", "displayValue": "0.041", "scoringOptions": { "p10": 0.1, "median": 0.25 }, "details": { "type": "debugdata", "items": [ { "cumulativeLayoutShiftMainFrame": 0.040805, "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": "Reduce initial server response time", "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": 0, "scoreDisplayMode": "metricSavings", "numericValue": 2821, "numericUnit": "millisecond", "displayValue": "Root document took 2,820 ms", "metricSavings": { "FCP": 2700, "LCP": 2700 }, "details": { "type": "opportunity", "headings": [ { "key": "url", "valueType": "url", "label": "URL" }, { "key": "responseTime", "valueType": "timespanMs", "label": "Time Spent" } ], "items": [ { "url": "https://www.thetrevorproject.org/", "responseTime": 2821 } ], "overallSavingsMs": 2721 }, "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, "scoreDisplayMode": "numeric", "numericValue": 34248.993, "numericUnit": "millisecond", "displayValue": "34.2 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. 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", "nodeLabel": "And so do the people you care about. Here you can reach out to a counselor if y…", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.09 (foreground color: #ffffff, background color: #ff5a3d, font size: 13.6pt (18.08px), font weight: normal). Expected contrast ratio of 4.5:1" }, "subItems": { "type": "subitems", "items": [ { "relatedNode": { "type": "node", "lhId": "1-1-DIV", "path": "1,HTML,1,BODY,12,MAIN,0,HEADER,0,DIV", "selector": "body.home > main#site-content > header.header-container > div.header-container__wrap", "boundingRect": { "top": 0, "bottom": 768, "left": 0, "right": 412, "width": 412, "height": 768 }, "snippet": "

", "nodeLabel": "You deserve a\nwelcoming, loving world.\n\nAnd so do the people you care about. He…" } } ] } }, { "node": { "type": "node", "lhId": "1-2-TILT", "path": "1,HTML,1,BODY,12,MAIN,2,DIV,0,DIV,0,P,1,TILT", "selector": "div.messaging > div.messaging__container > p.messaging__title > tilt", "boundingRect": { "top": 2630, "bottom": 2673, "left": 126, "right": 286, "width": 159, "height": 43 }, "snippet": "", "nodeLabel": "day or night.", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 1.31 (foreground color: #101066, background color: #003a48, font size: 27.0pt (36px), font weight: normal). Expected contrast ratio of 3:1" } } ], "debugData": { "type": "debugdata", "impact": "serious", "tags": [ "cat.color", "wcag2aa", "wcag143", "TTv5", "TT13.c", "EN-301-549", "EN-9.1.4.3", "ACT", "RGAAv4", "RGAA-3.2.1" ] } } }, "definition-list": { "id": "definition-list", "title": "`
`'s contain only properly-ordered `
` and `
` groups, `