{ "lighthouseVersion": "13.0.3", "requestedUrl": "https://fb.me/", "mainDocumentUrl": "https://m.facebook.com/ig/login_via/app/?lid=1GnAtfh8VPzT0xLH5&bn=Y29tLmFuZHJvaWQuY2hyb21l&tade=Q7fLBQGk6TQsnRJlzEjG6w9YsWLmXTB0o1JNFjvwDdX8J4DXv%2FnQKQccab8hq62ctc7qvSxCjeH%2Fog0%2FQszUJorlybq8mrNnfWYJLrPkEWNRB31hhW595%2FxjTWkSNzDbFgw6wt4byg%3D%3D", "finalDisplayedUrl": "https://m.facebook.com/ig/login_via/app/?lid=1GnAtfh8VPzT0xLH5&bn=Y29tLmFuZHJvaWQuY2hyb21l&tade=Q7fLBQGk6TQsnRJlzEjG6w9YsWLmXTB0o1JNFjvwDdX8J4DXv%2FnQKQccab8hq62ctc7qvSxCjeH%2Fog0%2FQszUJorlybq8mrNnfWYJLrPkEWNRB31hhW595%2FxjTWkSNzDbFgw6wt4byg%3D%3D", "finalUrl": "https://m.facebook.com/ig/login_via/app/?lid=1GnAtfh8VPzT0xLH5&bn=Y29tLmFuZHJvaWQuY2hyb21l&tade=Q7fLBQGk6TQsnRJlzEjG6w9YsWLmXTB0o1JNFjvwDdX8J4DXv%2FnQKQccab8hq62ctc7qvSxCjeH%2Fog0%2FQszUJorlybq8mrNnfWYJLrPkEWNRB31hhW595%2FxjTWkSNzDbFgw6wt4byg%3D%3D", "fetchTime": "2026-04-21T18:51:31.380Z", "gatherMode": "navigation", "runWarnings": [ "The page may not be loading as expected because your test URL (https://fb.me/) was redirected to https://m.facebook.com/ig/login_via/app/?lid=1GnAtfh8VPzT0xLH5&bn=Y29tLmFuZHJvaWQuY2hyb21l&tade=Q7fLBQGk6TQsnRJlzEjG6w9YsWLmXTB0o1JNFjvwDdX8J4DXv%2FnQKQccab8hq62ctc7qvSxCjeH%2Fog0%2FQszUJorlybq8mrNnfWYJLrPkEWNRB31hhW595%2FxjTWkSNzDbFgw6wt4byg%3D%3D. Try testing the second URL directly." ], "userAgent": "Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) HeadlessChrome/146.0.0.0 Safari/537.36", "environment": { "networkUserAgent": "Mozilla/5.0 (Linux; Android 11; moto g power (2022)) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/146.0.0.0 Mobile Safari/537.36", "hostUserAgent": "Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) HeadlessChrome/146.0.0.0 Safari/537.36", "benchmarkIndex": 1085, "credits": { "axe-core": "4.11.2" } }, "audits": { "is-on-https": { "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, "scoreDisplayMode": "numeric", "numericValue": 8139.895819999999, "numericUnit": "millisecond", "displayValue": "8.1 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": 10430.2937, "numericUnit": "millisecond", "displayValue": "10.4 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. 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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": 1891, "timestamp": 1481165114293, "data": 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} }, "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": 0.66, "scoreDisplayMode": "numeric", "numericValue": 411.7166900000002, "numericUnit": "millisecond", "displayValue": "410 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": 0.45, "scoreDisplayMode": "numeric", "numericValue": 266, "numericUnit": "millisecond", "displayValue": "270 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": 0.000827, "numericUnit": "unitless", "displayValue": "0.001", "scoringOptions": { "p10": 0.1, "median": 0.25 }, "details": { "type": "debugdata", "items": [ { "cumulativeLayoutShiftMainFrame": 0.000827, "newEngineResult": { "cumulativeLayoutShift": 0.000827, "cumulativeLayoutShiftMainFrame": 0.000827 }, "newEngineResultDiffered": false } ] } }, "errors-in-console": { "id": "errors-in-console", "title": "Browser errors were 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": 0, "scoreDisplayMode": "binary", "details": { "type": "table", "headings": [ { "key": "sourceLocation", "valueType": "source-location", "label": "Source" }, { "key": "description", "valueType": "code", "label": "Description" } ], "items": [ { "source": "exception", "description": "TypeError: Cannot read properties of undefined (reading 'getElementsByTagName')\n at Object.F [as scry] (https://z-m-static.xx.fbcdn.net/rsrc.php/v4iczx4/yL/l/en_GB-j/SRUBP64C6E3.js:73:4236)\n at Object.ue [as scrollToHeader] (https://z-m-static.xx.fbcdn.net/rsrc.php/v4iczx4/yL/l/en_GB-j/SRUBP64C6E3.js:86:4465)\n at u (https://z-m-static.xx.fbcdn.net/rsrc.php/v4/y_/r/PyXDsnpgJYe.js:71:253)\n at e (https://z-m-static.xx.fbcdn.net/rsrc.php/v4/y_/r/PyXDsnpgJYe.js:71:482)", "sourceLocation": { "type": "source-location", "url": "https://z-m-static.xx.fbcdn.net/rsrc.php/v4iczx4/yL/l/en_GB-j/SRUBP64C6E3.js", "urlProvider": "network", "line": 72, "column": 4235 } } ] } }, "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": 573, "numericUnit": "millisecond", "displayValue": "Root document took 570 ms", "metricSavings": { "FCP": 450, "LCP": 450 }, "details": { "type": "opportunity", "headings": [ { "key": "url", "valueType": "url", "label": "URL" }, { "key": "responseTime", "valueType": "timespanMs", "label": "Time Spent" } ], "items": [ { "url": "https://m.facebook.com/ig/login_via/app/?lid=1GnAtfh8VPzT0xLH5&bn=Y29tLmFuZHJvaWQuY2hyb21l&tade=Q7fLBQGk6TQsnRJlzEjG6w9YsWLmXTB0o1JNFjvwDdX8J4DXv%2FnQKQccab8hq62ctc7qvSxCjeH%2Fog0%2FQszUJorlybq8mrNnfWYJLrPkEWNRB31hhW595%2FxjTWkSNzDbFgw6wt4byg%3D%3D", "responseTime": 573 } ], "overallSavingsMs": 473 }, "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": 0.23, "scoreDisplayMode": "numeric", "numericValue": 10609.974341, "numericUnit": "millisecond", "displayValue": "10.6 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": 1, "scoreDisplayMode": "informative", "displayValue": "10 user timings", "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": [ { "name": "⛏ display_done [7631287115683542788][phase all]", "startTime": 1330.133, "duration": 149.528, "timingType": "Measure" }, { "name": "⛏ first_response [display][phase 0]", "startTime": 1437.817, "duration": 24.357, "timingType": "Measure" }, { "name": "⛏ 34fa2946-84bc-44a9-87a9-62c4bd17a9d3 [display][phase 1]", "startTime": 1462.647, "duration": 14.542, "timingType": "Measure" }, { "name": "⛏ last_response [display][phase 63]", "startTime": 1489.286, "duration": 0.405, "timingType": "Measure" }, { "name": "__v3", "startTime": 1329.855, "timingType": "Mark" }, { "name": "display_done 7631287115683542788", "startTime": 1330.133, "timingType": "Mark" }, { "name": "first_response display", "startTime": 1437.817, "timingType": "Mark" }, { "name": "34fa2946-84bc-44a9-87a9-62c4bd17a9d3 display", "startTime": 1462.647, "timingType": "Mark" }, { "name": "last_response display", "startTime": 1489.286, "timingType": "Mark" }, { "name": "--web-bloks-ttrc-end", "startTime": 1644.489, "timingType": "Mark" } ] }, "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": 2590.82588, "numericUnit": "millisecond", "displayValue": "Est savings of 2,590 ms", "metricSavings": { "LCP": 2600, "FCP": 2600 }, "details": { "type": "opportunity", "headings": [ { "key": "url", "valueType": "url", "label": "URL" }, { "key": "wastedMs", "valueType": "timespanMs", "label": "Time Spent" } ], "items": [ { "url": "https://fb.me/", "wastedMs": 860.5 }, { "url": "https://www.facebook.com/", "wastedMs": 872.51 }, { "url": "https://m.facebook.com/?wtsid=rdr_0ur50mRrJOynufG9F", "wastedMs": 857.8158799999999 }, { "url": "https://m.facebook.com/ig/login_via/app/?lid=1GnAtfh8VPzT0xLH5&bn=Y29tLmFuZHJvaWQuY2hyb21l&tade=Q7fLBQGk6TQsnRJlzEjG6w9YsWLmXTB0o1JNFjvwDdX8J4DXv%2FnQKQccab8hq62ctc7qvSxCjeH%2Fog0%2FQszUJorlybq8mrNnfWYJLrPkEWNRB31hhW595%2FxjTWkSNzDbFgw6wt4byg%3D%3D", "wastedMs": 0 } ], "overallSavingsMs": 2590.82588 }, "guidanceLevel": 2 }, "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, "scoreDisplayMode": "binary", "details": { "type": "table", "headings": [ { "key": "node", "valueType": "node", "label": "" }, { "key": "url", "valueType": "url", "label": "URL" }, { "key": "displayedAspectRatio", "valueType": "text", "label": "Aspect Ratio (Displayed)" }, { "key": "actualAspectRatio", "valueType": "text", "label": "Aspect Ratio (Actual)" } ], "items": [] } }, "image-size-responsive": { "id": "image-size-responsive", "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. 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`'s contain only properly-ordered `
` and `
` groups, `