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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, "scoreDisplayMode": "numeric", "numericValue": 13771.1375, "numericUnit": "millisecond", "displayValue": "13.8 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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" 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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": 2587, "timestamp": 278289382031, "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": 0.05, "scoreDisplayMode": "numeric", "numericValue": 2424.000000000002, "numericUnit": "millisecond", "displayValue": "2,420 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": 0.1, "scoreDisplayMode": "numeric", "numericValue": 470.0000000000018, "numericUnit": "millisecond", "displayValue": "470 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": 0.97, "scoreDisplayMode": "numeric", "numericValue": 0.061242, "numericUnit": "unitless", "displayValue": "0.061", "scoringOptions": { "p10": 0.1, "median": 0.25 }, "details": { "type": "debugdata", "items": [ { "cumulativeLayoutShiftMainFrame": 0.061242, "newEngineResult": { "cumulativeLayoutShift": 0.061242, "cumulativeLayoutShiftMainFrame": 0.061242 }, "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": 31, "numericUnit": "millisecond", "displayValue": "Root document took 30 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.okta.com/", "responseTime": 31 } ], "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": 0.1, "scoreDisplayMode": "numeric", "numericValue": 13820.1725, "numericUnit": "millisecond", "displayValue": "13.8 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": 1, "scoreDisplayMode": "metricSavings", "numericValue": 0, "numericUnit": "millisecond", "displayValue": "", "metricSavings": { "LCP": 0, "FCP": 0 }, "details": { "type": "opportunity", "headings": [], "items": [], "overallSavingsMs": 0 }, "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. [Learn how to provide responsive images](https://web.dev/articles/serve-responsive-images).", "score": 1, "scoreDisplayMode": "binary", "details": { "type": "table", "headings": [ { "key": "node", "valueType": "node", "label": "" }, { "key": "url", "valueType": "url", "label": "URL" }, { "key": "displayedSize", "valueType": "text", "label": "Displayed size" }, { "key": "actualSize", "valueType": "text", "label": "Actual size" }, { "key": "expectedSize", "valueType": "text", "label": "Expected size" } ], "items": [] } }, "deprecations": { "id": "deprecations", "title": "Avoids deprecated APIs", "description": "Deprecated APIs will eventually be removed from the browser. [Learn more about deprecated APIs](https://developer.chrome.com/docs/lighthouse/best-practices/deprecations/).", "score": 1, "scoreDisplayMode": "binary", "details": { "type": "table", "headings": [ { "key": "value", "valueType": "text", "label": "Deprecation / Warning" }, { "key": "source", "valueType": "source-location", "label": "Source" } ], "items": [] } }, "third-party-cookies": { "id": "third-party-cookies", "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).", "score": 1, "scoreDisplayMode": "binary", "details": { "type": "table", "headings": [ { "key": "name", "valueType": "text", "label": "Name" }, { "key": "url", "valueType": "url", "label": "URL" } ], "items": [] } }, "mainthread-work-breakdown": { "id": "mainthread-work-breakdown", "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. 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