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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": 12942, "timestamp": 5900772432548, "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": 0.78, "scoreDisplayMode": "numeric", "numericValue": 301.5, "numericUnit": "millisecond", "displayValue": "300 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": 0.69, "scoreDisplayMode": "numeric", "numericValue": 193, "numericUnit": "millisecond", "displayValue": "190 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": 0.028854, "numericUnit": "unitless", "displayValue": "0.029", "scoringOptions": { "p10": 0.1, "median": 0.25 }, "details": { "type": "debugdata", "items": [ { "cumulativeLayoutShiftMainFrame": 0.028854, "newEngineResult": { "cumulativeLayoutShift": 0.028854, "cumulativeLayoutShiftMainFrame": 0.028854 }, "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": 226, "numericUnit": "millisecond", "displayValue": "Root document took 230 ms", "metricSavings": { "FCP": 150, "LCP": 150 }, "details": { "type": "opportunity", "headings": [ { "key": "url", "valueType": "url", "label": "URL" }, { "key": "responseTime", "valueType": "timespanMs", "label": "Time Spent" } ], "items": [ { "url": "https://imagemagick.com/", "responseTime": 226 } ], "overallSavingsMs": 126 }, "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": 0.35, "scoreDisplayMode": "numeric", "numericValue": 8828.7897, "numericUnit": "millisecond", "displayValue": "8.8 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": "Minimizes 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/)", "score": 1, "scoreDisplayMode": "metricSavings", "numericValue": 1611.7679999999991, "numericUnit": "millisecond", "displayValue": "1.6 s", "metricSavings": { "TBT": 300 }, "details": { "type": "table", "headings": [ { "key": "groupLabel", "valueType": "text", "label": "Category" }, { "key": "duration", "valueType": "ms", "granularity": 1, "label": "Time Spent" } ], "items": [ { "group": "scriptEvaluation", "groupLabel": "Script Evaluation", "duration": 667.3759999999982 }, { "group": "other", "groupLabel": "Other", "duration": 321.7200000000009 }, { "group": "styleLayout", "groupLabel": "Style & Layout", "duration": 269.80400000000003 }, { "group": "scriptParseCompile", "groupLabel": "Script Parsing & Compilation", "duration": 191.51199999999997 }, { "group": "parseHTML", "groupLabel": "Parse HTML & CSS", "duration": 84.104 }, { "group": "paintCompositeRender", "groupLabel": "Rendering", "duration": 77.25200000000001 } ], "sortedBy": [ "duration" ] }, "guidanceLevel": 1 }, "bootup-time": { "id": "bootup-time", "title": "JavaScript execution time", "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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