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" 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" 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" 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" 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" 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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": null, "scoreDisplayMode": "informative", "details": { "type": "screenshot", "timing": 1669, "timestamp": 2664176762, "data": 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" } }, "estimated-input-latency": { "id": "estimated-input-latency", "title": "Estimated Input Latency", "description": "Estimated Input Latency is an estimate of how long your app takes to respond to user input, in milliseconds, during the busiest 5s window of page load. If your latency is higher than 50 ms, users may perceive your app as laggy. [Learn more](https://web.dev/estimated-input-latency/).", "score": 1, "scoreDisplayMode": "numeric", "numericValue": 12.8, "numericUnit": "millisecond", "displayValue": "10 ms" }, "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](https://web.dev/lighthouse-total-blocking-time/).", "score": 1, "scoreDisplayMode": "numeric", "numericValue": 49, "numericUnit": "millisecond", "displayValue": "50 ms" }, "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](https://web.dev/lighthouse-max-potential-fid/).", "score": 0.85, "scoreDisplayMode": "numeric", "numericValue": 148, "numericUnit": "millisecond", "displayValue": "150 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](https://web.dev/cls/).", "score": 1, "scoreDisplayMode": "numeric", "numericValue": 0, "numericUnit": "unitless", "displayValue": "0", "details": { "type": "debugdata", "items": [ { "finalLayoutShiftTraceEventFound": false } ] } }, "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](https://web.dev/time-to-first-byte/).", "score": 0, "scoreDisplayMode": "binary", "numericValue": 663.51, "numericUnit": "millisecond", "displayValue": "Root document took 660 ms", "details": { "type": "opportunity", "headings": [ { "key": "url", "valueType": "url", "label": "URL" }, { "key": "responseTime", "valueType": "timespanMs", "label": "Time Spent" } ], "items": [ { "url": "https://gitlab.com/postmarketOS/pmaports/-/issues?scope=all&utf8=%E2%9C%93&state=opened&search=kernel", "responseTime": 663.51 } ], "overallSavingsMs": 563.51 } }, "first-cpu-idle": { "id": "first-cpu-idle", "title": "First CPU Idle", "description": "First CPU Idle marks the first time at which the page's main thread is quiet enough to handle input. [Learn more](https://web.dev/first-cpu-idle/).", "score": 0.58, "scoreDisplayMode": "numeric", "numericValue": 5898.735000000001, "numericUnit": "millisecond", "displayValue": "5.9 s" }, "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](https://web.dev/interactive/).", "score": 0.64, "scoreDisplayMode": "numeric", "numericValue": 6048.735000000001, "numericUnit": "millisecond", "displayValue": "6.0 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](https://web.dev/user-timings/).", "score": null, "scoreDisplayMode": "notApplicable", "details": { "type": "table", "headings": [], "items": [] } }, "critical-request-chains": { "id": "critical-request-chains", "title": "Avoid chaining critical requests", "description": "The Critical Request Chains below show you what resources are loaded with a high priority. Consider reducing the length of chains, reducing the download size of resources, or deferring the download of unnecessary resources to improve page load. [Learn more](https://web.dev/critical-request-chains/).", "score": null, "scoreDisplayMode": "informative", "displayValue": "1 chain found", "details": { "type": "criticalrequestchain", "chains": { "EB0B929639171E4C000DEDE3A1EEE981": { "request": { "url": "https://gitlab.com/postmarketOS/pmaports/-/issues?scope=all&utf8=%E2%9C%93&state=opened&search=kernel", "startTime": 2662.509327, "endTime": 2663.230783, "responseReceivedTime": 2663.1948390000002, "transferSize": 31632 }, "children": { "58712.158": { "request": { "url": "blob:https://gitlab.com/0779037e-87bd-4309-9b71-c0775fa3ac53", "startTime": 2663.523191, "endTime": 2663.577627, "responseReceivedTime": 2663.548112, "transferSize": 0 } } } } }, "longestChain": { "duration": 1068.2999999999083, "length": 2, "transferSize": 0 } } }, "redirects": { "id": "redirects", "title": "Avoid multiple page redirects", "description": "Redirects introduce additional delays before the page can be loaded. [Learn more](https://web.dev/redirects/).", "score": 1, "scoreDisplayMode": "numeric", "numericValue": 0, "numericUnit": "millisecond", "displayValue": "", "details": { "type": "opportunity", "headings": [], "items": [], "overallSavingsMs": 0 } }, "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 more](https://web.dev/mainthread-work-breakdown/)", "score": 1, "scoreDisplayMode": "numeric", "numericValue": 504.4269999999991, "numericUnit": "millisecond", "displayValue": "0.5 s", "details": { "type": "table", "headings": [ { "key": "groupLabel", "itemType": "text", "text": "Category" }, { "key": "duration", "itemType": "ms", "granularity": 1, "text": "Time Spent" } ], "items": [ { "group": "scriptEvaluation", "groupLabel": "Script Evaluation", "duration": 258.5189999999993 }, { "group": "styleLayout", "groupLabel": "Style & Layout", "duration": 88.103 }, { "group": "other", "groupLabel": "Other", "duration": 86.4229999999998 }, { "group": "parseHTML", "groupLabel": "Parse HTML & CSS", "duration": 26.938999999999997 }, { "group": "scriptParseCompile", "groupLabel": "Script Parsing & Compilation", "duration": 25.00500000000001 }, { "group": "garbageCollection", "groupLabel": "Garbage Collection", "duration": 9.758999999999997 }, { "group": "paintCompositeRender", "groupLabel": "Rendering", "duration": 9.679 } ] } }, "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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