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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": 3035, "timestamp": 362468834, "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": 0.99, "scoreDisplayMode": "numeric", "numericValue": 154, "numericUnit": "millisecond", "displayValue": "150 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": 0.75, "scoreDisplayMode": "numeric", "numericValue": 178, "numericUnit": "millisecond", "displayValue": "180 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": 0.0343359375, "numericUnit": "unitless", "displayValue": "0.034", "details": { "type": "debugdata", "items": [ { "finalLayoutShiftTraceEventFound": true } ] } }, "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](https://web.dev/time-to-first-byte/).", "score": 1, "scoreDisplayMode": "binary", "numericValue": 386.33299999999997, "numericUnit": "millisecond", "displayValue": "Root document took 390 ms", "details": { "type": "opportunity", "headings": [ { "key": "url", "valueType": "url", "label": "URL" }, { "key": "responseTime", "valueType": "timespanMs", "label": "Time Spent" } ], "items": [ { "url": "https://bitbucket.org/SirCmpwn/scdoc/src/master/src/", "responseTime": 386.33299999999997 } ], "overallSavingsMs": 286.33299999999997 } }, "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": 0.15, "scoreDisplayMode": "numeric", "numericValue": 10608.903, "numericUnit": "millisecond", "displayValue": "10.6 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": 0.05, "scoreDisplayMode": "numeric", "numericValue": 17171.903, "numericUnit": "millisecond", "displayValue": "17.2 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. [Learn more](https://web.dev/user-timings/).", "score": null, "scoreDisplayMode": "informative", "displayValue": "4 user timings", "details": { "type": "table", "headings": [ { "key": "name", "itemType": "text", "text": "Name" }, { "key": "timingType", "itemType": "text", "text": "Type" }, { "key": "startTime", "itemType": "ms", "granularity": 0.01, "text": "Start Time" }, { "key": "duration", "itemType": "ms", "granularity": 0.01, "text": "Duration" } ], "items": [ { "name": "PERFORMANCE.APP.MOUNTED", "startTime": 472, "duration": 912.006, "timingType": "Measure" }, { "name": "PERFORMANCE.SOURCE.DIRECTORY.RENDERED", "startTime": 472, "duration": 1905.417, "timingType": "Measure" }, { "name": "ENDTIME", "startTime": 1384.024, "timingType": "Mark" }, { "name": "ENDTIME", "startTime": 2377.428, "timingType": "Mark" } ] } }, "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. 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