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r.json
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{
"lighthouseVersion": "9.1.0",
"requestedUrl": "https://www.qwant.com/",
"finalUrl": "https://www.qwant.com/",
"fetchTime": "2021-12-09T09:35:06.649Z",
"gatherMode": "navigation",
"runWarnings": [],
"userAgent": "Mozilla/5.0 (Macintosh; Intel Mac OS X 10_15_7) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/96.0.4664.93 Safari/537.36",
"environment": {
"networkUserAgent": "Mozilla/5.0 (Macintosh; Intel Mac OS X 10_15_7) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/96.0.4664.55 Safari/537.36",
"hostUserAgent": "Mozilla/5.0 (Macintosh; Intel Mac OS X 10_15_7) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/96.0.4664.93 Safari/537.36",
"benchmarkIndex": 2422,
"credits": {}
},
"audits": {
"viewport": {
"id": "viewport",
"title": "Has a `<meta name=\"viewport\">` tag with `width` or `initial-scale`",
"description": "A `<meta name=\"viewport\">` not only optimizes your app for mobile screen sizes, but also prevents [a 300 millisecond delay to user input](https://developers.google.com/web/updates/2013/12/300ms-tap-delay-gone-away). [Learn more](https://web.dev/viewport/).",
"score": 1,
"scoreDisplayMode": "binary",
"warnings": []
},
"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](https://web.dev/first-contentful-paint/).",
"score": 0.05,
"scoreDisplayMode": "numeric",
"numericValue": 3165.125,
"numericUnit": "millisecond",
"displayValue": "3.2 s"
},
"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](https://web.dev/lighthouse-largest-contentful-paint/)",
"score": 0.01,
"scoreDisplayMode": "numeric",
"numericValue": 7959.25,
"numericUnit": "millisecond",
"displayValue": "8.0 s"
},
"first-meaningful-paint": {
"id": "first-meaningful-paint",
"title": "First Meaningful Paint",
"description": "First Meaningful Paint measures when the primary content of a page is visible. [Learn more](https://web.dev/first-meaningful-paint/).",
"score": 0,
"scoreDisplayMode": "numeric",
"numericValue": 6760.625,
"numericUnit": "millisecond",
"displayValue": "6.8 s"
},
"speed-index": {
"id": "speed-index",
"title": "Speed Index",
"description": "Speed Index shows how quickly the contents of a page are visibly populated. [Learn more](https://web.dev/speed-index/).",
"score": 0.01,
"scoreDisplayMode": "numeric",
"numericValue": 6867,
"numericUnit": "millisecond",
"displayValue": "6.9 s"
},
"screenshot-thumbnails": {
"id": "screenshot-thumbnails",
"title": "Screenshot Thumbnails",
"description": "This is what the load of your site looked like.",
"score": null,
"scoreDisplayMode": "informative",
"details": {
"type": "filmstrip",
"scale": 9203,
"items": [
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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": 9203,
"timestamp": 6574892958,
"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](https://web.dev/lighthouse-total-blocking-time/).",
"score": 0.92,
"scoreDisplayMode": "numeric",
"numericValue": 137.125,
"numericUnit": "millisecond",
"displayValue": "140 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": 0.71,
"scoreDisplayMode": "numeric",
"numericValue": 187.125,
"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](https://web.dev/cls/).",
"score": 1,
"scoreDisplayMode": "numeric",
"numericValue": 0.0015958255786760619,
"numericUnit": "unitless",
"displayValue": "0.002",
"details": {
"type": "debugdata",
"items": [
{
"cumulativeLayoutShiftMainFrame": 0.0015958255786760619,
"totalCumulativeLayoutShift": 0.0015958255786760619
}
]
}
},
"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": 578.375,
"numericUnit": "millisecond",
"displayValue": "Root document took 580 ms",
"details": {
"type": "opportunity",
"headings": [
{
"key": "url",
"valueType": "url",
"label": "URL"
},
{
"key": "responseTime",
"valueType": "timespanMs",
"label": "Time Spent"
}
],
"items": [
{
"url": "https://www.qwant.com/",
"responseTime": 578.375
}
],
"overallSavingsMs": 478.375
}
},
"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": 0.28,
"scoreDisplayMode": "numeric",
"numericValue": 5925.75,
"numericUnit": "millisecond",
"displayValue": "5.9 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": "notApplicable",
"displayValue": "",
"details": {
"type": "criticalrequestchain",
"chains": {
"3F7CEB415112DDDF528DC256D274B5C7": {
"request": {
"url": "https://www.qwant.com/",
"startTime": 6565.6985,
"endTime": 6566.873875,
"responseReceivedTime": 6566.340375000001,
"transferSize": 102158
}
}
},
"longestChain": {
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