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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": 2873, "timestamp": 5913198018200, "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": 0.33, "scoreDisplayMode": "numeric", "numericValue": 873.5000000000036, "numericUnit": "millisecond", "displayValue": "870 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": 0.46, "scoreDisplayMode": "numeric", "numericValue": 263, "numericUnit": "millisecond", "displayValue": "260 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, "numericUnit": "unitless", "displayValue": "0", "scoringOptions": { "p10": 0.1, "median": 0.25 }, "details": { "type": "debugdata", "items": [ { "cumulativeLayoutShiftMainFrame": 0, "newEngineResult": { "cumulativeLayoutShift": 0, "cumulativeLayoutShiftMainFrame": 0 }, "newEngineResultDiffered": false } ] } }, "errors-in-console": { "id": "errors-in-console", "title": "Browser errors were 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": 0, "scoreDisplayMode": "binary", "details": { "type": "table", "headings": [ { "key": "sourceLocation", "valueType": "source-location", "label": "Source" }, { "key": "description", "valueType": "code", "label": "Description" } ], "items": [ { "source": "network", "description": "Failed to load resource: net::ERR_CONNECTION_REFUSED", "sourceLocation": { "type": "source-location", "url": "https://localhost.sensic.net:54325/?&m=ElperiodicoWeb&r=www.elperiodico.com&p=es1&instanceid=177681651629670EC49AA8144F88D74997B787FFF213C7042B48CB18&ipad=false&redirect=manual", "urlProvider": "network", "line": 0, "column": 0 } }, { "source": "console.error", "description": "Hydration completed but contains mismatches.", "sourceLocation": { "type": "source-location", "url": "https://estaticos-cds.prensaiberica.es/v2.1.404/cds-statics/_nuxt/BbYS8NSm.js", "urlProvider": "network", "line": 17, "column": 6933 } } ] } }, "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": 3, "numericUnit": "millisecond", "displayValue": "Root document took 0 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.elperiodico.com/es/", "responseTime": 3 } ], "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, "scoreDisplayMode": "numeric", "numericValue": 29666.467599999996, "numericUnit": "millisecond", "displayValue": "29.7 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": 1, "scoreDisplayMode": "informative", "displayValue": "15 user timings", "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": [ { "name": "coreAdsInitialize-duration", "startTime": 940.18, "duration": 0.117, "timingType": "Measure" }, { "name": "lteu", "startTime": 951.851, "duration": 0.106, "timingType": "Measure" }, { "name": "ltpq", "startTime": 952.02, "duration": 0.031, "timingType": "Measure" }, { "name": "window-googletag-duration", "startTime": 1459.503, "duration": 27.433, "timingType": "Measure" }, { "name": "coreAdsInitialize-start", "startTime": 940.18, "timingType": "Mark" }, { "name": "coreAdsInitialize-end", "startTime": 940.297, "timingType": "Mark" }, { "name": "loadStarteventUtils", "startTime": 951.851, "timingType": "Mark" }, { "name": "loadEndeventUtils", "startTime": 951.957, "timingType": "Mark" }, { "name": "loadStartpixelQueue", "startTime": 952.02, "timingType": "Mark" }, { "name": "loadEndpixelQueue", "startTime": 952.051, "timingType": "Mark" }, { "name": "didomi:init-started", "startTime": 980.141, "timingType": "Mark" }, { "name": "didomi:init-finished", "startTime": 1070.196, "timingType": "Mark" }, { "name": "didomi:notice-shown", "startTime": 1408.116, "timingType": "Mark" }, { "name": "window-googletag-start", "startTime": 1459.503, "timingType": "Mark" }, { "name": "window-googletag-end", "startTime": 1486.936, "timingType": "Mark" } ] }, "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": 0, "scoreDisplayMode": "metricSavings", "numericValue": 1520.3619999999999, "numericUnit": "millisecond", "displayValue": "Est savings of 1,520 ms", "metricSavings": { "LCP": 1500, "FCP": 1500 }, "details": { "type": "opportunity", "headings": [ { "key": "url", "valueType": "url", "label": "URL" }, { "key": "wastedMs", "valueType": "timespanMs", "label": "Time Spent" } ], "items": [ { "url": "https://elperiodico.com/", "wastedMs": 768.7990000000001 }, { "url": "https://www.elperiodico.com/", "wastedMs": 751.5629999999998 }, { "url": "https://www.elperiodico.com/es/", "wastedMs": 0 } ], "overallSavingsMs": 1520.3619999999999 }, "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. 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