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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": 2786, "timestamp": 1571429002592, "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": 0.31, "scoreDisplayMode": "numeric", "numericValue": 907, "numericUnit": "millisecond", "displayValue": "910 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": 0.32, "scoreDisplayMode": "numeric", "numericValue": 317, "numericUnit": "millisecond", "displayValue": "320 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": 0.009497, "numericUnit": "unitless", "displayValue": "0.009", "scoringOptions": { "p10": 0.1, "median": 0.25 }, "details": { "type": "debugdata", "items": [ { "cumulativeLayoutShiftMainFrame": 0.009497, "newEngineResult": { "cumulativeLayoutShift": 0.009497, "cumulativeLayoutShiftMainFrame": 0.009497 }, "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": 267, "numericUnit": "millisecond", "displayValue": "Root document took 270 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://wpguardian.com/", "responseTime": 267 } ], "overallSavingsMs": 167 }, "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": 0.14, "scoreDisplayMode": "numeric", "numericValue": 12567.92925, "numericUnit": "millisecond", "displayValue": "12.6 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": "5 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": "GTM-G-VRVMM479G2:15:17", "startTime": 0, "duration": 425.3, "timingType": "Measure" }, { "name": "GTM-G-VRVMM479G2:3:17:14", "startTime": 425.3, "duration": 2794.174, "timingType": "Measure" }, { "name": "GTM-G-VRVMM479G2:15", "startTime": 0, "timingType": "Mark" }, { "name": "GTM-G-VRVMM479G2:17", "startTime": 425.3, "timingType": "Mark" }, { "name": "GTM-G-VRVMM479G2:3:14", "startTime": 3219.474, "timingType": "Mark" } ] }, "guidanceLevel": 2 }, "redirects": { "id": "redirects", "title": "Avoid multiple page redirects", "description": "Redirects introduce additional delays before the page can be loaded. 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[Learn more about valid values for ARIA attributes](https://dequeuniversity.com/rules/axe/4.11/aria-valid-attr-value).", "score": 1, "scoreDisplayMode": "binary", "details": { "type": "table", "headings": [ { "key": "node", "valueType": "node", "subItemsHeading": { "key": "relatedNode", "valueType": "node" }, "label": "Failing Elements" } ], "items": [] } }, "aria-valid-attr": { "id": "aria-valid-attr", "title": "`[aria-*]` attributes are valid and not misspelled", "description": "Assistive technologies, like screen readers, can't interpret ARIA attributes with invalid names. 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[Learn how to make buttons more accessible](https://dequeuniversity.com/rules/axe/4.11/button-name).", "score": 1, "scoreDisplayMode": "binary", "details": { "type": "table", "headings": [ { "key": "node", "valueType": "node", "subItemsHeading": { "key": "relatedNode", "valueType": "node" }, "label": "Failing Elements" } ], "items": [] } }, "bypass": { "id": "bypass", "title": "The page contains a heading, skip link, or landmark region", "description": "Adding ways to bypass repetitive content lets keyboard users navigate the page more efficiently. [Learn more about bypass blocks](https://dequeuniversity.com/rules/axe/4.11/bypass).", "score": null, "scoreDisplayMode": "notApplicable" }, "color-contrast": { "id": "color-contrast", "title": "Background and foreground colors do not have a sufficient contrast ratio.", "description": "Low-contrast text is difficult or impossible for many users to read. [Learn how to provide sufficient color contrast](https://dequeuniversity.com/rules/axe/4.11/color-contrast).", "score": 0, "scoreDisplayMode": "binary", "details": { "type": "table", "headings": [ { "key": "node", "valueType": "node", "subItemsHeading": { "key": "relatedNode", "valueType": "node" }, "label": "Failing Elements" } ], "items": [ { "node": { "type": "node", "lhId": "1-0-A", "path": "1,HTML,1,BODY,1,MAIN,0,SECTION,0,DIV,2,A", "selector": "main#brx-content > section#brxe-ylxszv > div#brxe-qmrbsr > a#brxe-wpheor", "boundingRect": { "top": 306, "bottom": 354, "left": 131, "right": 281, "width": 150, "height": 48 }, "snippet": "", "nodeLabel": "TRY NOW", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.28 (foreground color: #ffffff, background color: #00a17e, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1" } }, { "node": { "type": "node", "lhId": "1-1-A", "path": "1,HTML,1,BODY,1,MAIN,3,SECTION,0,DIV,3,DIV,1,A", "selector": "section#features > div#brxe-asbydz > div#brxe-wkhsid > a#brxe-aespcp", "boundingRect": { "top": 4066, "bottom": 4114, "left": 131, "right": 281, "width": 150, "height": 48 }, "snippet": "", "nodeLabel": "TRY NOW", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.28 (foreground color: #ffffff, background color: #00a17e, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1" } }, { "node": { "type": "node", "lhId": "1-2-A", "path": "1,HTML,1,BODY,1,MAIN,8,SECTION,2,DIV,0,DIV,2,A", "selector": "section#pricing > div#brxe-hcrpsp > div#brxe-pjuzrt > a#brxe-kgikjd", "boundingRect": { "top": 7177, "bottom": 7225, "left": 41, "right": 371, "width": 330, "height": 48 }, "snippet": "", "nodeLabel": "BUY NOW", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.28 (foreground color: #ffffff, background color: #00a17e, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1" } }, { "node": { "type": "node", "lhId": "1-3-A", "path": "1,HTML,1,BODY,1,MAIN,8,SECTION,2,DIV,1,DIV,1,A", "selector": "section#pricing > div#brxe-hcrpsp > div#brxe-gbtqus > a#brxe-pnmfsv", "boundingRect": { "top": 7357, "bottom": 7409, "left": 91, "right": 328, "width": 237, "height": 52 }, "snippet": "", "nodeLabel": "CONTACT US", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 2.8 (foreground color: #00a17e, background color: #dcf2ed, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1" }, "subItems": { "type": "subitems", "items": [ { "relatedNode": { "type": "node", "lhId": "1-4-DIV", "path": "1,HTML,1,BODY,1,MAIN,8,SECTION,2,DIV,1,DIV", "selector": "main#brx-content > section#pricing > div#brxe-hcrpsp > div#brxe-gbtqus", "boundingRect": { "top": 7247, "bottom": 7438, "left": 57, "right": 355, "width": 298, "height": 191 }, "snippet": "
", "nodeLabel": "More than\n50 sites?\nCONTACT US" } } ] } } ], "debugData": { "type": "debugdata", "impact": "serious", "tags": [ "cat.color", "wcag2aa", "wcag143", "TTv5", "TT13.c", "EN-301-549", "EN-9.1.4.3", "ACT", "RGAAv4", "RGAA-3.2.1" ] } } }, "definition-list": { "id": "definition-list", "title": "`
`'s contain only properly-ordered `
` and `
` groups, `