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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": 1, "scoreDisplayMode": "informative", "details": { "type": "screenshot", "timing": 4095, "timestamp": 608370285023, "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": 0.02, "scoreDisplayMode": "numeric", "numericValue": 3312.999999999999, "numericUnit": "millisecond", "displayValue": "3,310 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": 0.03, "scoreDisplayMode": "numeric", "numericValue": 617, "numericUnit": "millisecond", "displayValue": "620 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": 0.002386, "numericUnit": "unitless", "displayValue": "0.002", "scoringOptions": { "p10": 0.1, "median": 0.25 }, "details": { "type": "debugdata", "items": [ { "cumulativeLayoutShiftMainFrame": 0.002386, "newEngineResult": { "cumulativeLayoutShift": 0.002386, "cumulativeLayoutShiftMainFrame": 0.002386 }, "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": 51, "numericUnit": "millisecond", "displayValue": "Root document took 50 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.gitbook.com/", "responseTime": 51 } ], "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": 25557.81035, "numericUnit": "millisecond", "displayValue": "25.6 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": "40 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-XDQWKTB16G:15:17", "startTime": 0, "duration": 212.6, "timingType": "Measure" }, { "name": "GTM-G-XDQWKTB16G:9:17:14", "startTime": 212.6, "duration": 1483.879, "timingType": "Measure" }, { "name": "framer-rewrite-breakpoints", "startTime": 687.715, "duration": 1.524, "timingType": "Measure" }, { "name": "framer-hydration-render", "startTime": 689.623, "duration": 42.932, "timingType": "Measure" }, { "name": "framer-hydration-time-to-first-paint", "startTime": 689.623, "duration": 648.896, "timingType": "Measure" }, { "name": "framer-hydration-insertion-effects", "startTime": 732.7, "duration": 0.302, "timingType": "Measure" }, { "name": "framer-hydration-layout-effects", "startTime": 733.187, "duration": 4.067, "timingType": "Measure" }, { "name": "framer-hydration-commit", "startTime": 737.254, "duration": 0.34, "timingType": "Measure" }, { "name": "framer-hydration-effects", "startTime": 737.594, "duration": 2.506, "timingType": "Measure" }, { "name": "framer-hydration-uho", "startTime": 740.1, "duration": 555.244, "timingType": "Measure" }, { "name": "framer-appear", "startTime": 1278.561, "duration": 4.269, "timingType": "Measure" }, { "name": "framer-hydration-raf", "startTime": 1295.344, "duration": 0.682, "timingType": "Measure" }, { "name": "framer-hydration-browser-render", "startTime": 1296.026, "duration": 42.493, "timingType": "Measure" }, { "name": "GTM-G-XDQWKTB16G:15", "startTime": 0, "timingType": "Mark" }, { "name": "GTM-G-XDQWKTB16G:17", "startTime": 212.6, "timingType": "Mark" }, { "name": "framer-rewrite-breakpoints-start", "startTime": 687.715, "timingType": "Mark" }, { "name": "framer-rewrite-breakpoints-end", "startTime": 689.239, "timingType": "Mark" }, { "name": "framer-hydration-start", "startTime": 689.623, "timingType": "Mark" }, { "name": "framer-react-event-handling-start", "startTime": 689.732, "timingType": "Mark" }, { "name": "framer-hydration-router-insertion-effect", "startTime": 703.651, "timingType": "Mark" }, { "name": "framer-hydration-router-layout-effect", "startTime": 704.668, "timingType": "Mark" }, { "name": "framer-history-set-initial-state", "startTime": 704.758, "timingType": "Mark" }, { "name": "framer-history-replace", "startTime": 704.886, "timingType": "Mark" }, { "name": "framer-hydration-router-effect", "startTime": 706.042, "timingType": "Mark" }, { "name": "framer-hydration-render-end", "startTime": 732.555, "timingType": "Mark" }, { "name": "framer-hydration-insertion-effects-start", "startTime": 732.7, "timingType": "Mark" }, { "name": "framer-hydration-insertion-effects-end", "startTime": 733.002, "timingType": "Mark" }, { "name": "framer-hydration-layout-effects-start", "startTime": 733.187, "timingType": "Mark" }, { "name": "framer-hydration-layout-effects-end", "startTime": 737.254, "timingType": "Mark" }, { "name": "framer-hydration-effects-start", "startTime": 737.594, "timingType": "Mark" }, { "name": "framer-hydration-effects-sync", "startTime": 737.739, "timingType": "Mark" }, { "name": "framer-react-event-handling-end", "startTime": 739.952, "timingType": "Mark" }, { "name": "framer-hydration-effects-end", "startTime": 740.1, "timingType": "Mark" }, { "name": "framer-appear-start", "startTime": 1278.561, "timingType": "Mark" }, { "name": "framer-appear-end", "startTime": 1282.83, "timingType": "Mark" }, { "name": "framer-hydration-browser-render-start", "startTime": 1295.344, "timingType": "Mark" }, { "name": "framer-hydration-browser-raf-end", "startTime": 1296.026, "timingType": "Mark" }, { "name": "framer-hydration-first-paint", "startTime": 1338.519, "timingType": "Mark" }, { "name": "GTM-G-XDQWKTB16G:9:14", "startTime": 1696.479, "timingType": "Mark" }, { "name": "framer-cookie-open", "startTime": 2388.49, "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": 835.825, "numericUnit": "millisecond", "displayValue": "Est savings of 840 ms", "metricSavings": { "LCP": 850, "FCP": 850 }, "details": { "type": "opportunity", "headings": [ { "key": "url", "valueType": "url", "label": "URL" }, { "key": "wastedMs", "valueType": "timespanMs", "label": "Time Spent" } ], "items": [ { "url": "https://gitbook.com/", "wastedMs": 835.825 }, { "url": "https://www.gitbook.com/", "wastedMs": 0 } ], "overallSavingsMs": 835.825 }, "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. [Learn how to provide responsive images](https://web.dev/articles/serve-responsive-images).", "score": 1, "scoreDisplayMode": "binary", "details": { "type": "table", "headings": [ { "key": "node", "valueType": "node", "label": "" }, { "key": "url", "valueType": "url", "label": "URL" }, { "key": "displayedSize", "valueType": "text", "label": "Displayed size" }, { "key": "actualSize", "valueType": "text", "label": "Actual size" }, { "key": "expectedSize", "valueType": "text", "label": "Expected size" } ], "items": [] } }, "deprecations": { "id": "deprecations", "title": "Uses deprecated APIs", "description": "Deprecated APIs will eventually be removed from the browser. [Learn more about deprecated APIs](https://developer.chrome.com/docs/lighthouse/best-practices/deprecations/).", "score": 0, "scoreDisplayMode": "binary", "displayValue": "1 warning found", "details": { "type": "table", "headings": [ { "key": "value", "valueType": "text", "label": "Deprecation / Warning" }, { "key": "source", "valueType": "source-location", "label": "Source" } ], "items": [ { "value": "AttributionReporting", "source": { "type": "source-location", "url": "https://snap.licdn.com/li.lms-analytics/insight.min.js", "urlProvider": "network", "line": 0, "column": 17775 } } ] } }, "third-party-cookies": { "id": "third-party-cookies", "title": "Avoids third-party cookies", "description": "Third-party cookies may be blocked in some contexts. [Learn more about preparing for third-party cookie restrictions](https://privacysandbox.google.com/cookies/prepare/overview).", "score": 1, "scoreDisplayMode": "binary", "details": { "type": "table", "headings": [ { "key": "name", "valueType": "text", "label": "Name" }, { "key": "url", "valueType": "url", "label": "URL" } ], "items": [] } }, "mainthread-work-breakdown": { "id": "mainthread-work-breakdown", "title": "Minimize 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 how to minimize main-thread work](https://developer.chrome.com/docs/lighthouse/performance/mainthread-work-breakdown/)", "score": 0, "scoreDisplayMode": "metricSavings", "numericValue": 16473.599999999875, "numericUnit": "millisecond", "displayValue": "16.5 s", "metricSavings": { "TBT": 3300 }, "details": { "type": "table", "headings": [ { "key": "groupLabel", "valueType": "text", "label": "Category" }, { "key": "duration", "valueType": "ms", "granularity": 1, "label": "Time Spent" } ], "items": [ { "group": "scriptEvaluation", "groupLabel": "Script Evaluation", "duration": 8748.27599999993 }, { "group": "other", "groupLabel": "Other", "duration": 3286.2359999999403 }, { "group": "styleLayout", "groupLabel": "Style & Layout", "duration": 2349.8959999999975 }, { "group": "parseHTML", "groupLabel": "Parse HTML & CSS", "duration": 758.0040000000007 }, { "group": "scriptParseCompile", "groupLabel": "Script Parsing & Compilation", "duration": 629.7520000000002 }, { "group": "garbageCollection", "groupLabel": "Garbage Collection", "duration": 443.3879999999992 }, { "group": "paintCompositeRender", "groupLabel": "Rendering", "duration": 258.04800000000597 } ], "sortedBy": [ "duration" ] }, "guidanceLevel": 1 }, "bootup-time": { "id": "bootup-time", "title": "Reduce JavaScript execution time", "description": "Consider reducing the time spent parsing, compiling, and executing JS. You may find delivering smaller JS payloads helps with this. [Learn how to reduce Javascript execution time](https://developer.chrome.com/docs/lighthouse/performance/bootup-time/).", "score": 0, "scoreDisplayMode": "metricSavings", "numericValue": 8988.055999999964, "numericUnit": "millisecond", "displayValue": "9.0 s", "metricSavings": { "TBT": 2700 }, "details": { "type": "table", "headings": [ { "key": "url", "valueType": "url", "label": "URL" }, { "key": "total", "granularity": 1, "valueType": "ms", "label": "Total CPU Time" }, { "key": "scripting", "granularity": 1, "valueType": "ms", "label": "Script Evaluation" }, { "key": "scriptParseCompile", "granularity": 1, "valueType": "ms", "label": "Script Parse" } ], "items": [ { "url": "https://framerusercontent.com/sites/nNji44mQfYtH9VMKskPg2/react.2z12IfOi.mjs", "total": 4957.623999999955, "scripting": 4000.623999999957, "scriptParseCompile": 1.22 }, { "url": "Unattributable", "total": 2473.599999999966, "scripting": 436.44, "scriptParseCompile": 0 }, { "url": "https://www.gitbook.com/", 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"scriptParseCompile": 24.568 }, { "url": "https://www.googletagmanager.com/gtag/js?id=G-XDQWKTB16G", "total": 402.9120000000005, "scripting": 346.42800000000045, "scriptParseCompile": 53.884 }, { "url": "https://gitbook.com/docs/~gitbook/embed/assistant", "total": 342.78799999999995, "scripting": 25.171999999999993, "scriptParseCompile": 37.831999999999994 }, { "url": "https://framerusercontent.com/sites/nNji44mQfYtH9VMKskPg2/framer.CQXgXmtS.mjs", "total": 191.7640000000001, "scripting": 117.34800000000008, "scriptParseCompile": 4.516 }, { "url": "https://static-2v.gitbook.com/_next/static/chunks/87c73c54-e11922cda838f8cc.js?dpl=p-d3d51507e53e4a344d2dc2fa04cd7b", "total": 130.388, "scripting": 89.284, "scriptParseCompile": 36.919999999999995 }, { "url": "https://js.intercomcdn.com/vendor-modern.80eace52.js", "total": 93.62, "scripting": 14.811999999999998, "scriptParseCompile": 61.46 }, { "url": "https://snap.licdn.com/li.lms-analytics/insight.min.js", "total": 90.53999999999998, 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", "nodeLabel": "New", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.21 (foreground color: #ffffff, background color: #fe551b, font size: 9.0pt (12px), font weight: bold). Expected contrast ratio of 4.5:1" }, "subItems": { "type": "subitems", "items": [ { "relatedNode": { "type": "node", "lhId": "1-1-DIV", "path": "3,HTML,1,BODY,3,DIV,2,DIV,3,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,0,DIV,1,A,0,DIV", "selector": "div.framer-vy3jzb-container > div.framer-m7wjW > a.framer-1ykzfug > div.framer-1esd1ut", "boundingRect": { "top": 172, "bottom": 194, "left": 186, "right": 224, "width": 38, "height": 22 }, "snippet": "

", "nodeLabel": "New" } } ] } }, { "node": { "type": "node", "lhId": "1-2-P", "path": "3,HTML,1,BODY,3,DIV,2,DIV,3,DIV,0,DIV,1,DIV,1,DIV,1,DIV,0,DIV,1,A,1,DIV,0,DIV,0,DIV,0,P", "selector": "div.framer-z2q369 > div.framer-16phfas > div.framer-18q1fbg > p.framer-text", "boundingRect": { "top": 1470, "bottom": 1489, "left": 44, "right": 368, "width": 324, "height": 18 }, "snippet": "

", "nodeLabel": "GITBOOK AGENT", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.07 (foreground color: #fe551b, background color: #fafaf9, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1" }, "subItems": { "type": "subitems", "items": [ { "relatedNode": { "type": "node", "lhId": "1-3-A", "path": "3,HTML,1,BODY,3,DIV,2,DIV,3,DIV,0,DIV,1,DIV,1,DIV,1,DIV,0,DIV,1,A", "selector": "div.framer-1amhfl4 > div.ssr-variant > div.framer-1v6dy2o-container > a.framer-TA3qw", "boundingRect": { "top": 1237, "bottom": 1729, "left": 20, "right": 392, "width": 372, "height": 492 }, "snippet": "", "nodeLabel": "GITBOOK AGENT\n\nYour product and docs, in sync (finally)\n\nGitBook Agent monitors…" } } ] } }, { "node": { "type": "node", "lhId": "1-4-P", "path": "3,HTML,1,BODY,3,DIV,2,DIV,3,DIV,0,DIV,1,DIV,1,DIV,1,DIV,0,DIV,1,A,2,DIV,0,DIV,0,P", "selector": "a.framer-TA3qw > div.framer-1lig7ba > div.framer-bd5p7u > p.framer-text", "boundingRect": { "top": 1251, "bottom": 1270, "left": 342, "right": 368, "width": 26, "height": 19 }, "snippet": "

", "nodeLabel": "Beta", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.21 (foreground color: #ffffff, background color: #fe551b, font size: 9.0pt (12px), font weight: bold). Expected contrast ratio of 4.5:1" }, "subItems": { "type": "subitems", "items": [ { "relatedNode": { "type": "node", "lhId": "1-5-DIV", "path": "3,HTML,1,BODY,3,DIV,2,DIV,3,DIV,0,DIV,1,DIV,1,DIV,1,DIV,0,DIV,1,A,2,DIV", "selector": "div.ssr-variant > div.framer-1v6dy2o-container > a.framer-TA3qw > div.framer-1lig7ba", "boundingRect": { "top": 1247, "bottom": 1274, "left": 327, "right": 382, "width": 55, "height": 27 }, "snippet": "

", "nodeLabel": "Beta" } } ] } }, { "node": { "type": "node", "lhId": "1-6-P", "path": "3,HTML,1,BODY,3,DIV,2,DIV,3,DIV,0,DIV,1,DIV,1,DIV,3,DIV,0,DIV,1,A,1,DIV,0,DIV,0,DIV,0,P", "selector": "div.framer-z2q369 > div.framer-16phfas > div.framer-18q1fbg > p.framer-text", "boundingRect": { "top": 1986, "bottom": 2004, "left": 44, "right": 368, "width": 324, "height": 18 }, "snippet": "

", "nodeLabel": "LLMS.TXT & MCP", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.07 (foreground color: #fe551b, background color: #fafaf9, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1" }, "subItems": { "type": "subitems", "items": [ { "relatedNode": { "type": "node", "lhId": "1-7-A", "path": "3,HTML,1,BODY,3,DIV,2,DIV,3,DIV,0,DIV,1,DIV,1,DIV,3,DIV,0,DIV,1,A", "selector": "div.framer-1amhfl4 > div.ssr-variant > div.framer-1cmhxf4-container > a.framer-TA3qw", "boundingRect": { "top": 1753, "bottom": 2170, "left": 20, "right": 392, "width": 372, "height": 418 }, "snippet": "", "nodeLabel": "LLMS.TXT & MCP\n\nBuilt for humans, optimized for AI\n\nMake sure your product gets…" } } ] } }, { "node": { "type": "node", "lhId": "1-8-P", "path": "3,HTML,1,BODY,3,DIV,2,DIV,3,DIV,0,DIV,4,DIV,0,DIV,0,DIV,1,DIV,0,DIV,0,DIV,0,DIV,0,P", "selector": "div.framer-usj5hv > div.framer-wkbwqq > div.framer-19wl25j > p.framer-text", "boundingRect": { "top": 3253, "bottom": 3271, "left": 52, "right": 360, "width": 308, "height": 18 }, "snippet": "

", "nodeLabel": "EMBEDDED ASSISTANT", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.07 (foreground color: #fe551b, background color: #fafaf9, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1" }, "subItems": { "type": "subitems", "items": [ { "relatedNode": { "type": "node", "lhId": "1-9-DIV", "path": "3,HTML,1,BODY,3,DIV,2,DIV,3,DIV,0,DIV,4,DIV,0,DIV,0,DIV", "selector": "div.framer-1xhlzd8 > div.ssr-variant > div.framer-1t3gde9-container > div.framer-gfHPZ", "boundingRect": { "top": 2901, "bottom": 3569, "left": 20, "right": 392, "width": 372, "height": 668 }, "snippet": "

", "nodeLabel": "EMBEDDED ASSISTANT\n\nA connected, personalized AI Assistant\n\nDeliver personalize…" } } ] } }, { "node": { "type": "node", "lhId": "1-10-P", "path": "3,HTML,1,BODY,3,DIV,2,DIV,3,DIV,0,DIV,6,DIV,1,DIV,1,DIV,0,DIV,1,A,1,DIV,0,DIV,0,DIV,0,P", "selector": "div.framer-z2q369 > div.framer-16phfas > div.framer-18q1fbg > p.framer-text", "boundingRect": { "top": 4188, "bottom": 4206, "left": 44, "right": 368, "width": 324, "height": 18 }, "snippet": "

", "nodeLabel": "GIT SYNC", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.07 (foreground color: #fe551b, background color: #fafaf9, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1" }, "subItems": { "type": "subitems", "items": [ { "relatedNode": { "type": "node", "lhId": "1-11-A", "path": "3,HTML,1,BODY,3,DIV,2,DIV,3,DIV,0,DIV,6,DIV,1,DIV,1,DIV,0,DIV,1,A", "selector": "div.framer-679rae > div.ssr-variant > div.framer-vkl0n9-container > a.framer-TA3qw", "boundingRect": { "top": 3844, "bottom": 4420, "left": 20, "right": 392, "width": 372, "height": 576 }, "snippet": "", "nodeLabel": "GIT SYNC\n\nA workflow your entire team will love\n\nEdit in the visual editor, you…" } } ] } }, { "node": { "type": "node", "lhId": "1-12-P", "path": "3,HTML,1,BODY,3,DIV,2,DIV,3,DIV,0,DIV,6,DIV,1,DIV,4,DIV,0,DIV,1,A,1,DIV,0,DIV,0,DIV,0,P", "selector": "div.framer-z2q369 > div.framer-16phfas > div.framer-18q1fbg > p.framer-text", "boundingRect": { "top": 4788, "bottom": 4806, "left": 44, "right": 368, "width": 324, "height": 18 }, "snippet": "

", "nodeLabel": "VISUAL EDITOR", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.07 (foreground color: #fe551b, background color: #fafaf9, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1" }, "subItems": { "type": "subitems", "items": [ { "relatedNode": { "type": "node", "lhId": "1-13-A", "path": "3,HTML,1,BODY,3,DIV,2,DIV,3,DIV,0,DIV,6,DIV,1,DIV,4,DIV,0,DIV,1,A", "selector": "div.framer-679rae > div.ssr-variant > div.framer-1gtu701-container > a.framer-TA3qw", "boundingRect": { "top": 4444, "bottom": 5020, "left": 20, "right": 392, "width": 372, "height": 576 }, "snippet": "", "nodeLabel": "VISUAL EDITOR\n\nA best-in-class editing experience\n\nMeet the visual editor that …" } } ] } }, { "node": { "type": "node", "lhId": "1-14-P", "path": "3,HTML,1,BODY,3,DIV,2,DIV,3,DIV,0,DIV,6,DIV,1,DIV,7,DIV,0,DIV,1,A,1,DIV,0,DIV,0,DIV,0,P", "selector": "div.framer-z2q369 > div.framer-16phfas > div.framer-18q1fbg > p.framer-text", "boundingRect": { "top": 5388, "bottom": 5406, "left": 44, "right": 368, "width": 324, "height": 18 }, "snippet": "

", "nodeLabel": "GITBOOK AGENT", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.07 (foreground color: #fe551b, background color: #fafaf9, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1" }, "subItems": { "type": "subitems", "items": [ { "relatedNode": { "type": "node", "lhId": "1-15-A", "path": "3,HTML,1,BODY,3,DIV,2,DIV,3,DIV,0,DIV,6,DIV,1,DIV,7,DIV,0,DIV,1,A", "selector": "div.framer-679rae > div.ssr-variant > div.framer-1h7rdhs-container > a.framer-TA3qw", "boundingRect": { "top": 5044, "bottom": 5620, "left": 20, "right": 392, "width": 372, "height": 576 }, "snippet": "", "nodeLabel": "GITBOOK AGENT\n\nTeam up with a proactive partner\n\nGitBook Agent learns from supp…" } } ] } }, { "node": { "type": "node", "lhId": "1-16-P", "path": "3,HTML,1,BODY,3,DIV,2,DIV,3,DIV,0,DIV,6,DIV,1,DIV,7,DIV,0,DIV,1,A,2,DIV,0,DIV,0,P", "selector": "a.framer-TA3qw > div.framer-1lig7ba > div.framer-bd5p7u > p.framer-text", "boundingRect": { "top": 5058, "bottom": 5077, "left": 299, "right": 368, "width": 69, "height": 19 }, "snippet": "

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