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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": 2781, "timestamp": 1238649615614, "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": 0.16, "scoreDisplayMode": "numeric", "numericValue": 1383, "numericUnit": "millisecond", "displayValue": "1,380 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": 0.42, "scoreDisplayMode": "numeric", "numericValue": 274, "numericUnit": "millisecond", "displayValue": "270 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": 0.000193, "numericUnit": "unitless", "displayValue": "0", "scoringOptions": { "p10": 0.1, "median": 0.25 }, "details": { "type": "debugdata", "items": [ { "cumulativeLayoutShiftMainFrame": 0.000193, "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: the server responded with a status of 401 ()", "sourceLocation": { "type": "source-location", "url": "https://www.instructables.com/json-api/whoAmI", "urlProvider": "network", "line": 0, "column": 0 } } ] } }, "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": 17, "numericUnit": "millisecond", "displayValue": "Root document took 20 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.instructables.com/", "responseTime": 17 } ], "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": 73027.15405000049, "numericUnit": "millisecond", "displayValue": "73.0 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": "7 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-NZSJ72N6RX:15:17", "startTime": 0, "duration": 1608, "timingType": "Measure" }, { "name": "GTM-G-NZSJ72N6RX:8:17:14", "startTime": 1608, "duration": 378.828, "timingType": "Measure" }, { "name": "GTM-G-NZSJ72N6RX:9:17:14", "startTime": 1608, "duration": 385.176, "timingType": "Measure" }, { "name": "GTM-G-NZSJ72N6RX:15", "startTime": 0, "timingType": "Mark" }, { "name": "GTM-G-NZSJ72N6RX:17", "startTime": 1608, "timingType": "Mark" }, { "name": "GTM-G-NZSJ72N6RX:8:14", "startTime": 1986.828, "timingType": "Mark" }, { "name": "GTM-G-NZSJ72N6RX:9:14", "startTime": 1993.176, "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": 753.81, "numericUnit": "millisecond", "displayValue": "Est savings of 750 ms", "metricSavings": { "LCP": 750, "FCP": 750 }, "details": { "type": "opportunity", "headings": [ { "key": "url", "valueType": "url", "label": "URL" }, { "key": "wastedMs", "valueType": "timespanMs", "label": "Time Spent" } ], "items": [ { "url": "https://instructables.com/", "wastedMs": 753.81 }, { "url": "https://www.instructables.com/", "wastedMs": 0 } ], "overallSavingsMs": 753.81 }, "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": "Synchronous XMLHttpRequest on the main thread is deprecated because of its detrimental effects to the end user's experience. For more help, check https://xhr.spec.whatwg.org/.", "source": { "type": "source-location", "url": "https://js-cdn.dynatrace.com/jstag/1672bab6729/bf86358stq/17188ffd570aec1_complete.js", "urlProvider": "network", "line": 251, "column": 106 } } ] } }, "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": 6754.363999999997, "numericUnit": "millisecond", "displayValue": "6.8 s", "metricSavings": { "TBT": 1400 }, "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": 3276.8280000000095 }, { "group": "other", "groupLabel": "Other", "duration": 2598.155999999987 }, { "group": "scriptParseCompile", "groupLabel": "Script Parsing & Compilation", "duration": 403.02400000000006 }, { "group": "styleLayout", "groupLabel": "Style & Layout", "duration": 293.20399999999984 }, { "group": "paintCompositeRender", "groupLabel": "Rendering", "duration": 83.37200000000001 }, { "group": "parseHTML", "groupLabel": "Parse HTML & CSS", "duration": 66.91599999999997 }, { "group": "garbageCollection", "groupLabel": "Garbage Collection", "duration": 32.864 } ], "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": 3470.4239999999913, "numericUnit": "millisecond", "displayValue": "3.5 s", "metricSavings": { "TBT": 1300 }, "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": "Unattributable", "total": 2252.91199999999, "scripting": 69.20400000000006, "scriptParseCompile": 0 }, { "url": "https://tags.tiqcdn.com/utag/autodesk/micro-basic/prod/utag.js", "total": 1228.3759999999954, "scripting": 959.7119999999956, "scriptParseCompile": 146.81199999999998 }, { "url": 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361.7280000000004, "scripting": 298.23600000000044, "scriptParseCompile": 59.316 }, { "url": "https://www.google-analytics.com/analytics.js", "total": 56.45600000000002, "scripting": 48.116000000000014, "scriptParseCompile": 7.164 } ], "summary": { "wastedMs": 3470.4239999999913 }, "sortedBy": [ "total" ] }, "guidanceLevel": 1 }, "diagnostics": { "id": "diagnostics", "title": "Diagnostics", "description": "Collection of useful page vitals.", "score": 1, "scoreDisplayMode": "informative", "details": { "type": "debugdata", "items": [ { "numRequests": 146, "numScripts": 63, "numStylesheets": 25, "numFonts": 5, "numTasks": 3130, "numTasksOver10ms": 27, "numTasksOver25ms": 12, "numTasksOver50ms": 5, "numTasksOver100ms": 1, "numTasksOver500ms": 0, "rtt": 0, "throughput": 82843463.99682797, "maxRtt": 124.754, "maxServerLatency": 90.38499999999999, "totalByteWeight": 13767414, "totalTaskTime": 1688.5909999999935, "mainDocumentTransferSize": 8771 } ] } }, "network-requests": { "id": 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", "nodeLabel": "Gioia Bangle\nby Sergio Ghirardelli", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 4.47 (foreground color: #777777, background color: #ffffff, 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-DIV", "path": "1,HTML,1,BODY,2,MAIN,0,DIV,1,DIV,1,DIV,1,DIV,1,DIV,4,DIV", "selector": "div._categories_1sqp0_90 > div._category_1sqp0_95 > div._homepageCards_117re_1 > div._ibleCard_wrqdk_11", "boundingRect": { "top": 3290, "bottom": 3615, "left": 14, "right": 398, "width": 384, "height": 325 }, "snippet": "
", "nodeLabel": "Gioia Bangle\nby Sergio Ghirardelli" } } ] } }, { "node": { "type": "node", "lhId": "1-8-DIV", "path": "1,HTML,1,BODY,2,MAIN,0,DIV,1,DIV,1,DIV,2,DIV,1,DIV,0,DIV,0,DIV,1,DIV", "selector": "div._homepageCards_117re_1 > div._ibleCard_wrqdk_11 > div > div._description_wrqdk_54", "boundingRect": { "top": 3939, "bottom": 4007, "left": 15, "right": 397, "width": 382, "height": 68 }, "snippet": "
", "nodeLabel": "Wood Shelf With Metal Brackets\nby leeinator4000", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 4.47 (foreground color: #777777, background color: #ffffff, 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": "1,HTML,1,BODY,2,MAIN,0,DIV,1,DIV,1,DIV,2,DIV,1,DIV,0,DIV", "selector": "div._categories_1sqp0_90 > div._category_1sqp0_95 > div._homepageCards_117re_1 > div._ibleCard_wrqdk_11", "boundingRect": { "top": 3683, "bottom": 4008, "left": 14, "right": 398, "width": 384, "height": 325 }, "snippet": "
", "nodeLabel": "Wood Shelf With Metal Brackets\nby leeinator4000" } } ] } }, { "node": { "type": "node", "lhId": "1-10-DIV", "path": "1,HTML,1,BODY,2,MAIN,0,DIV,1,DIV,1,DIV,2,DIV,1,DIV,1,DIV,0,DIV,1,DIV", "selector": "div._homepageCards_117re_1 > div._ibleCard_wrqdk_11 > div > div._description_wrqdk_54", "boundingRect": { "top": 4292, "bottom": 4360, "left": 15, "right": 397, "width": 382, "height": 68 }, "snippet": "
", "nodeLabel": "Airplane\nby gzumwalt", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 4.47 (foreground color: #777777, background color: #ffffff, 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-DIV", "path": "1,HTML,1,BODY,2,MAIN,0,DIV,1,DIV,1,DIV,2,DIV,1,DIV,1,DIV", "selector": "div._categories_1sqp0_90 > div._category_1sqp0_95 > div._homepageCards_117re_1 > div._ibleCard_wrqdk_11", "boundingRect": { "top": 4036, "bottom": 4361, "left": 14, "right": 398, "width": 384, "height": 325 }, "snippet": "
", "nodeLabel": "Airplane\nby gzumwalt" } } ] } }, { "node": { "type": "node", "lhId": "1-12-DIV", "path": "1,HTML,1,BODY,2,MAIN,0,DIV,1,DIV,1,DIV,2,DIV,1,DIV,2,DIV,0,DIV,1,DIV", "selector": "div._homepageCards_117re_1 > div._ibleCard_wrqdk_11 > div > div._description_wrqdk_54", "boundingRect": { "top": 4644, "bottom": 4732, "left": 15, "right": 397, "width": 382, "height": 88 }, "snippet": "
", "nodeLabel": "Designing a FAST 3D Printed Spinning Top - 4742+ RPM\nby jinna124", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 4.47 (foreground color: #777777, background color: #ffffff, 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-DIV", "path": "1,HTML,1,BODY,2,MAIN,0,DIV,1,DIV,1,DIV,2,DIV,1,DIV,2,DIV", "selector": "div._categories_1sqp0_90 > div._category_1sqp0_95 > div._homepageCards_117re_1 > div._ibleCard_wrqdk_11", "boundingRect": { "top": 4389, "bottom": 4733, "left": 14, "right": 398, "width": 384, "height": 345 }, "snippet": "
", "nodeLabel": "Designing a FAST 3D Printed Spinning Top - 4742+ RPM\nby jinna124" } } ] } }, { "node": { "type": "node", "lhId": "1-14-DIV", "path": "1,HTML,1,BODY,2,MAIN,0,DIV,1,DIV,1,DIV,2,DIV,1,DIV,4,DIV,0,DIV,1,DIV", "selector": "div._homepageCards_117re_1 > div._ibleCard_wrqdk_11 > div > div._description_wrqdk_54", "boundingRect": { "top": 5017, "bottom": 5105, "left": 15, "right": 397, "width": 382, "height": 88 }, "snippet": "
", "nodeLabel": "Handcrafting a Snowboard: an Intro to Board Building\nby SecondRealmWoodworks", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 4.47 (foreground color: #777777, background color: #ffffff, 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-DIV", "path": "1,HTML,1,BODY,2,MAIN,0,DIV,1,DIV,1,DIV,2,DIV,1,DIV,4,DIV", "selector": "div._categories_1sqp0_90 > div._category_1sqp0_95 > div._homepageCards_117re_1 > div._ibleCard_wrqdk_11", "boundingRect": { "top": 4761, "bottom": 5106, "left": 14, "right": 398, "width": 384, "height": 345 }, "snippet": "
", "nodeLabel": "Handcrafting a Snowboard: an Intro to Board Building\nby SecondRealmWoodworks" } } ] } }, { "node": { "type": "node", "lhId": "1-16-DIV", "path": "1,HTML,1,BODY,2,MAIN,0,DIV,1,DIV,1,DIV,3,DIV,1,DIV,0,DIV,0,DIV,1,DIV", "selector": "div._homepageCards_117re_1 > div._ibleCard_wrqdk_11 > div > div._description_wrqdk_54", "boundingRect": { "top": 5430, "bottom": 5518, "left": 15, "right": 397, "width": 382, "height": 88 }, "snippet": "
", "nodeLabel": "From Logo to Life: Crafting Custom Resin Butterfly Charms\nby Lina Maria", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 4.47 (foreground color: #777777, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1" }, "subItems": { "type": "subitems", "items": [ { "relatedNode": { "type": "node", "lhId": "1-17-DIV", "path": "1,HTML,1,BODY,2,MAIN,0,DIV,1,DIV,1,DIV,3,DIV,1,DIV,0,DIV", "selector": "div._categories_1sqp0_90 > div._category_1sqp0_95 > div._homepageCards_117re_1 > div._ibleCard_wrqdk_11", "boundingRect": { "top": 5174, "bottom": 5519, "left": 14, "right": 398, "width": 384, "height": 345 }, "snippet": "
", "nodeLabel": "From Logo to Life: Crafting Custom Resin Butterfly Charms\nby Lina Maria" } } ] } }, { "node": { "type": "node", "lhId": "1-18-DIV", "path": "1,HTML,1,BODY,2,MAIN,0,DIV,1,DIV,1,DIV,3,DIV,1,DIV,1,DIV,0,DIV,1,DIV", "selector": "div._homepageCards_117re_1 > div._ibleCard_wrqdk_11 > div > div._description_wrqdk_54", "boundingRect": { "top": 5803, "bottom": 5871, "left": 15, "right": 397, "width": 382, "height": 68 }, "snippet": "
", "nodeLabel": "Snake Skeleton - 3d Printing Pen\nby Sanne", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 4.47 (foreground color: #777777, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1" }, "subItems": { "type": "subitems", "items": [ { "relatedNode": { "type": "node", "lhId": "1-19-DIV", "path": "1,HTML,1,BODY,2,MAIN,0,DIV,1,DIV,1,DIV,3,DIV,1,DIV,1,DIV", "selector": "div._categories_1sqp0_90 > div._category_1sqp0_95 > div._homepageCards_117re_1 > div._ibleCard_wrqdk_11", "boundingRect": { "top": 5547, "bottom": 5872, "left": 14, "right": 398, "width": 384, "height": 325 }, "snippet": "
", "nodeLabel": "Snake Skeleton - 3d Printing Pen\nby Sanne" } } ] } }, { "node": { "type": "node", "lhId": "1-20-DIV", "path": "1,HTML,1,BODY,2,MAIN,0,DIV,1,DIV,1,DIV,3,DIV,1,DIV,2,DIV,0,DIV,1,DIV", "selector": "div._homepageCards_117re_1 > div._ibleCard_wrqdk_11 > div > div._description_wrqdk_54", "boundingRect": { "top": 6155, "bottom": 6223, "left": 15, "right": 397, "width": 382, "height": 68 }, "snippet": "
", "nodeLabel": "Wombat: Modular Truck Concept\nby DaylennHuaa", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 4.47 (foreground color: #777777, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1" }, "subItems": { "type": "subitems", "items": [ { "relatedNode": { "type": "node", "lhId": "1-21-DIV", "path": "1,HTML,1,BODY,2,MAIN,0,DIV,1,DIV,1,DIV,3,DIV,1,DIV,2,DIV", "selector": "div._categories_1sqp0_90 > div._category_1sqp0_95 > div._homepageCards_117re_1 > div._ibleCard_wrqdk_11", "boundingRect": { "top": 5900, "bottom": 6224, "left": 14, "right": 398, "width": 384, "height": 325 }, "snippet": "
", "nodeLabel": "Wombat: Modular Truck Concept\nby DaylennHuaa" } } ] } }, { "node": { "type": "node", "lhId": "1-22-DIV", "path": "1,HTML,1,BODY,2,MAIN,0,DIV,1,DIV,1,DIV,3,DIV,1,DIV,4,DIV,0,DIV,1,DIV", "selector": "div._homepageCards_117re_1 > div._ibleCard_wrqdk_11 > div > div._description_wrqdk_54", "boundingRect": { "top": 6508, "bottom": 6576, "left": 15, "right": 397, "width": 382, "height": 68 }, "snippet": "
", "nodeLabel": "How to Build a Walking Building\nby jimmywzh", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 4.47 (foreground color: #777777, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1" }, "subItems": { "type": "subitems", "items": [ { "relatedNode": { "type": "node", "lhId": "1-23-DIV", "path": "1,HTML,1,BODY,2,MAIN,0,DIV,1,DIV,1,DIV,3,DIV,1,DIV,4,DIV", "selector": "div._categories_1sqp0_90 > div._category_1sqp0_95 > div._homepageCards_117re_1 > div._ibleCard_wrqdk_11", "boundingRect": { "top": 6252, "bottom": 6577, "left": 14, "right": 398, "width": 384, "height": 325 }, "snippet": "
", "nodeLabel": "How to Build a Walking Building\nby jimmywzh" } } ] } }, { "node": { "type": "node", "lhId": "1-24-DIV", "path": "1,HTML,1,BODY,2,MAIN,0,DIV,1,DIV,1,DIV,4,DIV,1,DIV,0,DIV,0,DIV,1,DIV", "selector": "div._homepageCards_117re_1 > div._ibleCard_wrqdk_11 > div > div._description_wrqdk_54", "boundingRect": { "top": 6901, "bottom": 6969, "left": 15, "right": 397, "width": 382, "height": 68 }, "snippet": "
", "nodeLabel": "Cardboard Frog and Fly Catch Cup\nby magikmokm", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 4.47 (foreground color: #777777, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1" }, "subItems": { "type": "subitems", "items": [ { "relatedNode": { "type": "node", "lhId": "1-25-DIV", "path": "1,HTML,1,BODY,2,MAIN,0,DIV,1,DIV,1,DIV,4,DIV,1,DIV,0,DIV", "selector": "div._categories_1sqp0_90 > div._category_1sqp0_95 > div._homepageCards_117re_1 > div._ibleCard_wrqdk_11", "boundingRect": { "top": 6645, "bottom": 6970, "left": 14, "right": 398, "width": 384, "height": 325 }, "snippet": "
", "nodeLabel": "Cardboard Frog and Fly Catch Cup\nby magikmokm" } } ] } }, { "node": { "type": "node", "lhId": "1-26-DIV", "path": "1,HTML,1,BODY,2,MAIN,0,DIV,1,DIV,1,DIV,4,DIV,1,DIV,1,DIV,0,DIV,1,DIV", "selector": "div._homepageCards_117re_1 > div._ibleCard_wrqdk_11 > div > div._description_wrqdk_54", "boundingRect": { "top": 7254, "bottom": 7342, "left": 15, "right": 397, "width": 382, "height": 88 }, "snippet": "
", "nodeLabel": "Fingerprint Pendant: Turning Memories Into Wearable Art\nby salonichauhan517", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 4.47 (foreground color: #777777, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1" }, "subItems": { "type": "subitems", "items": [ { "relatedNode": { "type": "node", "lhId": "1-27-DIV", "path": "1,HTML,1,BODY,2,MAIN,0,DIV,1,DIV,1,DIV,4,DIV,1,DIV,1,DIV", "selector": "div._categories_1sqp0_90 > div._category_1sqp0_95 > div._homepageCards_117re_1 > div._ibleCard_wrqdk_11", "boundingRect": { "top": 6998, "bottom": 7343, "left": 14, "right": 398, "width": 384, "height": 345 }, "snippet": "
", "nodeLabel": "Fingerprint Pendant: Turning Memories Into Wearable Art\nby salonichauhan517" } } ] } }, { "node": { "type": "node", "lhId": "1-28-DIV", "path": "1,HTML,1,BODY,2,MAIN,0,DIV,1,DIV,1,DIV,4,DIV,1,DIV,2,DIV,0,DIV,1,DIV", "selector": "div._homepageCards_117re_1 > div._ibleCard_wrqdk_11 > div > div._description_wrqdk_54", "boundingRect": { "top": 7626, "bottom": 7714, "left": 15, "right": 397, "width": 382, "height": 88 }, "snippet": "
", "nodeLabel": "Ocean Bloom Necklace : Crafted From Seashell Dreams\nby sithumi", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 4.47 (foreground color: #777777, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1" }, "subItems": { "type": "subitems", "items": [ { "relatedNode": { "type": "node", "lhId": "1-29-DIV", "path": "1,HTML,1,BODY,2,MAIN,0,DIV,1,DIV,1,DIV,4,DIV,1,DIV,2,DIV", "selector": "div._categories_1sqp0_90 > div._category_1sqp0_95 > div._homepageCards_117re_1 > div._ibleCard_wrqdk_11", "boundingRect": { "top": 7371, "bottom": 7715, "left": 14, "right": 398, "width": 384, "height": 345 }, "snippet": "
", "nodeLabel": "Ocean Bloom Necklace : Crafted From Seashell Dreams\nby sithumi" } } ] } }, { "node": { "type": "node", "lhId": "1-30-DIV", "path": "1,HTML,1,BODY,2,MAIN,0,DIV,1,DIV,1,DIV,4,DIV,1,DIV,4,DIV,0,DIV,1,DIV", "selector": "div._homepageCards_117re_1 > div._ibleCard_wrqdk_11 > div > div._description_wrqdk_54", "boundingRect": { "top": 7999, "bottom": 8067, "left": 15, "right": 397, "width": 382, "height": 68 }, "snippet": "
", "nodeLabel": "AI Pet Pendant\nby 陳亮", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 4.47 (foreground color: #777777, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1" }, "subItems": { "type": "subitems", "items": [ { "relatedNode": { "type": "node", "lhId": "1-31-DIV", "path": "1,HTML,1,BODY,2,MAIN,0,DIV,1,DIV,1,DIV,4,DIV,1,DIV,4,DIV", "selector": "div._categories_1sqp0_90 > div._category_1sqp0_95 > div._homepageCards_117re_1 > div._ibleCard_wrqdk_11", "boundingRect": { "top": 7743, "bottom": 8068, "left": 14, "right": 398, "width": 384, "height": 325 }, "snippet": "
", "nodeLabel": "AI Pet Pendant\nby 陳亮" } } ] } }, { "node": { "type": "node", "lhId": "1-32-DIV", "path": "1,HTML,1,BODY,2,MAIN,0,DIV,1,DIV,1,DIV,5,DIV,1,DIV,0,DIV,0,DIV,1,DIV", "selector": "div._homepageCards_117re_1 > div._ibleCard_wrqdk_11 > div > div._description_wrqdk_54", "boundingRect": { "top": 8392, "bottom": 8460, "left": 15, "right": 397, "width": 382, "height": 68 }, "snippet": "
", "nodeLabel": "How the Brookie Crumbles\nby molson15", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 4.47 (foreground color: #777777, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1" }, "subItems": { "type": "subitems", "items": [ { "relatedNode": { "type": "node", "lhId": "1-33-DIV", "path": "1,HTML,1,BODY,2,MAIN,0,DIV,1,DIV,1,DIV,5,DIV,1,DIV,0,DIV", "selector": "div._categories_1sqp0_90 > div._category_1sqp0_95 > div._homepageCards_117re_1 > div._ibleCard_wrqdk_11", "boundingRect": { "top": 8136, "bottom": 8461, "left": 14, "right": 398, "width": 384, "height": 325 }, "snippet": "
", "nodeLabel": "How the Brookie Crumbles\nby molson15" } } ] } }, { "node": { "type": "node", "lhId": "1-34-DIV", "path": "1,HTML,1,BODY,2,MAIN,0,DIV,1,DIV,1,DIV,5,DIV,1,DIV,1,DIV,0,DIV,1,DIV", "selector": "div._homepageCards_117re_1 > div._ibleCard_wrqdk_11 > div > div._description_wrqdk_54", "boundingRect": { "top": 8745, "bottom": 8813, "left": 15, "right": 397, "width": 382, "height": 68 }, "snippet": "
", "nodeLabel": "Pizza Dunks\nby TrishB260317", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 4.47 (foreground color: #777777, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1" }, "subItems": { "type": "subitems", "items": [ { "relatedNode": { "type": "node", "lhId": "1-35-DIV", "path": "1,HTML,1,BODY,2,MAIN,0,DIV,1,DIV,1,DIV,5,DIV,1,DIV,1,DIV", "selector": "div._categories_1sqp0_90 > div._category_1sqp0_95 > div._homepageCards_117re_1 > div._ibleCard_wrqdk_11", "boundingRect": { "top": 8489, "bottom": 8814, "left": 14, "right": 398, "width": 384, "height": 325 }, "snippet": "
", "nodeLabel": "Pizza Dunks\nby TrishB260317" } } ] } }, { "node": { "type": "node", "lhId": "1-36-DIV", "path": "1,HTML,1,BODY,2,MAIN,0,DIV,1,DIV,1,DIV,5,DIV,1,DIV,2,DIV,0,DIV,1,DIV", "selector": "div._homepageCards_117re_1 > div._ibleCard_wrqdk_11 > div > div._description_wrqdk_54", "boundingRect": { "top": 9097, "bottom": 9185, "left": 15, "right": 397, "width": 382, "height": 88 }, "snippet": "
", "nodeLabel": "Instructions for Preparing Chicken Broccoli Casserole\nby gnchipman", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 4.47 (foreground color: #777777, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1" }, "subItems": { "type": "subitems", "items": [ { "relatedNode": { "type": "node", "lhId": "1-37-DIV", "path": "1,HTML,1,BODY,2,MAIN,0,DIV,1,DIV,1,DIV,5,DIV,1,DIV,2,DIV", "selector": "div._categories_1sqp0_90 > div._category_1sqp0_95 > div._homepageCards_117re_1 > div._ibleCard_wrqdk_11", "boundingRect": { "top": 8842, "bottom": 9186, "left": 14, "right": 398, "width": 384, "height": 345 }, "snippet": "
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