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" 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" 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" 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" 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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": 299, "timestamp": 5020233288778, "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": 1, "scoreDisplayMode": "numeric", "numericValue": 0, "numericUnit": "millisecond", "displayValue": "0 ms", "scoringOptions": { "p10": 150, "median": 350 } }, "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": 1, "scoreDisplayMode": "numeric", "numericValue": 16, "numericUnit": "millisecond", "displayValue": "20 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": 0.005154, "numericUnit": "unitless", "displayValue": "0.005", "scoringOptions": { "p10": 0.1, "median": 0.25 }, "details": { "type": "debugdata", "items": [ { "cumulativeLayoutShiftMainFrame": 0.005154, "newEngineResult": { "cumulativeLayoutShift": 0.005154, "cumulativeLayoutShiftMainFrame": 0.005154 }, "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": 18, "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.vervelo.com/industries/fintech/", "responseTime": 18 } ], "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": 0.87, "scoreDisplayMode": "numeric", "numericValue": 2621.1523000000007, "numericUnit": "millisecond", "displayValue": "2.6 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": null, "scoreDisplayMode": "notApplicable", "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": [] }, "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": 1, "scoreDisplayMode": "metricSavings", "numericValue": 0, "numericUnit": "millisecond", "displayValue": "", "metricSavings": { "LCP": 0, "FCP": 0 }, "details": { "type": "opportunity", "headings": [], "items": [], "overallSavingsMs": 0 }, "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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If the RTT to an origin is high, it's an indication that servers closer to the user could improve performance. [Learn more about the Round Trip Time](https://hpbn.co/primer-on-latency-and-bandwidth/).", "score": 1, "scoreDisplayMode": "informative", "numericValue": 0.6106, "numericUnit": "millisecond", "displayValue": "0 ms", "details": { "type": "table", "headings": [ { "key": "origin", "valueType": "text", "label": "URL" }, { "key": "rtt", "valueType": "ms", "granularity": 1, "label": "Time Spent" } ], "items": [ { "origin": "https://fonts.googleapis.com", "rtt": 0.6106 }, { "origin": "https://www.vervelo.com", "rtt": 0.0439 }, { "origin": "https://fonts.gstatic.com", "rtt": 0.043199999999999995 } ], "sortedBy": [ "rtt" ] } }, "network-server-latency": { "id": "network-server-latency", "title": "Server Backend Latencies", "description": "Server latencies can impact web performance. If the server latency of an origin is high, it's an indication the server is overloaded or has poor backend performance. [Learn more about server response time](https://hpbn.co/primer-on-web-performance/#analyzing-the-resource-waterfall).", "score": 1, "scoreDisplayMode": "informative", "numericValue": 31.7214, "numericUnit": "millisecond", "displayValue": "30 ms", "details": { "type": "table", "headings": [ { "key": "origin", "valueType": "text", "label": "URL" }, { "key": "serverResponseTime", "valueType": "ms", "granularity": 1, "label": "Time Spent" } ], "items": [ { "origin": "https://fonts.googleapis.com", "serverResponseTime": 31.7214 }, { "origin": "https://www.vervelo.com", "serverResponseTime": 19.321099999999998 }, { "origin": "https://fonts.gstatic.com", "serverResponseTime": 18.4048 } ], "sortedBy": [ "serverResponseTime" ] } }, "main-thread-tasks": { "id": "main-thread-tasks", "title": "Tasks", "description": "Lists the toplevel main thread tasks that executed during page load.", "score": 1, "scoreDisplayMode": "informative", "details": { "type": "table", "headings": [ { "key": "startTime", "valueType": "ms", "granularity": 1, "label": "Start Time" }, { "key": "duration", "valueType": "ms", "granularity": 1, "label": "End Time" } ], "items": [ { "duration": 19.729, "startTime": 36.097 }, { "duration": 10.558, "startTime": 99.206 }, { "duration": 64.857, "startTime": 109.781 }, { "duration": 16.817, "startTime": 188.366 }, { "duration": 26.601, "startTime": 208.726 }, { "duration": 10.485, "startTime": 239.271 }, { "duration": 8.519, "startTime": 284.687 }, { "duration": 11.501, "startTime": 323.271 }, { "duration": 13.104, "startTime": 335.701 }, { "duration": 5.881, "startTime": 1267.349 } ] } }, "metrics": { "id": "metrics", "title": "Metrics", "description": "Collects all available metrics.", "score": 1, "scoreDisplayMode": "informative", "numericValue": 2621, "numericUnit": "millisecond", "details": { "type": "debugdata", "items": [ { "firstContentfulPaint": 2621, "largestContentfulPaint": 2621, "interactive": 2621, "speedIndex": 2621, "totalBlockingTime": 0, "maxPotentialFID": 16, "cumulativeLayoutShift": 0.005154, "cumulativeLayoutShiftMainFrame": 0.005154, "timeToFirstByte": 619, "observedTimeOrigin": 0, "observedTimeOriginTs": 5020232989725, "observedNavigationStart": 0, "observedNavigationStartTs": 5020232989725, "observedFirstPaint": 233, "observedFirstPaintTs": 5020233222256, "observedFirstContentfulPaint": 233, "observedFirstContentfulPaintTs": 5020233222256, "observedFirstContentfulPaintAllFrames": 233, "observedFirstContentfulPaintAllFramesTs": 5020233222256, "observedLargestContentfulPaint": 233, "observedLargestContentfulPaintTs": 5020233222256, "observedLargestContentfulPaintAllFrames": 233, "observedLargestContentfulPaintAllFramesTs": 5020233222256, "observedTraceEnd": 2591, "observedTraceEndTs": 5020235580371, "observedLoad": 237, "observedLoadTs": 5020233226580, "observedDomContentLoaded": 1, "observedDomContentLoadedTs": 5020232990346, "observedCumulativeLayoutShift": 0.005154, "observedCumulativeLayoutShiftMainFrame": 0.005154, "observedFirstVisualChange": 232, "observedFirstVisualChangeTs": 5020233221725, "observedLastVisualChange": 299, "observedLastVisualChangeTs": 5020233288725, "observedSpeedIndex": 237, "observedSpeedIndexTs": 5020233226587 }, { "lcpInvalidated": false } ] } }, "resource-summary": { "id": "resource-summary", "title": "Resources Summary", "description": "Aggregates all network requests and groups them by type", "score": 1, "scoreDisplayMode": "informative", "details": { "type": "table", "headings": [ { "key": "label", "valueType": "text", "label": "Resource Type" }, { "key": "requestCount", "valueType": "numeric", "label": "Requests" }, { "key": "transferSize", "valueType": "bytes", "label": "Transfer Size" } ], "items": [ { "resourceType": "total", "label": "Total", "requestCount": 13, "transferSize": 633827 }, { "resourceType": "image", "label": "Image", "requestCount": 7, "transferSize": 567219 }, { "resourceType": "font", "label": "Font", "requestCount": 1, "transferSize": 20349 }, { "resourceType": "document", "label": "Document", "requestCount": 2, "transferSize": 18792 }, { "resourceType": "stylesheet", "label": "Stylesheet", "requestCount": 2, "transferSize": 16891 }, { "resourceType": "script", "label": "Script", "requestCount": 1, "transferSize": 10576 }, { "resourceType": "media", "label": "Media", "requestCount": 0, "transferSize": 0 }, { "resourceType": "other", "label": "Other", "requestCount": 0, "transferSize": 0 }, { "resourceType": "third-party", "label": "Third-party", "requestCount": 2, "transferSize": 21123 } ] } }, "layout-shifts": { "id": "layout-shifts", "title": "Avoid large layout shifts", "description": "These are the largest layout shifts observed on the page. 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[Learn how to avoid long main-thread tasks](https://web.dev/articles/optimize-long-tasks)", "score": null, "scoreDisplayMode": "notApplicable", "metricSavings": { "TBT": 0 }, "details": { "type": "table", "headings": [ { "key": "url", "valueType": "url", "label": "URL" }, { "key": "startTime", "valueType": "ms", "granularity": 1, "label": "Start Time" }, { "key": "duration", "valueType": "ms", "granularity": 1, "label": "Duration" } ], "items": [], "debugData": { "type": "debugdata", "urls": [], "tasks": [] } }, "guidanceLevel": 1 }, "non-composited-animations": { "id": "non-composited-animations", "title": "Avoid non-composited animations", "description": "Animations which are not composited can be janky and increase CLS. [Learn how to avoid non-composited animations](https://developer.chrome.com/docs/lighthouse/performance/non-composited-animations/)", "score": null, "scoreDisplayMode": "notApplicable", "metricSavings": { "CLS": 0 }, "details": { "type": "table", "headings": [ { "key": "node", "valueType": "node", "subItemsHeading": { "key": "failureReason", "valueType": "text" }, "label": "Element" } ], "items": [] }, "guidanceLevel": 2 }, "unsized-images": { "id": "unsized-images", "title": "Image elements do not have explicit `width` and `height`", "description": "Set an explicit width and height on image elements to reduce layout shifts and improve CLS. [Learn how to set image dimensions](https://web.dev/articles/optimize-cls#images_without_dimensions)", "score": 0.5, "scoreDisplayMode": "metricSavings", "metricSavings": { "CLS": 0 }, "details": { "type": "table", "headings": [ { "key": "node", "valueType": "node", "label": "" }, { "key": "url", "valueType": "url", "label": "URL" } ], "items": [ { "url": "https://www.vervelo.com/_astro/form_bg.Bgy0ovhH.png", "node": { "type": "node", "lhId": "1-213-IMG", "path": "1,HTML,1,BODY,10,MAIN,6,SECTION,0,DIV,0,DIV,3,DIV,1,DIV,0,IMG", "selector": "div.grid > div.relative > div.absolute > img", "boundingRect": { "top": 3902, "bottom": 4083, "left": 1179, "right": 1339, "width": 160, "height": 181 }, "snippet": "\"\"", "nodeLabel": "div.grid > div.relative > div.absolute > img" } }, { "url": "https://www.vervelo.com/_astro/software_delivered.BPzQLTVc.svg", "node": { "type": "node", "lhId": "1-209-IMG", "path": "1,HTML,1,BODY,10,MAIN,6,SECTION,0,DIV,0,DIV,1,DIV,3,UL,0,LI,0,IMG", "selector": "div > ul.space-y-4 > li.flex > img", "boundingRect": { "top": 3822, "bottom": 3850, "left": 35, "right": 63, "width": 28, "height": 28 }, "snippet": "\"Software", "nodeLabel": "Software delivered ownership benefit" } }, { "url": "https://www.vervelo.com/_astro/personalised_solution.DmstWtQV.svg", "node": { "type": "node", "lhId": "1-210-IMG", "path": "1,HTML,1,BODY,10,MAIN,6,SECTION,0,DIV,0,DIV,1,DIV,3,UL,1,LI,0,IMG", "selector": "div > ul.space-y-4 > li.flex > img", "boundingRect": { "top": 3874, "bottom": 3902, "left": 35, "right": 63, "width": 28, "height": 28 }, "snippet": "\"Highly", "nodeLabel": "Highly personalized solution benefit" } }, { "url": "https://www.vervelo.com/_astro/integrate_seemlessly.C8Zo7vF_.svg", "node": { "type": "node", "lhId": "1-211-IMG", "path": "1,HTML,1,BODY,10,MAIN,6,SECTION,0,DIV,0,DIV,1,DIV,3,UL,2,LI,0,IMG", "selector": "div > ul.space-y-4 > li.flex > img", "boundingRect": { "top": 3926, "bottom": 3954, "left": 35, "right": 63, "width": 28, "height": 28 }, "snippet": "\"Integration", "nodeLabel": "Integration capability benefit" } }, { "url": "https://www.vervelo.com/_astro/scalability_.DCwJHdyX.svg", "node": { "type": "node", "lhId": "1-212-IMG", "path": "1,HTML,1,BODY,10,MAIN,6,SECTION,0,DIV,0,DIV,1,DIV,3,UL,3,LI,0,IMG", "selector": "div > ul.space-y-4 > li.flex > img", "boundingRect": { "top": 3978, "bottom": 4006, "left": 35, "right": 63, "width": 28, "height": 28 }, "snippet": "\"Scalability", "nodeLabel": "Scalability benefit" } } ] }, "guidanceLevel": 4 }, "valid-source-maps": { "id": "valid-source-maps", "title": "Page has valid source maps", "description": "Source maps translate minified code to the original source code. This helps developers debug in production. In addition, Lighthouse is able to provide further insights. Consider deploying source maps to take advantage of these benefits. [Learn more about source maps](https://developer.chrome.com/docs/devtools/javascript/source-maps/).", "score": 1, "scoreDisplayMode": "binary", "details": { "type": "table", "headings": [ { "key": "scriptUrl", "valueType": "url", "subItemsHeading": { "key": "error" }, "label": "URL" }, { "key": "sourceMapUrl", "valueType": "url", "label": "Map URL" } ], "items": [] } }, "csp-xss": { "id": "csp-xss", "title": "Ensure CSP is effective against XSS attacks", "description": "A strong Content Security Policy (CSP) significantly reduces the risk of cross-site scripting (XSS) attacks. [Learn how to use a CSP to prevent XSS](https://developer.chrome.com/docs/lighthouse/best-practices/csp-xss/)", "score": 1, "scoreDisplayMode": "informative", "details": { "type": "table", "headings": [ { "key": "description", "valueType": "text", "subItemsHeading": { "key": "description" }, "label": "Description" }, { "key": "directive", "valueType": "code", "subItemsHeading": { "key": "directive" }, "label": "Directive" }, { "key": "severity", "valueType": "text", "subItemsHeading": { "key": "severity" }, "label": "Severity" } ], "items": [ { "severity": "High", "description": "No CSP found in enforcement mode" } ] } }, "has-hsts": { "id": "has-hsts", "title": "Use a strong HSTS policy", "description": "Deployment of the HSTS header significantly reduces the risk of downgrading HTTP connections and eavesdropping attacks. A rollout in stages, starting with a low max-age is recommended. [Learn more about using a strong HSTS policy.](https://developer.chrome.com/docs/lighthouse/best-practices/has-hsts)", "score": 1, "scoreDisplayMode": "informative", "details": { "type": "table", "headings": [ { "key": "description", "valueType": "text", "subItemsHeading": { "key": "description" }, "label": "Description" }, { "key": "directive", "valueType": "code", "subItemsHeading": { "key": "directive" }, "label": "Directive" }, { "key": "severity", "valueType": "text", "subItemsHeading": { "key": "severity" }, "label": "Severity" } ], "items": [ { "severity": "High", "description": "No HSTS header found" } ] } }, "origin-isolation": { "id": "origin-isolation", "title": "Ensure proper origin isolation with COOP", "description": "The Cross-Origin-Opener-Policy (COOP) can be used to isolate the top-level window from other documents such as pop-ups. [Learn more about deploying the COOP header.](https://web.dev/articles/why-coop-coep#coop)", "score": 1, "scoreDisplayMode": "informative", "details": { "type": "table", "headings": [ { "key": "description", "valueType": "text", "subItemsHeading": { "key": "description" }, "label": "Description" }, { "key": "directive", "valueType": "code", "subItemsHeading": { "key": "directive" }, "label": "Directive" }, { "key": "severity", "valueType": "text", "subItemsHeading": { "key": "severity" }, "label": "Severity" } ], "items": [ { "description": "No COOP header found", "severity": "High" } ] } }, "clickjacking-mitigation": { "id": "clickjacking-mitigation", "title": "Mitigate clickjacking with XFO or CSP", "description": "The `X-Frame-Options` (XFO) header or the `frame-ancestors` directive in the `Content-Security-Policy` (CSP) header control where a page can be embedded. These can mitigate clickjacking attacks by blocking some or all sites from embedding the page. [Learn more about mitigating clickjacking](https://developer.chrome.com/docs/lighthouse/best-practices/clickjacking-mitigation).", "score": 1, "scoreDisplayMode": "informative", "details": { "type": "table", "headings": [ { "key": "description", "valueType": "text", "subItemsHeading": { "key": "description" }, "label": "Description" }, { "key": "severity", "valueType": "text", "subItemsHeading": { "key": "severity" }, "label": "Severity" } ], "items": [ { "severity": "High", "description": "No frame control policy found" } ] } }, "trusted-types-xss": { "id": "trusted-types-xss", "title": "Mitigate DOM-based XSS with Trusted Types", "description": "The `require-trusted-types-for` directive in the `Content-Security-Policy` (CSP) header instructs user agents to control the data passed to DOM XSS sink functions. [Learn more about mitigating DOM-based XSS with Trusted Types](https://developer.chrome.com/docs/lighthouse/best-practices/trusted-types-xss).", "score": 1, "scoreDisplayMode": "informative", "details": { "type": "table", "headings": [ { "key": "description", "valueType": "text", "subItemsHeading": { "key": "description" }, "label": "Description" }, { "key": "severity", "valueType": "text", "subItemsHeading": { "key": "severity" }, "label": "Severity" } ], "items": [ { "severity": "High", "description": "No `Content-Security-Policy` header with Trusted Types directive found" } ] } }, "script-treemap-data": { "id": "script-treemap-data", "title": "Script Treemap Data", "description": "Used for treemap app", "score": 1, "scoreDisplayMode": "informative", "details": { "type": "treemap-data", "nodes": [ { "name": "https://www.vervelo.com/industries/fintech/", "resourceBytes": 5499, "encodedBytes": 938, "unusedBytes": 1440, "children": [ { "name": "(inline) !(function(w,p,…", "resourceBytes": 2651, "unusedBytes": 588 }, { "name": "(inline) document.addEve…", "resourceBytes": 690, "unusedBytes": 160 }, { "name": "(inline) document.addEve…", "resourceBytes": 1614, "unusedBytes": 587 }, { "name": "(inline) document.addEve…", "resourceBytes": 544, "unusedBytes": 105 } ] }, { "name": "https://www.vervelo.com/_astro/CookieBanner.astro_astro_type_script_index_0_lang.9ZqMT2__.js", "resourceBytes": 23573, "encodedBytes": 10250, "unusedBytes": 17878 }, { "name": "https://www.vervelo.com/~partytown/partytown-sandbox-sw.html?1777382213643", "resourceBytes": 41874, "encodedBytes": 0, "unusedBytes": 4557, "children": [ { "name": "(inline) /* Partytown 0.…", "resourceBytes": 41874, "unusedBytes": 4557 } ] } ] } }, "accesskeys": { "id": "accesskeys", "title": "`[accesskey]` values are unique", "description": "Access keys let users quickly focus a part of the page. For proper navigation, each access key must be unique. [Learn more about access keys](https://dequeuniversity.com/rules/axe/4.11/accesskeys).", "score": null, "scoreDisplayMode": "notApplicable" }, "aria-allowed-attr": { "id": "aria-allowed-attr", "title": "`[aria-*]` attributes match their roles", "description": "Each ARIA `role` supports a specific subset of `aria-*` attributes. Mismatching these invalidates the `aria-*` attributes. [Learn how to match ARIA attributes to their roles](https://dequeuniversity.com/rules/axe/4.11/aria-allowed-attr).", "score": 1, "scoreDisplayMode": "binary", "details": { "type": "table", "headings": [ { "key": "node", "valueType": "node", "subItemsHeading": { "key": "relatedNode", "valueType": "node" }, "label": "Failing Elements" } ], "items": [] } }, "aria-allowed-role": { "id": "aria-allowed-role", "title": "Uses ARIA roles only on compatible elements", "description": "Many HTML elements can only be assigned certain ARIA roles. Using ARIA roles where they are not allowed can interfere with the accessibility of the web page. [Learn more about ARIA roles](https://dequeuniversity.com/rules/axe/4.11/aria-allowed-role).", "score": null, "scoreDisplayMode": "notApplicable" }, "aria-command-name": { "id": "aria-command-name", "title": "`button`, `link`, and `menuitem` elements have accessible names", "description": "When an element doesn't have an accessible name, screen readers announce it with a generic name, making it unusable for users who rely on screen readers. [Learn how to make command elements more accessible](https://dequeuniversity.com/rules/axe/4.11/aria-command-name).", "score": null, "scoreDisplayMode": "notApplicable" }, "aria-conditional-attr": { "id": "aria-conditional-attr", "title": "ARIA attributes are used as specified for the element's role", "description": "Some ARIA attributes are only allowed on an element under certain conditions. [Learn more about conditional ARIA attributes](https://dequeuniversity.com/rules/axe/4.11/aria-conditional-attr).", "score": 1, "scoreDisplayMode": "binary", "details": { "type": "table", "headings": [ { "key": "node", "valueType": "node", "subItemsHeading": { "key": "relatedNode", "valueType": "node" }, "label": "Failing Elements" } ], "items": [] } }, "aria-deprecated-role": { "id": "aria-deprecated-role", "title": "Deprecated ARIA roles were not used", "description": "Deprecated ARIA roles may not be processed correctly by assistive technology. [Learn more about deprecated ARIA roles](https://dequeuniversity.com/rules/axe/4.11/aria-deprecated-role).", "score": null, "scoreDisplayMode": "notApplicable" }, "aria-dialog-name": { "id": "aria-dialog-name", "title": "Elements with `role=\"dialog\"` or `role=\"alertdialog\"` have accessible names.", "description": "ARIA dialog elements without accessible names may prevent screen readers users from discerning the purpose of these elements. [Learn how to make ARIA dialog elements more accessible](https://dequeuniversity.com/rules/axe/4.11/aria-dialog-name).", "score": null, "scoreDisplayMode": "notApplicable" }, "aria-hidden-body": { "id": "aria-hidden-body", "title": "`[aria-hidden=\"true\"]` is not present on the document ``", "description": "Assistive technologies, like screen readers, work inconsistently when `aria-hidden=\"true\"` is set on the document ``. [Learn how `aria-hidden` affects the document body](https://dequeuniversity.com/rules/axe/4.11/aria-hidden-body).", "score": 1, "scoreDisplayMode": "binary", "details": { "type": "table", "headings": [ { "key": "node", "valueType": "node", "subItemsHeading": { "key": "relatedNode", "valueType": "node" }, "label": "Failing Elements" } ], "items": [] } }, "aria-hidden-focus": { "id": "aria-hidden-focus", "title": "`[aria-hidden=\"true\"]` elements do not contain focusable descendents", "description": "Focusable descendents within an `[aria-hidden=\"true\"]` element prevent those interactive elements from being available to users of assistive technologies like screen readers. [Learn how `aria-hidden` affects focusable elements](https://dequeuniversity.com/rules/axe/4.11/aria-hidden-focus).", "score": 1, "scoreDisplayMode": "binary", "details": { "type": "table", "headings": [ { "key": "node", "valueType": "node", "subItemsHeading": { "key": "relatedNode", "valueType": "node" }, "label": "Failing Elements" } ], "items": [] } }, "aria-input-field-name": { "id": "aria-input-field-name", "title": "ARIA input fields have accessible names", "description": "When an input field doesn't have an accessible name, screen readers announce it with a generic name, making it unusable for users who rely on screen readers. [Learn more about input field labels](https://dequeuniversity.com/rules/axe/4.11/aria-input-field-name).", "score": null, "scoreDisplayMode": "notApplicable" }, "aria-meter-name": { "id": "aria-meter-name", "title": "ARIA `meter` elements have accessible names", "description": "When a meter element doesn't have an accessible name, screen readers announce it with a generic name, making it unusable for users who rely on screen readers. [Learn how to name `meter` elements](https://dequeuniversity.com/rules/axe/4.11/aria-meter-name).", "score": null, "scoreDisplayMode": "notApplicable" }, "aria-progressbar-name": { "id": "aria-progressbar-name", "title": "ARIA `progressbar` elements have accessible names", "description": "When a `progressbar` element doesn't have an accessible name, screen readers announce it with a generic name, making it unusable for users who rely on screen readers. [Learn how to label `progressbar` elements](https://dequeuniversity.com/rules/axe/4.11/aria-progressbar-name).", "score": null, "scoreDisplayMode": "notApplicable" }, "aria-prohibited-attr": { "id": "aria-prohibited-attr", "title": "Elements use only permitted ARIA attributes", "description": "Using ARIA attributes in roles where they are prohibited can mean that important information is not communicated to users of assistive technologies. [Learn more about prohibited ARIA roles](https://dequeuniversity.com/rules/axe/4.11/aria-prohibited-attr).", "score": 1, "scoreDisplayMode": "binary", "details": { "type": "table", "headings": [ { "key": "node", "valueType": "node", "subItemsHeading": { "key": "relatedNode", "valueType": "node" }, "label": "Failing Elements" } ], "items": [] } }, "aria-required-attr": { "id": "aria-required-attr", "title": "`[role]`s have all required `[aria-*]` attributes", "description": "Some ARIA roles have required attributes that describe the state of the element to screen readers. [Learn more about roles and required attributes](https://dequeuniversity.com/rules/axe/4.11/aria-required-attr).", "score": null, "scoreDisplayMode": "notApplicable" }, "aria-required-children": { "id": "aria-required-children", "title": "Elements with an ARIA `[role]` that require children to contain a specific `[role]` have all required children.", "description": "Some ARIA parent roles must contain specific child roles to perform their intended accessibility functions. [Learn more about roles and required children elements](https://dequeuniversity.com/rules/axe/4.11/aria-required-children).", "score": null, "scoreDisplayMode": "notApplicable" }, "aria-required-parent": { "id": "aria-required-parent", "title": "`[role]`s are contained by their required parent element", "description": "Some ARIA child roles must be contained by specific parent roles to properly perform their intended accessibility functions. [Learn more about ARIA roles and required parent element](https://dequeuniversity.com/rules/axe/4.11/aria-required-parent).", "score": null, "scoreDisplayMode": "notApplicable" }, "aria-roles": { "id": "aria-roles", "title": "`[role]` values are valid", "description": "ARIA roles must have valid values in order to perform their intended accessibility functions. [Learn more about valid ARIA roles](https://dequeuniversity.com/rules/axe/4.11/aria-roles).", "score": null, "scoreDisplayMode": "notApplicable" }, "aria-text": { "id": "aria-text", "title": "Elements with the `role=text` attribute do not have focusable descendents.", "description": "Adding `role=text` around a text node split by markup enables VoiceOver to treat it as one phrase, but the element's focusable descendents will not be announced. [Learn more about the `role=text` attribute](https://dequeuniversity.com/rules/axe/4.11/aria-text).", "score": null, "scoreDisplayMode": "notApplicable" }, "aria-toggle-field-name": { "id": "aria-toggle-field-name", "title": "ARIA toggle fields have accessible names", "description": "When a toggle field doesn't have an accessible name, screen readers announce it with a generic name, making it unusable for users who rely on screen readers. [Learn more about toggle fields](https://dequeuniversity.com/rules/axe/4.11/aria-toggle-field-name).", "score": null, "scoreDisplayMode": "notApplicable" }, "aria-tooltip-name": { "id": "aria-tooltip-name", "title": "ARIA `tooltip` elements have accessible names", "description": "When a tooltip element doesn't have an accessible name, screen readers announce it with a generic name, making it unusable for users who rely on screen readers. [Learn how to name `tooltip` elements](https://dequeuniversity.com/rules/axe/4.11/aria-tooltip-name).", "score": null, "scoreDisplayMode": "notApplicable" }, "aria-treeitem-name": { "id": "aria-treeitem-name", "title": "ARIA `treeitem` elements have accessible names", "description": "When a `treeitem` element doesn't have an accessible name, screen readers announce it with a generic name, making it unusable for users who rely on screen readers. [Learn more about labeling `treeitem` elements](https://dequeuniversity.com/rules/axe/4.11/aria-treeitem-name).", "score": null, "scoreDisplayMode": "notApplicable" }, "aria-valid-attr-value": { "id": "aria-valid-attr-value", "title": "`[aria-*]` attributes have valid values", "description": "Assistive technologies, like screen readers, can't interpret ARIA attributes with invalid values. [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. [Learn more about valid ARIA attributes](https://dequeuniversity.com/rules/axe/4.11/aria-valid-attr).", "score": 1, "scoreDisplayMode": "binary", "details": { "type": "table", "headings": [ { "key": "node", "valueType": "node", "subItemsHeading": { "key": "relatedNode", "valueType": "node" }, "label": "Failing Elements" } ], "items": [] } }, "button-name": { "id": "button-name", "title": "Buttons have an accessible name", "description": "When a button doesn't have an accessible name, screen readers announce it as \"button\", making it unusable for users who rely on screen readers. [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-P", "path": "1,HTML,1,BODY,10,MAIN,0,SECTION,0,DIV,0,DIV,3,DIV,0,DIV,0,P", "selector": "div.grid > div.grid > div.bg-[#FFF7ED] > p.heading-six", "boundingRect": { "top": 299, "bottom": 323, "left": 821, "right": 1052, "width": 232, "height": 24 }, "snippet": "

", "nodeLabel": "PCI DSS", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.13 (foreground color: #ef5f00, background color: #fff7ed, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1" }, "subItems": { "type": "subitems", "items": [ { "relatedNode": { "type": "node", "lhId": "1-1-DIV", "path": "1,HTML,1,BODY,10,MAIN,0,SECTION,0,DIV,0,DIV,3,DIV,0,DIV", "selector": "div.max-w-7xl > div.grid > div.grid > div.bg-[#FFF7ED]", "boundingRect": { "top": 278, "bottom": 386, "left": 800, "right": 1073, "width": 274, "height": 109 }, "snippet": "

", "nodeLabel": "PCI DSS\n\nCompliant payment system development" } } ] } }, { "node": { "type": "node", "lhId": "1-2-P", "path": "1,HTML,1,BODY,10,MAIN,0,SECTION,0,DIV,0,DIV,3,DIV,1,DIV,0,P", "selector": "div.grid > div.grid > div.bg-[#FFF7ED] > p.heading-six", "boundingRect": { "top": 299, "bottom": 323, "left": 1110, "right": 1342, "width": 232, "height": 24 }, "snippet": "

", "nodeLabel": "SOC 2", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.13 (foreground color: #ef5f00, background color: #fff7ed, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1" }, "subItems": { "type": "subitems", "items": [ { "relatedNode": { "type": "node", "lhId": "1-3-DIV", "path": "1,HTML,1,BODY,10,MAIN,0,SECTION,0,DIV,0,DIV,3,DIV,1,DIV", "selector": "div.max-w-7xl > div.grid > div.grid > div.bg-[#FFF7ED]", "boundingRect": { "top": 278, "bottom": 386, "left": 1089, "right": 1363, "width": 274, "height": 109 }, "snippet": "

", "nodeLabel": "SOC 2\n\nSecurity-first architecture by default" } } ] } }, { "node": { "type": "node", "lhId": "1-4-P", "path": "1,HTML,1,BODY,10,MAIN,0,SECTION,0,DIV,0,DIV,3,DIV,2,DIV,0,P", "selector": "div.grid > div.grid > div.bg-[#FFF7ED] > p.heading-six", "boundingRect": { "top": 423, "bottom": 447, "left": 821, "right": 1052, "width": 232, "height": 24 }, "snippet": "

", "nodeLabel": "Open Banking", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.13 (foreground color: #ef5f00, background color: #fff7ed, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1" }, "subItems": { "type": "subitems", "items": [ { "relatedNode": { "type": "node", "lhId": "1-5-DIV", "path": "1,HTML,1,BODY,10,MAIN,0,SECTION,0,DIV,0,DIV,3,DIV,2,DIV", "selector": "div.max-w-7xl > div.grid > div.grid > div.bg-[#FFF7ED]", "boundingRect": { "top": 402, "bottom": 511, "left": 800, "right": 1073, "width": 274, "height": 109 }, "snippet": "

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Expected contrast ratio of 4.5:1" } }, { "node": { "type": "node", "lhId": "1-21-SPAN", "path": "1,HTML,1,BODY,10,MAIN,3,SECTION,0,DIV,1,DIV,0,DIV,2,DIV,0,SPAN", "selector": "div.grid > div.bg-white > div.flex > span.text-[11px]", "boundingRect": { "top": 2422, "bottom": 2449, "left": 60, "right": 138, "width": 78, "height": 27 }, "snippet": "", "nodeLabel": "Payments", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.44 (foreground color: #cc6b3d, background color: #fff7ed, font size: 8.3pt (11px), font weight: normal). Expected contrast ratio of 4.5:1" } }, { "node": { "type": "node", "lhId": "1-22-SPAN", "path": "1,HTML,1,BODY,10,MAIN,3,SECTION,0,DIV,1,DIV,0,DIV,2,DIV,1,SPAN", "selector": "div.grid > div.bg-white > div.flex > span.text-[11px]", "boundingRect": { "top": 2422, "bottom": 2449, "left": 146, "right": 229, "width": 83, "height": 27 }, "snippet": "", "nodeLabel": "KYC / AML", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.44 (foreground color: #cc6b3d, background color: #fff7ed, font size: 8.3pt (11px), font weight: normal). Expected contrast ratio of 4.5:1" } }, { "node": { "type": "node", "lhId": "1-23-SPAN", "path": "1,HTML,1,BODY,10,MAIN,3,SECTION,0,DIV,1,DIV,0,DIV,2,DIV,2,SPAN", "selector": "div.grid > div.bg-white > div.flex > span.text-[11px]", "boundingRect": { "top": 2422, "bottom": 2449, "left": 237, "right": 336, "width": 99, "height": 27 }, "snippet": "", "nodeLabel": "Core Platform", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.44 (foreground color: #cc6b3d, background color: #fff7ed, font size: 8.3pt (11px), font weight: normal). Expected contrast ratio of 4.5:1" } }, { "node": { "type": "node", "lhId": "1-24-SPAN", "path": "1,HTML,1,BODY,10,MAIN,3,SECTION,0,DIV,1,DIV,0,DIV,2,DIV,3,SPAN", "selector": "div.grid > div.bg-white > div.flex > span.text-[11px]", "boundingRect": { "top": 2422, "bottom": 2449, "left": 344, "right": 432, "width": 88, "height": 27 }, "snippet": "", "nodeLabel": "Compliance", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.44 (foreground color: #cc6b3d, background color: #fff7ed, font size: 8.3pt (11px), font weight: normal). Expected contrast ratio of 4.5:1" } }, { "node": { "type": "node", "lhId": "1-25-SPAN", "path": "1,HTML,1,BODY,10,MAIN,3,SECTION,0,DIV,1,DIV,1,DIV,2,DIV,0,SPAN", "selector": "div.grid > div.bg-white > div.flex > span.text-[11px]", "boundingRect": { "top": 2445, "bottom": 2471, "left": 710, "right": 816, "width": 106, "height": 27 }, "snippet": "", "nodeLabel": "Digital Banking", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.44 (foreground color: #cc6b3d, background color: #fff7ed, font size: 8.3pt (11px), font weight: normal). Expected contrast ratio of 4.5:1" } }, { "node": { "type": "node", "lhId": "1-26-SPAN", "path": "1,HTML,1,BODY,10,MAIN,3,SECTION,0,DIV,1,DIV,1,DIV,2,DIV,1,SPAN", "selector": "div.grid > div.bg-white > div.flex > span.text-[11px]", "boundingRect": { "top": 2445, "bottom": 2471, "left": 824, "right": 925, "width": 101, "height": 27 }, "snippet": "", "nodeLabel": "Open Banking", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.44 (foreground color: #cc6b3d, background color: #fff7ed, font size: 8.3pt (11px), font weight: normal). Expected contrast ratio of 4.5:1" } }, { "node": { "type": "node", "lhId": "1-27-SPAN", "path": "1,HTML,1,BODY,10,MAIN,3,SECTION,0,DIV,1,DIV,1,DIV,2,DIV,2,SPAN", "selector": "div.grid > div.bg-white > div.flex > span.text-[11px]", "boundingRect": { "top": 2445, "bottom": 2471, "left": 933, "right": 1036, "width": 104, "height": 27 }, "snippet": "", "nodeLabel": "Core API Layer", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.44 (foreground color: #cc6b3d, background color: #fff7ed, font size: 8.3pt (11px), font weight: normal). Expected contrast ratio of 4.5:1" } }, { "node": { "type": "node", "lhId": "1-28-SPAN", "path": "1,HTML,1,BODY,10,MAIN,3,SECTION,0,DIV,1,DIV,1,DIV,2,DIV,3,SPAN", "selector": "div.grid > div.bg-white > div.flex > span.text-[11px]", "boundingRect": { "top": 2445, "bottom": 2471, "left": 1044, "right": 1142, "width": 98, "height": 27 }, "snippet": "", "nodeLabel": "Data Platform", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.44 (foreground color: #cc6b3d, background color: #fff7ed, font size: 8.3pt (11px), font weight: normal). Expected contrast ratio of 4.5:1" } }, { "node": { "type": "node", "lhId": "1-29-SPAN", "path": "1,HTML,1,BODY,10,MAIN,3,SECTION,0,DIV,1,DIV,2,DIV,2,DIV,0,SPAN", "selector": "div.grid > div.bg-white > div.flex > span.text-[11px]", "boundingRect": { "top": 2655, "bottom": 2681, "left": 60, "right": 188, "width": 128, "height": 27 }, "snippet": "", "nodeLabel": "Embedded Lending", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.44 (foreground color: #cc6b3d, background color: #fff7ed, font size: 8.3pt (11px), font weight: normal). Expected contrast ratio of 4.5:1" } }, { "node": { "type": "node", "lhId": "1-30-SPAN", "path": "1,HTML,1,BODY,10,MAIN,3,SECTION,0,DIV,1,DIV,2,DIV,2,DIV,1,SPAN", "selector": "div.grid > div.bg-white > div.flex > span.text-[11px]", "boundingRect": { "top": 2655, "bottom": 2681, "left": 196, "right": 252, "width": 55, "height": 27 }, "snippet": "", "nodeLabel": "BNPL", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.44 (foreground color: #cc6b3d, background color: #fff7ed, font size: 8.3pt (11px), font weight: normal). Expected contrast ratio of 4.5:1" } }, { "node": { "type": "node", "lhId": "1-31-SPAN", "path": "1,HTML,1,BODY,10,MAIN,3,SECTION,0,DIV,1,DIV,2,DIV,2,DIV,2,SPAN", "selector": "div.grid > div.bg-white > div.flex > span.text-[11px]", "boundingRect": { "top": 2655, "bottom": 2681, "left": 260, "right": 397, "width": 137, "height": 27 }, "snippet": "", "nodeLabel": "Banking-as-a-Service", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.44 (foreground color: #cc6b3d, background color: #fff7ed, font size: 8.3pt (11px), font weight: normal). Expected contrast ratio of 4.5:1" } }, { "node": { "type": "node", "lhId": "1-32-SPAN", "path": "1,HTML,1,BODY,10,MAIN,3,SECTION,0,DIV,1,DIV,2,DIV,2,DIV,3,SPAN", "selector": "div.grid > div.bg-white > div.flex > span.text-[11px]", "boundingRect": { "top": 2655, "bottom": 2681, "left": 405, "right": 500, "width": 95, "height": 27 }, "snippet": "", "nodeLabel": "Underwriting", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.44 (foreground color: #cc6b3d, background color: #fff7ed, font size: 8.3pt (11px), font weight: normal). Expected contrast ratio of 4.5:1" } }, { "node": { "type": "node", "lhId": "1-33-SPAN", "path": "1,HTML,1,BODY,10,MAIN,3,SECTION,0,DIV,1,DIV,3,DIV,2,DIV,0,SPAN", "selector": "div.grid > div.bg-white > div.flex > span.text-[11px]", "boundingRect": { "top": 2678, "bottom": 2704, "left": 710, "right": 839, "width": 129, "height": 27 }, "snippet": "", "nodeLabel": "Policy Management", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.44 (foreground color: #cc6b3d, background color: #fff7ed, font size: 8.3pt (11px), font weight: normal). Expected contrast ratio of 4.5:1" } }, { "node": { "type": "node", "lhId": "1-34-SPAN", "path": "1,HTML,1,BODY,10,MAIN,3,SECTION,0,DIV,1,DIV,3,DIV,2,DIV,1,SPAN", "selector": "div.grid > div.bg-white > div.flex > span.text-[11px]", "boundingRect": { "top": 2678, "bottom": 2704, "left": 847, "right": 973, "width": 126, "height": 27 }, "snippet": "", "nodeLabel": "Claims Automation", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.44 (foreground color: #cc6b3d, background color: #fff7ed, font size: 8.3pt (11px), font weight: normal). Expected contrast ratio of 4.5:1" } }, { "node": { "type": "node", "lhId": "1-35-SPAN", "path": "1,HTML,1,BODY,10,MAIN,3,SECTION,0,DIV,1,DIV,3,DIV,2,DIV,2,SPAN", "selector": "div.grid > div.bg-white > div.flex > span.text-[11px]", "boundingRect": { "top": 2678, "bottom": 2704, "left": 981, "right": 1076, "width": 95, "height": 27 }, "snippet": "", "nodeLabel": "Underwriting", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.44 (foreground color: #cc6b3d, background color: #fff7ed, font size: 8.3pt (11px), font weight: normal). Expected contrast ratio of 4.5:1" } }, { "node": { "type": "node", "lhId": "1-36-SPAN", "path": "1,HTML,1,BODY,10,MAIN,3,SECTION,0,DIV,1,DIV,3,DIV,2,DIV,3,SPAN", "selector": "div.grid > div.bg-white > div.flex > span.text-[11px]", "boundingRect": { "top": 2678, "bottom": 2704, "left": 1084, "right": 1185, "width": 101, "height": 27 }, "snippet": "", "nodeLabel": "Data Pipelines", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.44 (foreground color: #cc6b3d, background color: #fff7ed, font size: 8.3pt (11px), font weight: normal). Expected contrast ratio of 4.5:1" } }, { "node": { "type": "node", "lhId": "1-37-P", "path": "1,HTML,1,BODY,10,MAIN,4,SECTION,0,DIV,0,DIV,0,DIV,0,P", "selector": "div.max-w-7xl > div.grid > div.space-y-5 > p.uppercase", "boundingRect": { "top": 2858, "bottom": 2878, "left": 35, "right": 651, "width": 616, "height": 20 }, "snippet": "

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