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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": 1855, "timestamp": 1331517393020, "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": 0.81, "scoreDisplayMode": "numeric", "numericValue": 277, "numericUnit": "millisecond", "displayValue": "280 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": 0.71, "scoreDisplayMode": "numeric", "numericValue": 187, "numericUnit": "millisecond", "displayValue": "190 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": 0.016234, "numericUnit": "unitless", "displayValue": "0.016", "scoringOptions": { "p10": 0.1, "median": 0.25 }, "details": { "type": "debugdata", "items": [ { "cumulativeLayoutShiftMainFrame": 0.016234, "newEngineResult": { "cumulativeLayoutShift": 0.016234, "cumulativeLayoutShiftMainFrame": 0.016234 }, "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": 365, "numericUnit": "millisecond", "displayValue": "Root document took 370 ms", "metricSavings": { "FCP": 250, "LCP": 250 }, "details": { "type": "opportunity", "headings": [ { "key": "url", "valueType": "url", "label": "URL" }, { "key": "responseTime", "valueType": "timespanMs", "label": "Time Spent" } ], "items": [ { "url": "https://podomatic.com/", "responseTime": 365 } ], "overallSavingsMs": 265 }, "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": 0.49, "scoreDisplayMode": "numeric", "numericValue": 7374.134, "numericUnit": "millisecond", "displayValue": "7.4 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-DXJJ858SDJ:15:17", "startTime": 0, "duration": 443.3, "timingType": "Measure" }, { "name": "GTM-G-DXJJ858SDJ:9:17:14", "startTime": 443.3, "duration": 306.612, "timingType": "Measure" }, { "name": "GTM-G-DXJJ858SDJ:11:17:14", "startTime": 443.3, "duration": 311.413, "timingType": "Measure" }, { "name": "GTM-G-DXJJ858SDJ:15", "startTime": 0, "timingType": "Mark" }, { "name": "GTM-G-DXJJ858SDJ:17", "startTime": 443.3, "timingType": "Mark" }, { "name": "GTM-G-DXJJ858SDJ:9:14", "startTime": 749.912, "timingType": "Mark" }, { "name": "GTM-G-DXJJ858SDJ:11:14", "startTime": 754.713, "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": 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. [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": "Avoids 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": 1, "scoreDisplayMode": "binary", "details": { "type": "table", "headings": [ { "key": "value", "valueType": "text", "label": "Deprecation / Warning" }, { "key": "source", "valueType": "source-location", "label": "Source" } ], "items": [] } }, "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": "Minimizes main-thread work", "description": "Consider reducing the time spent parsing, compiling and executing JS. You may find delivering smaller JS payloads helps with this. 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[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. 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[Learn how `aria-hidden` affects focusable elements](https://dequeuniversity.com/rules/axe/4.11/aria-hidden-focus).", "score": null, "scoreDisplayMode": "notApplicable" }, "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-A", "path": "1,HTML,1,BODY,2,DIV,0,DIV,1,DIV,2,A", "selector": "div.container > div.row > div.col-xs-12 > a.btn", "boundingRect": { "top": 449, "bottom": 499, "left": 20, "right": 279, "width": 259, "height": 50 }, "snippet": "", "nodeLabel": "GET STARTED FOR FREE", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 2.88 (foreground color: #ffffff, background color: #07a1e9, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1" } }, { "node": { "type": "node", "lhId": "1-1-A", "path": "1,HTML,1,BODY,6,DIV,0,DIV,3,DIV,0,A", "selector": "div#section-3 > div.container > div.buttons > a.btn", "boundingRect": { "top": 3514, "bottom": 3566, "left": 63, "right": 335, "width": 272, "height": 52 }, "snippet": "", "nodeLabel": "CREATE A FREE PODCAST", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 2.88 (foreground color: #07a1e9, background color: #ffffff, font size: 12.0pt (16px), font weight: bold). Expected contrast ratio of 4.5:1" } }, { "node": { "type": "node", "lhId": "1-2-A", "path": "1,HTML,1,BODY,12,DIV,1,P,1,A", "selector": "body.bp > div.cookie-notice > p > a", "boundingRect": { "top": 691, "bottom": 707, "left": 189, "right": 251, "width": 62, "height": 16 }, "snippet": "", "nodeLabel": "Learn More", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 2.16 (foreground color: #07a9e0, background color: #e6e6e6, font size: 9.0pt (12px), 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,12,DIV", "selector": "body.bp > div.cookie-notice", "boundingRect": { "top": 615, "bottom": 763, "left": 23, "right": 323, "width": 300, "height": 148 }, "snippet": "
", "nodeLabel": "Cookie Use\n\nWe use cookies to ensure a smooth browsing experience. By continuin…" } } ] } }, { "node": { "type": "node", "lhId": "1-4-BUTTON", "path": "1,HTML,1,BODY,12,DIV,2,DIV,0,BUTTON", "selector": "body.bp > div.cookie-notice > div.actions > button.btn", "boundingRect": { "top": 717, "bottom": 747, "left": 39, "right": 112, "width": 73, "height": 30 }, "snippet": "