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e-tib.com/lh-report-prod-en-v8.json

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{
"lighthouseVersion": "13.4.0",
"requestedUrl": "https://e-tib.com/en",
"mainDocumentUrl": "https://e-tib.com/en",
"finalDisplayedUrl": "https://e-tib.com/en",
"finalUrl": "https://e-tib.com/en",
"fetchTime": "2026-07-02T23:08:24.135Z",
"gatherMode": "navigation",
"runWarnings": [],
"userAgent": "Mozilla/5.0 (Macintosh; Intel Mac OS X 10_15_7) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/149.0.0.0 Safari/537.36",
"environment": {
"networkUserAgent": "Mozilla/5.0 (Linux; Android 11; moto g power (2022)) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/149.0.0.0 Mobile Safari/537.36",
"hostUserAgent": "Mozilla/5.0 (Macintosh; Intel Mac OS X 10_15_7) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/149.0.0.0 Safari/537.36",
"benchmarkIndex": 3545,
"credits": {}
},
"audits": {
"first-contentful-paint": {
"id": "first-contentful-paint",
"title": "First Contentful Paint",
"description": "First Contentful Paint marks the time at which the first text or image is painted. [Learn more about the First Contentful Paint metric](https://developer.chrome.com/docs/lighthouse/performance/first-contentful-paint/).",
"score": 0.99,
"scoreDisplayMode": "numeric",
"numericValue": 1220.7005,
"numericUnit": "millisecond",
"displayValue": "1.2 s",
"scoringOptions": {
"p10": 1800,
"median": 3000
}
},
"largest-contentful-paint": {
"id": "largest-contentful-paint",
"title": "Largest Contentful Paint",
"description": "Largest Contentful Paint marks the time at which the largest text or image is painted. [Learn more about the Largest Contentful Paint metric](https://developer.chrome.com/docs/lighthouse/performance/lighthouse-largest-contentful-paint/)",
"score": 0.81,
"scoreDisplayMode": "numeric",
"numericValue": 2870.7005,
"numericUnit": "millisecond",
"displayValue": "2.9 s",
"scoringOptions": {
"p10": 2500,
"median": 4000
}
},
"speed-index": {
"id": "speed-index",
"title": "Speed Index",
"description": "Speed Index shows how quickly the contents of a page are visibly populated. [Learn more about the Speed Index metric](https://developer.chrome.com/docs/lighthouse/performance/speed-index/).",
"score": 1,
"scoreDisplayMode": "numeric",
"numericValue": 1389.266484517548,
"numericUnit": "millisecond",
"displayValue": "1.4 s",
"scoringOptions": {
"p10": 3387,
"median": 5800
}
},
"screenshot-thumbnails": {
"id": "screenshot-thumbnails",
"title": "Screenshot Thumbnails",
"description": "This is what the load of your site looked like.",
"score": 1,
"scoreDisplayMode": "informative",
"details": {
"type": "filmstrip",
"scale": 3054,
"items": [
{
"timing": 382,
"timestamp": 193401588752,
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"
},
{
"timing": 764,
"timestamp": 193401970502,
"data": 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"
},
{
"timing": 1145,
"timestamp": 193402352252,
"data": 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"
},
{
"timing": 1527,
"timestamp": 193402734002,
"data": 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"
},
{
"timing": 1909,
"timestamp": 193403115752,
"data": 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"
},
{
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"timestamp": 193403497502,
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"
},
{
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"timestamp": 193403879252,
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"
},
{
"timing": 3054,
"timestamp": 193404261002,
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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": 3055,
"timestamp": 193404261862,
"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/).",
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"numericUnit": "millisecond",
"displayValue": "10 ms",
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"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": 1,
"scoreDisplayMode": "numeric",
"numericValue": 61,
"numericUnit": "millisecond",
"displayValue": "60 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,
"numericUnit": "unitless",
"displayValue": "0",
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"median": 0.25
},
"details": {
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"newEngineResult": {
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"cumulativeLayoutShiftMainFrame": 0
},
"newEngineResultDiffered": false
}
]
}
},
"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,
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"numericUnit": "millisecond",
"displayValue": "Root document took 30 ms",
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},
"details": {
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"headings": [
{
"key": "url",
"valueType": "url",
"label": "URL"
},
{
"key": "responseTime",
"valueType": "timespanMs",
"label": "Time Spent"
}
],
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{
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],
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},
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"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/).",
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"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/).",
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{
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"label": "Name"
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{
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{
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"label": "Duration"
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"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/).",
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"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. [Learn how to minimize main-thread work](https://developer.chrome.com/docs/lighthouse/performance/mainthread-work-breakdown/)",
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{
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"label": "Time Spent"
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{
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{
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{
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{
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"title": "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/).",
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"label": "URL"
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{
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"label": "Total CPU Time"
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{
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{
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"title": "Avoids enormous network payloads",
"description": "Large network payloads cost users real money and are highly correlated with long load times. [Learn how to reduce payload sizes](https://developer.chrome.com/docs/lighthouse/performance/total-byte-weight/).",
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{
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"description": "Minifying CSS files can reduce network payload sizes. [Learn how to minify CSS](https://developer.chrome.com/docs/lighthouse/performance/unminified-css/).",
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"title": "Minify JavaScript",
"description": "Minifying JavaScript files can reduce payload sizes and script parse time. [Learn how to minify JavaScript](https://developer.chrome.com/docs/lighthouse/performance/unminified-javascript/).",
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"description": "Reduce unused rules from stylesheets and defer CSS not used for above-the-fold content to decrease bytes consumed by network activity. [Learn how to reduce unused CSS](https://developer.chrome.com/docs/lighthouse/performance/unused-css-rules/).",
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"title": "Reduce unused JavaScript",
"description": "Reduce unused JavaScript and defer loading scripts until they are required to decrease bytes consumed by network activity. [Learn how to reduce unused JavaScript](https://developer.chrome.com/docs/lighthouse/performance/unused-javascript/).",
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"displayValue": "Est savings of 22 KiB",
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},
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"label": "Transfer Size"
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{
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"description": "Many navigations are performed by going back to a previous page, or forwards again. The back/forward cache (bfcache) can speed up these return navigations. [Learn more about the bfcache](https://developer.chrome.com/docs/lighthouse/performance/bf-cache/)",
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"id": "cache-insight",
"title": "Use efficient cache lifetimes",
"description": "A long cache lifetime can speed up repeat visits to your page. [Learn more about caching](https://developer.chrome.com/docs/performance/insights/cache).",
"score": 1,
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},
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"label": "Request"
},
{
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"valueType": "ms",
"label": "Cache TTL",
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},
{
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"label": "Transfer Size",
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},
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"id": "cls-culprits-insight",
"title": "Layout shift culprits",
"description": "Layout shifts occur when elements move absent any user interaction. [Investigate the causes of layout shifts](https://developer.chrome.com/docs/performance/insights/cls-culprit), such as elements being added, removed, or their fonts changing as the page loads.",
"score": 1,
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"details": {
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"id": "document-latency-insight",
"title": "Document request latency",
"description": "Your first network request is the most important. [Reduce its latency](https://developer.chrome.com/docs/performance/insights/document-latency) by avoiding redirects, ensuring a fast server response, and enabling text compression.",
"score": 1,
"scoreDisplayMode": "metricSavings",
"metricSavings": {
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"LCP": 0
},
"details": {
"type": "checklist",
"items": {
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"serverResponseIsFast": {
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"value": true
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"usesCompression": {
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},
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"id": "dom-size-insight",
"title": "Optimize DOM size",
"description": "A large DOM can increase the duration of style calculations and layout reflows, impacting page responsiveness. A large DOM will also increase memory usage. [Learn how to avoid an excessive DOM size](https://developer.chrome.com/docs/performance/insights/dom-size).",
"score": 1,
"scoreDisplayMode": "numeric",
"numericValue": 737,
"numericUnit": "element",
"metricSavings": {
"INP": 0
},
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"label": "Statistic"
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{
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{
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"label": "Value"
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{
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"value": 737
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},
{
"statistic": "DOM depth",
"node": {
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"lhId": "page-13-SPAN",
"path": "2,HTML,1,BODY,5,MAIN,0,MAIN,1,SECTION,0,DIV,1,DIV,1,DIV,0,DIV,0,A,5,DIV,0,DIV,0,SPAN,0,SPAN",
"selector": "div.absolute > div.flex > span.relative > span.animate-ping",
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"snippet": "<span class=\"animate-ping absolute inline-flex h-full w-full rounded-full bg-primary op…\">",
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},
{
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"snippet": "<body class=\"relative flex flex-col min-h-screen font-sans antialiased overflow-x-hidde…\">",
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"id": "duplicated-javascript-insight",
"title": "Duplicated JavaScript",
"description": "Remove large, [duplicate JavaScript modules](https://developer.chrome.com/docs/performance/insights/duplicated-javascript) from bundles to reduce unnecessary bytes consumed by network activity.",
"score": 1,
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"label": "Source"
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"key": "sourceTransferBytes"
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"granularity": 10,
"label": "Duplicated bytes"
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],
"items": [],
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"id": "font-display-insight",
"title": "Font display",
"description": "Consider setting [font-display](https://developer.chrome.com/docs/performance/insights/font-display) to swap or optional to ensure text is consistently visible. swap can be further optimized to mitigate layout shifts with [font metric overrides](https://developer.chrome.com/blog/font-fallbacks).",
"score": 1,
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"label": "URL"
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{
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"label": "Est Savings"
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],
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"skipSumming": [
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},
"guidanceLevel": 3
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"title": "Forced reflow",
"description": "A forced reflow occurs when JavaScript queries geometric properties (such as offsetWidth) after styles have been invalidated by a change to the DOM state. This can result in poor performance. Learn more about [forced reflows](https://developer.chrome.com/docs/performance/insights/forced-reflow) and possible mitigations.",
"score": 1,
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"title": "Improve image delivery",
"description": "Reducing the download time of images can improve the perceived load time of the page and LCP. [Learn more about optimizing image size](https://developer.chrome.com/docs/performance/insights/image-delivery)",
"score": 0,
"scoreDisplayMode": "metricSavings",
"displayValue": "Est savings of 25 KiB",
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},
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{
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"nodeLabel": "E-TIB Gruppe Baustelle"
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"items": [
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"title": "INP breakdown",
"description": "Start investigating [how to improve INP](https://developer.chrome.com/docs/performance/insights/inp-breakdown) by looking at the longest subpart.",
"score": null,
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"title": "LCP breakdown",
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"score": 1,
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"details": {
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{
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{
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"width": 412,
"height": 700
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"snippet": "<img src=\"https://e-tib.com/assets/videos/web/hero-kabelpflug-poster-mobile.webp\" srcset=\"/assets/videos/web/hero-kabelpflug-poster-mobile.webp 800w, /assets/videos…\" sizes=\"100vw\" alt=\"E-TIB Gruppe Baustelle\" class=\"absolute inset-0 w-full h-full object-cover z-[1] pointer-events-none\" decoding=\"async\" loading=\"eager\" fetchpriority=\"high\">",
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"id": "lcp-discovery-insight",
"title": "LCP request discovery",
"description": "[Optimize LCP](https://developer.chrome.com/docs/performance/insights/lcp-discovery) by making the LCP image discoverable from the HTML immediately, and avoiding lazy-loading",
"score": 1,
"scoreDisplayMode": "numeric",
"metricSavings": {
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"details": {
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{
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"items": {
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"eagerlyLoaded": {
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"value": true
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}
},
{
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"path": "2,HTML,1,BODY,5,MAIN,0,MAIN,0,DIV,1,IMG",
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"height": 700
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"snippet": "<img src=\"https://e-tib.com/assets/videos/web/hero-kabelpflug-poster-mobile.webp\" srcset=\"/assets/videos/web/hero-kabelpflug-poster-mobile.webp 800w, /assets/videos…\" sizes=\"100vw\" alt=\"E-TIB Gruppe Baustelle\" class=\"absolute inset-0 w-full h-full object-cover z-[1] pointer-events-none\" decoding=\"async\" loading=\"eager\" fetchpriority=\"high\">",
"nodeLabel": "E-TIB Gruppe Baustelle"
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"title": "Legacy JavaScript",
"description": "Polyfills and transforms enable older browsers to use new JavaScript features. However, many aren't necessary for modern browsers. Consider modifying your JavaScript build process to not transpile [Baseline](https://web.dev/articles/baseline-and-polyfills) features, unless you know you must support older browsers. [Learn why most sites can deploy ES6+ code without transpiling](https://developer.chrome.com/docs/performance/insights/legacy-javascript)",
"score": 1,
"scoreDisplayMode": "metricSavings",
"metricSavings": {
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"LCP": 0
},
"details": {
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"headings": [
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"valueType": "source-location"
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{
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}
],
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],
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"node_modules/@paulirish/trace_engine/models/trace/insights/LCPDiscovery.js | title": [
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],
"node_modules/@paulirish/trace_engine/models/trace/insights/LegacyJavaScript.js | title": [
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],
"node_modules/@paulirish/trace_engine/models/trace/insights/LegacyJavaScript.js | description": [
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],
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],
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],
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],
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],
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"path": "audits[render-blocking-insight].displayValue"
}
],
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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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],
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],
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],
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],
"core/config/default-config.js | a11yColorContrastGroupTitle": [
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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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],
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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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],
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],
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],
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],
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],
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],
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],
"core/config/default-config.js | webmcpGroupTitle": [
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],
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],
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],
"core/config/default-config.js | agentAccessibilityGroupDescription": [
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]
}
}
}