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performance score (mobile)","dimension":"speed","weight":18,"status":"pass","earned":18,"evidence":"100/100 (Lighthouse 13.4.1, mobile)","remediation":"The composite Lighthouse score — every fix below moves it.","refs":[{"name":"Lighthouse performance scoring","url":"https://developer.chrome.com/docs/lighthouse/performance/performance-scoring"}]},{"id":"S2","name":"Largest Contentful Paint ≤ 2.5s","dimension":"speed","weight":8,"status":"pass","earned":8,"evidence":"LCP 951ms","remediation":"Serve the hero content faster: cache the page, preload the LCP image, and ship critical CSS.","refs":[{"name":"web.dev — Largest Contentful Paint","url":"https://web.dev/articles/lcp"},{"name":"Optimize LCP","url":"https://web.dev/articles/optimize-lcp"}]},{"id":"S3","name":"Cumulative Layout Shift ≤ 0.1","dimension":"speed","weight":5,"status":"pass","earned":5,"evidence":"CLS 0.000","remediation":"Reserve space for images/embeds so the page does not jump as it loads.","refs":[{"name":"web.dev — Cumulative Layout Shift","url":"https://web.dev/articles/cls"}]},{"id":"S4","name":"Total Blocking Time ≤ 200ms","dimension":"speed","weight":5,"status":"pass","earned":5,"evidence":"TBT 0ms","remediation":"Less JavaScript on the main thread: defer scripts and drop unused bundles.","refs":[{"name":"web.dev — Total Blocking Time","url":"https://web.dev/articles/tbt"}]},{"id":"S5","name":"First Contentful Paint ≤ 1.8s","dimension":"speed","weight":4,"status":"pass","earned":4,"evidence":"FCP 942ms","remediation":"First paint is gated on server response and render-blocking CSS.","refs":[{"name":"web.dev — First Contentful Paint","url":"https://web.dev/articles/fcp"}]},{"id":"D1","name":"Time to first byte ≤ 200ms","dimension":"delivery","weight":8,"status":"pass","earned":8,"evidence":"TTFB 160ms measured from Vilnius, Lithuania (EU) (best of 2 requests). 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