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","screenshotDesktop":"data:image/jpeg;base64,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","checks":[{"id":"S1","name":"Lighthouse performance score (mobile)","dimension":"speed","weight":18,"status":"partial","earned":11.2,"evidence":"62/100 (Lighthouse 13.4.1, mobile)","remediation":"The composite Lighthouse score — every fix below moves it.","fix":{"tier":"free","feature":"AI Optimize","prompt":"Using my site's xSpeed MCP connection: run optimize_site, then run_benchmark to verify the score improved."},"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":"fail","earned":0,"evidence":"LCP 7.4s","remediation":"Serve the hero content faster: cache the page, preload the LCP image, and ship critical CSS.","fix":{"tier":"free","feature":"Page Cache + Preloader (Critical CSS in Pro)","prompt":"Using my site's xSpeed MCP connection: enable page caching, start the preloader, and (on Pro) generate critical CSS for this page; then re-test LCP."},"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 42ms","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":"fail","earned":0,"evidence":"FCP 4.4s","remediation":"First paint is gated on server response and render-blocking CSS.","fix":{"tier":"free","feature":"Page Cache + CSS Minify","prompt":"Using my site's xSpeed MCP connection: enable page caching and CSS minification, then re-test First Contentful Paint."},"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":"partial","earned":4,"evidence":"TTFB 272ms measured from Vilnius, Lithuania (EU) — your server reported 178ms of that (Server-Timing); the rest is network distance to our prober.","remediation":"Your server is already fast; what this check measures is dominated by the distance to our prober. 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Scan any public site and get the same graded report as this one, with the fix for every failing check."}}}