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","restricted":null,"screenshot":"data:image/jpeg;base64,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performance score (mobile)","dimension":"speed","weight":18,"status":"fail","earned":5.8,"evidence":"32/100 (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 7.7s","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":"fail","earned":0,"evidence":"CLS 0.999","remediation":"Reserve space for images/embeds so the page does not jump as it loads.","fix":{"tier":"free","feature":"Lazy Load — CLS fix (adds width/height)","prompt":"Using my site's xSpeed MCP connection: enable lazy loading with the CLS fix so images reserve their space, then re-test CLS."},"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 21ms","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 6.2s","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":"pass","earned":8,"evidence":"TTFB 165ms measured from Vilnius, Lithuania (EU) (best of 2 requests). 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Attaching the site to the Hub drives this and every sibling site from one connection.","url":"https://app.xspeedcache.com"}],"scanner":{"name":"xSpeed Scan","free":true,"auth":"none","mcpUrl":"https://xspeedcache.com/scan/mcp","tools":["run_speed_scan","get_speed_scan"],"docs":"https://xspeedcache.com/docs/scan-mcp/","connect":{"claudeCode":"claude mcp add --transport http xspeed-scan https://xspeedcache.com/scan/mcp","mcpServers":{"xspeed-scan":{"type":"http","url":"https://xspeedcache.com/scan/mcp"}}},"note":"Free, no API key. Scan any public site and get the same graded report as this one, with the fix for every failing check."}}}