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","screenshotDesktop":"data:image/jpeg;base64,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","checks":[{"id":"S1","name":"Lighthouse performance score (desktop)","dimension":"speed","weight":18,"status":"partial","earned":11.2,"evidence":"62/100 (Lighthouse 13.5.0, desktop)","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":"pass","earned":8,"evidence":"LCP 2.1s","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":"fail","earned":0,"evidence":"TBT 706ms","remediation":"Less JavaScript on the main thread: defer scripts and drop unused bundles.","fix":{"tier":"free","feature":"JS Minify + Defer","prompt":"Using my site's xSpeed MCP connection: enable JS minification and deferred loading, then re-test Total Blocking Time."},"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 399ms","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 134ms measured from Vilnius, Lithuania (EU) (best of 2 requests). This includes the network round trips between us and your origin, not just server time. Google measured your server responding in 16ms from its own network — the gap between the two numbers is distance, not your server.","remediation":"The server rebuilds the page on every request. 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documentation","url":"https://xspeedcache.com/docs"}]}],"dimensions":{"speed":{"earned":28.2,"weight":40,"score":71,"applicable":true},"delivery":{"earned":25,"weight":30,"score":83,"applicable":true},"assets":{"earned":14,"weight":20,"score":70,"applicable":true},"stack":{"earned":0,"weight":8,"score":0,"applicable":true}},"overallScore":69,"partial":false,"challenged":null,"unanalysable":false,"gradedWeight":98,"grade":"D","level":3,"levelName":"Average","reportUrl":"https://xspeedcache.com/scan/r/elitefabrico-com-5691f17ae8","recommendations":{"recommend":[{"product":"xSpeed Cache (free)","why":"WordPress with no xSpeed detected. The free plugin plus its setup wizard turns most of the failing checks in this report green.","url":"https://wordpress.org/plugins/xspeed/"}],"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."}}}