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","checks":[{"id":"S1","name":"Lighthouse performance score (desktop)","dimension":"speed","weight":18,"status":"partial","earned":9.9,"evidence":"55/100 (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":"fail","earned":0,"evidence":"LCP 9.3s","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 20ms","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 8.9s","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 112ms 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 661ms from its own network — the gap between the two numbers is distance, not your server.","remediation":"The server rebuilds the page on every request. A page cache answers in 5–15ms.","refs":[{"name":"web.dev — Time to First Byte","url":"https://web.dev/articles/ttfb"}]},{"id":"D2","name":"Page served from cache","dimension":"delivery","weight":7,"status":"pass","earned":7,"evidence":"Cache HIT evidence in response headers","remediation":"Serve HTML from a static cache instead of rebuilding it per visitor.","refs":[{"name":"MDN — HTTP caching","url":"https://developer.mozilla.org/en-US/docs/Web/HTTP/Caching"}]},{"id":"D3","name":"HTML compression (Brotli/GZIP)","dimension":"delivery","weight":5,"status":"pass","earned":5,"evidence":"Content-Encoding: br","remediation":"Compress text responses — Brotli typically saves ~15–20% over GZIP.","refs":[{"name":"MDN — Content-Encoding","url":"https://developer.mozilla.org/en-US/docs/Web/HTTP/Headers/Content-Encoding"},{"name":"RFC 7932 — Brotli","url":"https://www.rfc-editor.org/rfc/rfc7932"}]},{"id":"D4","name":"Efficient cache policy on static assets","dimension":"delivery","weight":5,"status":"fail","earned":0,"evidence":"Fails the Lighthouse cache-policy audit — 1 file: forms.js (app.surecontact.com)","remediation":"Every asset with a short cache lifetime here is served by another host (app.surecontact.com). 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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."}}}