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","checks":[{"id":"S1","name":"Lighthouse performance score (mobile)","dimension":"speed","weight":18,"status":"partial","earned":11.7,"evidence":"65/100 (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 6.1s","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":"partial","earned":2.5,"evidence":"TBT 234ms","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":"fail","earned":0,"evidence":"FCP 3.2s","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 128ms (best of 2 requests from our scanner)","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 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