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","restricted":null,"screenshot":"data:image/jpeg;base64,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","screenshotDesktop":"data:image/jpeg;base64,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performance score (mobile)","dimension":"speed","weight":18,"status":"partial","earned":12.6,"evidence":"70/100 (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 4.9s","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 0ms","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 4.8s","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 171ms 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 4ms 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":"pass","earned":5,"evidence":"Passes the Lighthouse cache-policy audit","remediation":"Give CSS/JS/images long Cache-Control lifetimes so repeat views are free.","refs":[{"name":"Lighthouse — Efficient cache policy","url":"https://developer.chrome.com/docs/lighthouse/performance/uses-long-cache-ttl"}]},{"id":"D5","name":"CDN / edge network","dimension":"delivery","weight":3,"optional":true,"status":"info","earned":0,"evidence":"No CDN signature detected","naReason":"Optional — a bonus when present.","remediation":"Optional: put a CDN or Cloudflare in front for global edge delivery.","fix":{"tier":"free","feature":"Cloudflare integration / CDN rewriter","prompt":"Using my site's xSpeed MCP connection: connect Cloudflare (or configure the CDN rewriter) and purge, then re-scan."},"refs":[{"name":"web.dev — Content delivery networks","url":"https://web.dev/articles/content-delivery-networks"}]},{"id":"D6","name":"Clean redirect chain","dimension":"delivery","weight":2,"status":"pass","earned":2,"evidence":"No redirects — the URL answers directly","remediation":"Each redirect adds a full round-trip before the page can even start.","refs":[{"name":"Lighthouse — Avoid redirects","url":"https://developer.chrome.com/docs/lighthouse/performance/redirects"}]},{"id":"A1","name":"No render-blocking resources","dimension":"assets","weight":5,"status":"fail","earned":0,"evidence":"Fails the Lighthouse audit — 4 files: 86cf84650d65c2238465fcff25814523.css, trustindex-google-widget.css, css2 (fonts.googleapis.com)… · ~4.4s of first paint","remediation":"Inline the critical CSS and defer the rest. 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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."}}}