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— 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":"pass","earned":4,"evidence":"FCP 641ms","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 169ms 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 44ms 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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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."}}}