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","screenshotDesktop":"data:image/jpeg;base64,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performance score (desktop)","dimension":"speed","weight":18,"status":"fail","earned":7.6,"evidence":"42/100 (Lighthouse 13.4.1, 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 5.0s","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 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Scan any public site and get the same graded report as this one, with the fix for every failing check."}}}