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04nOtayKQK/iaFkBAFgF3NmbZ5q24ssJGHvh8o73kqgtpb99mVsl10IVj1kzdl0RwCAIAgCAIAgCA0veO5+atub1NxFpfAYgR3u5LvNm6N9mVUfPX0Oda1kUhV/k0IAgAGThYBd/Z22C1bdWWEjhc+ASOHtKoDaS/fZjbLz0IVj1kzc10hwCAICHuk/c/oego6UO51dS1hHsAJ+C9rsLRvMwc/CjdSvmKnK5iUEAQHPb6Y1lfTUzeuaVrB/c4Wm6zd1ym+5Av5YqRtDZqKlaOERQMZj3AL5xxVjsunN97ZAfM74WgwEAQBAEAQBAEBDfSfuwo9DRUIeA6sqGt4c88N5/Be22Ew+8x7s8K/k3UriVRVykoIAgPuna108bXHDS8An+64TbUW0C/wDp+KKGyUEdOQYmwMDSOrGAvm/FuUr5uXPVkB8z0FHMBAEBEvSU03U3zQoqaVjpH0Ewmc1oyS3BB/HK9lsTjoYfH9ib4SWn/s20vRlR1dBLCyAgNh27ghqNbWWOdzWxmqYSXdXI5C6vOpyjgbXHnozjLky+DMYAHUvnggmUAQBAEBWF3SuvhcS2y0gb2DjPJWwvZ9htONjJO4R8+lbfv4NSffKz+n2G+ozO5Q9K2/fwak++U/T7DfUY3KMjpW33nmy0h7vrlY/T7DfUZjcIjLXe4d63AuIq7tK3hjGIoWcmMHuXrMoyXD5bX2KFz5vvZtjFR5GsrtzkEAQBYBKuiekPqPSVrZbJoIrjBEMRGUkOaO7PavHZpsZhMba7otxb56GqVSb1Nj9LG7/wGl8U/JdZ+ntH1X6HHcIy3pY3biHFYKYjPP8A1T8kfs9o04Wv0G4RJ23O+lh13M2he11vuJHKGU8n/wBJ7V5LOtlcTly3i+aHVf2apVuJI80MdTC+GVjXxvHC5rhkELy8ZOL7S5o1lSt89o5dG3J93tcLn2ipdk4GfIOPYfYrm2U2ijjqtxc/8i/JLrnqtCJV7Q2mUB9QzSU8rJonFkjHBzXDrBHauM4qUXGXJgmfT/Sh1Ba7fHS11up698bQ0Sl5YSPavCYvYPC3WOdc3FPu5ml0pnp+lncf9uU/jn5KJ+nlX1n6GNz5j0s7j/t2n8c/JP08q+s/QbjzNt256R1Hqy8x2i628W6ac8MMjX8THHuPcumzrYuzBUu+mfaS59ThKrRaomkcwvCmk/O1fTZ2AQBAEAQBAEAQBAEAQBAc1HWT2+qiqqWV0U0Tg9j2nBBC121Rtg4TWqZgt9sruzBr20ijrHNju9KwCRpP60faCpLabZ6WW27yHGuXLy8iLZDskgXmz0d9ts9ur4WzU87S17XBecw2Isw9itqejRrT0KZ7r7Z1m3l+fFwukt05LqafHIj7J9oV57PZ5XmdGv8AuuaJcJ9pGjr0JsCAIAgCA2HbyhkuOtrNSxZ431TMY9hz8F1ec2qrBWzl3JnGT0TL4NGGgL54IJ+dy+mzsAgCAIAgCAIAgCAIAgCAwgPT07qGv0vd6e622Z0VRA4OBB5OHaD7ComNwVWMplRatUzDWq0LobZ7h0O4NhjrYHNZVsAbUQZ5sd8lROd5NblmIdcv2vkyHOHZZ6OtNHW7W1jntdxia5r2nycmOcbuwhRcszK3AXq6p/fzMRk4vUpVrbRtw0Rfp7VcGEFhzHJjlI3sIV85VmdWYUK+p/fyZMjJSWqPBXZHIIAgCAkvo72vzjuXROLciljfPnuxy+K8ntnfussmvFojXa9Ilxx1KkCGfnavps7AIAgCAIAgCAIAgCAIAgCAIDZNAa5uGgr9Fc6F5LMhs0WeUjO0FdTnGU1Zjh3TYuPc+jOMoqS0LqaS1XbtY2WC622ZskUrRxNzzY7tB9qojMMBbgr5UXLRohSi4vRng7q7aUW4Vhkgc1sdwhBdTz45g/ZPsK7DIM8syzEKS4wfNHKufZZTK82etsNynt1whdDUQPLHNcP8q9cLiq8TUranqmTE9eR0lIMhAEBPPRQtflb1d7i5vKGFsbT7zz/BVz7Qb9Kaql3ts0XvgWZwqqIxTB+wW4LTysjne6RvzV6La/K3/wBn4ZM3sep8/mE3C/gL/Eb81n4uyv6v4Y3keoOwm4Q/9DJ4jfmnxdlX1fwxvY9TTr5p+6abrXUN2opaSob+xIOv3HtXeYTGU4qG8okpI5pp8jzlKMmUAQBAbNprbXVerYDUWezz1EI/8nJrT7ietdRjs8wOCl2L7En0OLmlzPb/ADCbhfwF/iN+agfF2V/V/DMbyPUfmE3C/gL/ABG/NPi7K/q/hmN5HqfEuxG4MMbpDYJSGjJAe0n8Vyjtblcnpvf5G8j1NIrqCqttVJSVkEkE8Z4XxvGCCu/puhdBTreqZsT1OBbQEBv+0G6FVt7e2iV7pLXUODaiLu/mHtXmdpMhhmVDcf3rk/6Nc4dpFyLXdKS8UEFfRTNmp52h7HtOQQVR99E6bHVYtGiI1pwI+3b2Yotw4RWUr2Ul1iGGy4+rIO53zXpNndprMse7mu1W+7p9jZXZ2Svtd0f9wKOd0UdmNS0HAkikbg/9kKyqdsMrnHV2afdM3q2J1/zFbh/7cn8RnzW34syr6y9H/wDDO8j1PuLYfcOSRrDp+VgJxxOkZgf5XGW1uVJa738MxvI9SyWzO2z9u9Ovgq5GyV1S/wApMW9Te5oVW7S52szxPagtIx4Ij2T7TJBXmzWEAQBAQP0raOj/ACetdWY2/TBU8AfjnwcJyP8AvCsL2fWWe82Q1+XT8m+jmVlVskkIAgOe30pra+npR1zStjH9zharrN3XKfRamGX401aqey2OhoKaJsTIYWN4WjHPHNfOeNxEr752zerbZBb1Z6aimAgGEBVzpUUFDT6mt1RAxramaA+VwMZAPIlW3sBbZLDThJ/KnwJNDehCCsA3hAEBPvRg11VNuc+laqZz6eRhlpw4/oEdYHvVb7d5TDdLGwXFPR+Zoujw1LKqrCMEAQBAEAQBAEAwgK2dLC6cVfZrc0/oRvkcM9pPJWl7PaNK7bn1SJFC4MgBWSSAgCA2na61m76+stJw8QNS1+MfZ5/BdPn1+4y+2fl/PA4zekWXoAXz4QTKAIAgKh9JS6fT9xZIAcikgZFjuPM/FXTsPRu8uUvE2yXStIkUr2RtCAICVujTQvqtx45RybBTveT/ANLxu3Fqhlrj1aNVr+Ut4qWIgQBAEAQBAEAQBAU+6R11847kVMQI4aWJkOO488/irs2Kw+6y2MvE2yXStIkXL15tCAICWOjRa/p24bZy3LaSB0me48h8V4zbi/d5d2PE0jTc/lLdBUuRQgCAwTjKAovuhc/O+vr3V5zmpczP9P1fgvoPIKNxl9UPL+eJOgtImrLuDkEAQFgeifay6svVyc3k1jImOx25Ofgq09oN+kKqV5sj3vuLIqryOEAQBAEAQBAEBg9RQFGN055qncG+yztLZDUuyCvoLZ+EYZfVGPLQmw/ajVV3JzCAwgLD9E61HjvV0czkAyJjse8n4KsvaDiOFVK82R733FjFWJHCAIDq3SR0Vtq5IwS9sTy0DvwVtoSdkU+qMooDdZZJ7nVyygiR8z3OB7CScr6Pw0VGqMY8tET0dVbwEAQFsejDaTRaDlq3sINXUueCe0AAfBUzt1iN5j1BP9qIlz4kwrxRqCAIAgCAIAgCAHqWECBd/tvLFNIb8IpYq2XAkMbgGv8AaRjrVibIZziYr3XXWK5G+qT5EG/k5Rd833h8lYPvtnkb9R+TlF3zfeHyRY2wanatmk7fV1sMMhn4XuAOHDP4LTfmNsIOS0MNlv8AQWl7XpTTlNQ2qDyURaHuJOXPce0lUnmuPuxmJlbc9WRJSbfE2NdacQgCAwQCCDzBQFZ989uLBbLwK+jhlgkqyXyMY/6me8DHJWpspnWKtp3Vj1UeXUk1ybRFn5OUQ7ZvvD5L2HvtnkbdR+TlF3zfeHyT32wanvaL0Jab5fqejqzUGJ7gCGvAJ/wuuzPNr8Ph5WV6anGUmlqW/sVoo7Faqa3W+EQ00DA1jB2BUnicRZiLZW2vWTIjerO+tBgIAgCAIAgP/9k=","restricted":null,"screenshot":"data:image/jpeg;base64,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","checks":[{"id":"S1","name":"Lighthouse performance score (mobile)","dimension":"speed","weight":18,"status":"partial","earned":16,"evidence":"89/100 (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":"pass","earned":8,"evidence":"LCP 2.0s","remediation":"Serve the hero content faster: cache the page, preload the LCP image, and ship critical CSS.","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":"partial","earned":2.5,"evidence":"CLS 0.191","remediation":"Reserve space for images/embeds so the page does not jump as it loads.","fix":{"tier":"free","feature":"Lazy Load — CLS fix (adds width/height)","prompt":"Using my site's xSpeed MCP connection: enable lazy loading with the CLS fix so images reserve their space, then re-test CLS."},"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":"pass","earned":4,"evidence":"FCP 1.7s","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":"partial","earned":4,"evidence":"TTFB 575ms (best of 2 requests from our scanner)","remediation":"The server rebuilds the page on every request. A page cache answers in 5–15ms.","fix":{"tier":"free","feature":"Page Cache","prompt":"Using my site's xSpeed MCP connection: enable page caching and warm this page with the preloader, then re-check TTFB."},"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":"fail","earned":0,"evidence":"No cache evidence in headers or HTML","remediation":"Serve HTML from a static cache instead of rebuilding it per visitor.","fix":{"tier":"free","feature":"Page Cache + Preloader","prompt":"Using my site's xSpeed MCP connection: enable page caching, start the preloader so pages are pre-warmed, and confirm get_cache_status reports hits."},"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: 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available.","fix":{"tier":"pro","feature":"Image Converter (WebP/AVIF)","prompt":"Using my site's xSpeed MCP connection: enable WebP/AVIF conversion with URL rewriting, then re-test image audits."},"refs":[{"name":"Lighthouse — Modern image formats","url":"https://developer.chrome.com/docs/lighthouse/performance/uses-webp-images"}]},{"id":"A4","name":"Offscreen images lazy-loaded","dimension":"assets","weight":4,"status":"info","earned":0,"evidence":"Audit not reported for this page","naReason":"Audit not reported for this page","remediation":"Re-run when Lighthouse is available.","fix":{"tier":"free","feature":"Lazy Load","prompt":"Using my site's xSpeed MCP connection: enable lazy loading for images and iframes, then re-test."},"refs":[{"name":"Lighthouse — Defer offscreen images","url":"https://developer.chrome.com/docs/lighthouse/performance/offscreen-images"}]},{"id":"A5","name":"Total page weight ≤ 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present.","remediation":"Optional: connect xSpeed's built-in MCP server and your AI assistant can apply every fix in this report for you.","fix":{"tier":"free","feature":"MCP Server (built into xSpeed Free)","prompt":"In xSpeed → MCP Server, click Connect and paste the config into your AI client — then ask it to fix this report."},"refs":[{"name":"Model Context Protocol","url":"https://modelcontextprotocol.io/"},{"name":"xSpeed documentation","url":"https://xspeedcache.com/docs"}]}],"dimensions":{"speed":{"earned":35.5,"weight":40,"score":89,"applicable":true},"delivery":{"earned":14,"weight":25,"score":56,"applicable":true},"assets":{"earned":3,"weight":7,"score":43,"applicable":true},"stack":{"earned":0,"weight":8,"score":0,"applicable":true}},"overallScore":66,"partial":false,"challenged":null,"unanalysable":false,"gradedWeight":80,"grade":"D","level":3,"levelName":"Average","reportUrl":"https://xspeedcache.com/scan/r/learnerlms-com-34d8901e33"}