diff --git a/docs/lighthouse/lighthouse-report.html b/docs/lighthouse/lighthouse-report.html
index bf8708aa..4c25c286 100644
--- a/docs/lighthouse/lighthouse-report.html
+++ b/docs/lighthouse/lighthouse-report.html
@@ -28,7 +28,7 @@
 
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"}]}},"final-screenshot":{"id":"final-screenshot","title":"Final 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"}},"total-blocking-time":{"id":"total-blocking-time","title":"Total 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[Learn more](https://web.dev/lighthouse-total-blocking-time/).","score":1,"scoreDisplayMode":"numeric","numericValue":61,"numericUnit":"millisecond","displayValue":"60 ms"},"max-potential-fid":{"id":"max-potential-fid","title":"Max Potential First Input Delay","description":"The maximum potential First Input Delay that your users could experience is the duration of the longest task. [Learn more](https://web.dev/lighthouse-max-potential-fid/).","score":0.76,"scoreDisplayMode":"numeric","numericValue":172,"numericUnit":"millisecond","displayValue":"170 ms"},"cumulative-layout-shift":{"id":"cumulative-layout-shift","title":"Cumulative Layout Shift","description":"Cumulative Layout Shift measures the movement of visible elements within the viewport. [Learn more](https://web.dev/cls/).","score":1,"scoreDisplayMode":"numeric","numericValue":0.00863094974187088,"numericUnit":"unitless","displayValue":"0.009","details":{"type":"debugdata","items":[{"cumulativeLayoutShiftMainFrame":0.00863094974187088,"totalCumulativeLayoutShift":0.00863094974187088}]}},"errors-in-console":{"id":"errors-in-console","title":"No browser errors logged to the console","description":"Errors logged to the console indicate unresolved problems. They can come from network request failures and other browser concerns. [Learn more](https://web.dev/errors-in-console/)","score":1,"scoreDisplayMode":"binary","details":{"type":"table","headings":[],"items":[]}},"server-response-time":{"id":"server-response-time","title":"Initial server response time was short","description":"Keep the server response time for the main document short because all other requests depend on it. [Learn more](https://web.dev/time-to-first-byte/).","score":1,"scoreDisplayMode":"binary","numericValue":184.988,"numericUnit":"millisecond","displayValue":"Root document took 180 ms","details":{"type":"opportunity","headings":[{"key":"url","valueType":"url","label":"URL"},{"key":"responseTime","valueType":"timespanMs","label":"Time Spent"}],"items":[{"url":"https://opentemplatehub.com/","responseTime":184.988}],"overallSavingsMs":84.988}},"interactive":{"id":"interactive","title":"Time to Interactive","description":"Time to interactive is the amount of time it takes for the page to become fully interactive. 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"}},"total-blocking-time":{"id":"total-blocking-time","title":"Total 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[Learn more](https://web.dev/lighthouse-total-blocking-time/).","score":0.97,"scoreDisplayMode":"numeric","numericValue":98.5,"numericUnit":"millisecond","displayValue":"100 ms"},"max-potential-fid":{"id":"max-potential-fid","title":"Max Potential First Input Delay","description":"The maximum potential First Input Delay that your users could experience is the duration of the longest task. [Learn more](https://web.dev/lighthouse-max-potential-fid/).","score":0.5,"scoreDisplayMode":"numeric","numericValue":247,"numericUnit":"millisecond","displayValue":"250 ms"},"cumulative-layout-shift":{"id":"cumulative-layout-shift","title":"Cumulative Layout Shift","description":"Cumulative Layout Shift measures the movement of visible elements within the viewport. [Learn more](https://web.dev/cls/).","score":1,"scoreDisplayMode":"numeric","numericValue":0.008646516260418582,"numericUnit":"unitless","displayValue":"0.009","details":{"type":"debugdata","items":[{"cumulativeLayoutShiftMainFrame":0.008646516260418582,"totalCumulativeLayoutShift":0.008646516260418582}]}},"errors-in-console":{"id":"errors-in-console","title":"No browser errors logged to the console","description":"Errors logged to the console indicate unresolved problems. They can come from network request failures and other browser concerns. [Learn more](https://web.dev/errors-in-console/)","score":1,"scoreDisplayMode":"binary","details":{"type":"table","headings":[],"items":[]}},"server-response-time":{"id":"server-response-time","title":"Initial server response time was short","description":"Keep the server response time for the main document short because all other requests depend on it. [Learn more](https://web.dev/time-to-first-byte/).","score":1,"scoreDisplayMode":"binary","numericValue":161.043,"numericUnit":"millisecond","displayValue":"Root document took 160 ms","details":{"type":"opportunity","headings":[{"key":"url","valueType":"url","label":"URL"},{"key":"responseTime","valueType":"timespanMs","label":"Time Spent"}],"items":[{"url":"https://opentemplatehub.com/","responseTime":161.043}],"overallSavingsMs":61.043000000000006}},"interactive":{"id":"interactive","title":"Time to Interactive","description":"Time to interactive is the amount of time it takes for the page to become fully interactive. 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