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" 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LAFFgCiwBRYAosAUWAKACmB5p+0X8Hv+F9/BzxB4D/tY6H/a32f/AE/7N9o8ryriOb/V703Z8rb94Yzntg6UansZxn2M6sOeHKeJfslfsFn9l34j6j4q/wCE5/4SU3mlSaZ9k/sj7Ls3zQyb9/nvnHk4xgfeznjB68Ri/rEVHltY5aGH9lK9z6i8N+Hbbwxp8lnaPK8Ul1c3jGZtzeZPO88nPYb5GwOwwO1cLd3c7IrlVjWpFBQAUAFACZoAKAFoATNABmgAzQAZoAWgDn/HGqa1o/h5rjQLCPU9U+02sSW024IyPcRpIxK5KhUZ23YO3bkggEU4pN2exLbS03OXb4na8+nI1v4J1OW+CIZIbpGt0LGze5+VgsgOHRYSOzvjsM6csOjM+eXYveBvHus+KdZurLUfCl5oMUEZfz7nzCsh+TaFJjVTkmTjdkeWCR84xMlFLRlRk29Ud1UGgUAFABQBxfi7xF4i0rxbolnpVgl1pk8F1LeyG0mldCkZMW11IRQWABByx3KFUjcyXFRa1ZEm1sR+FPiHqHiXWIrWbwxqOkWk1q1xFdX0UicrNLGY3UoAjbUicAnkS8Z2ElyiktGEZN7o2fG+t33h3QPt2nWT6hMl1arJBHC8z+Q1xGk7KifMWWJpGAAPK9D0qFq9Rt22OC1n4z68F1KPRvAGu3LC2nNhPcWUqCadfM2b0KrtjIjDZLhj5iKqlidunLDe5nzS6o39d+IupaRc4tvDF/qFo1nBdxzxQT5cOzrIpQRMysgER2Ebz5p+UCNmpKMb6srmfYq6j8SPE9lBcyR+Brm5Mf2zykS4fMnk3UcMef3PHmxu0q9eEI5HzB8sP5hc0uxX8JfETxfrnju2sNU8JS6NoM1rPm4aKV2jukmZVUybQux40LglR95RnJXcnGCWjCMpN2aPT6zNTm/iF8QNA+F/hDUfE/ifUV0rQtPVXubtkdwgZ1RflQFmJZlAABJJFVGLm1GO7Jk0ouT6GP8ADf43fD/4uxRnwd4u0jX5Gt1uzaWl2puYojgBpICRJHyQCHUEE4IolCUHaSEmpbM7rAU9Km5dkG6ldAKGz0pgFABQAYoATaPSgVhshAxuwB6k0Axu9QSMZb0B5o1BJMBIrDOMDGcnt/n+lVZk6CGRBycDGT1xx3/CpAkUgnIoK0HUDPNv2i/g7/wvv4OeIPAf9rf2H/a3kf8AEw+zfaPK8q4jm/1e9N2fL2/eGM55xg7UansaiqLoZVaftIOHc8R/ZK/YL/4Zd+JGo+Kv+E4/4Sb7XpUmmfZf7I+ybN80Mm/f58mceTjGP4uvGD14nFPERSatY56GHdGXNc+kdc+HmleJNWub7Ug96J7aG0NtOEkhSJJjK6qrKcCU7BIOjiGLgFAa4VJrY6nG7If+FW+G/tk922mW0l1O0sks8kCNIzyMjF923O4GKPB7bF9Kr2kifZo2dG8O2mhPdNaxrGbmXzpQqhQ8mMFzjqxAAJOScD0FTKTnuXGPKrGpUFBQAUAFAFPVtN/taxltTcT2qyrsaW1fZIFyMhXHK5AIyuGGcgggENOwmrnGD4KaAZJS73fkyJJE0EMot1Eb/bAUXygpTAv5gGUhvljO7Kkm3Nsz5EF38FtCvJ9GkkuNRI0u7ub2INdM7NJPHPGxMjZkTAuZCDGyHO0knAp+0d7h7NWsUz8A9APhSw8P/bNS+x2Xhm58KRuZkMhtJ47eN3JKY8zFtGRgBQSx2nPE8zHy+Z6SqkAZOTUdS1orDqBnnX7QPxgi+A3wh8QeOrjTX1ePSkh/0OOQRmVpJo4VG4g4AaQEnB4B4JrWjT9tUjBdTKpP2cZSfQ8+/Zp/bW8FftL6muiaPa3+meJYdNOpXmn3Me6OFVeONwswwHw8i4OFJBzgHIG1fCzoay2M6VeNV2R7rNr9hbahNZTXUcM8SQuyyHbxK7pHyeCWaNgAOcj3FctmdHMkVW8Z6JFfXFlNq1nb3UM8Nq0U0yoxllGYlAJGS/IXHUqwHIIBZi5kJ4U8baD440q21HQdWs9WtLiBLmOS0mV/3bM6hiAcj5o5F5x80bjqpAGmhppm2KQxaACgAoAyfFXiex8G6BeazqRuBY2ih5Ta2kt1IFyBkRxKzsBkZwpwMk4AJppXE3Y5y6+NHhWxur63uL27hmshcmZX0u6G1YFdpGB8vDAiKbYRkSGKUR7zG4D5WTzo04PiHo11o0GqwSXc9lNaTXivFp9w5VYiqvG6hNyTBmC+QwEpZXUISjANxd7D5luZ+sfGTwnoNml5e6m8Vk+kvrqXS2c7wtZq0atIJFQqSDNFlc7sODjHNJRbDmR1un30Wp2VvdwFjBcRrLGXRkJVhkZVgCOvQgGltoMs0hnMfEf4c+H/AIteDNR8KeKbD+09A1AR/abUTSQl9kiyJ88bKww6KeDzjB4yKqE5U5Kcd0ROCnFxezOG+EP7Jvwu+BPia41/wT4bbR9VubRrGWdtQuZ90LOjldssjKPmjQ5Azx15Nb1cTVrpRnsjOnRhTd47npl74Y0zUbya6ubRZZ5hbrIxZvmEErSw8Zx8rux984ORxXOm0auKepy918EPB9+lsLuxvbuS35juLjVrySfeFCpK0rSl2ljxmORiXjJZkZSxJpTkiXCLNPwR8MvDfw4iuIvDuntptvOEDW63M0kKlc8pG7lULFmZioBdiWYsxzQ5yluVGKjsdTUFBQAUAFAGT4p8L6f4y0O40jVBcmynKF/sl3Nay5Vw67ZYWV15UdGGRkHIJFNO2wmr7nL3PwO8JXU6zvDqyzrLLMJotev433SIUYllnBPDSEA8K0srLhpHLVzyI9nHsakvwy8PyWVpaCG9gtraKWER2+pXMQmEiBHafZIPPfAyJJdzq3zAhuaOeV7j5I2sZmr/AAL8E602mGfR5IV0y2FpZx2V9cWscEYaJl2pFIq7laCBlfG5WgiZSCikCnJByROx0bR7Pw/pNlpenW62lhZQJbW8CfdijRQqqPYAAfhUbu5SVi5QM8h/au+LWrfAz4BeKPG+hW9jdatpf2XyIdRR3gbzLqGE7gjox4kOMMOcfSt8PBVasYN6GVWThCUkeLfsU/t2ar+0z4vuPCOt+E7LSdUstJl1OfU9Pu3MMxSeKMItu6koMTDkytyp4546cVhFh0mnuc2HxDrNpo+nPEPj+30DxBFoo0+71HUJrRryKK0MeWUSxxbTvdcEmUEZ4IR+Rt54VG+tzrcmnsa/hnXo/E+h2eqQxGGK6jEio0sUpXkjG6J3Q9P4WIqSzUoAKACgAoAKAOf8eeK4fBHha91q4lsYIrUKS+pXRtoMswUAyBHIJLAKApLMQByaaV3Ylnnj/tG6aouJDBYRpDHdzCKXVUE0og3hlQBTGzqUzIvmYjSWFssZVWtPZkc5oyfHG3VtCj/s5In1L7YjXF1cNBaxNBC0vnLK0Y8y1YLxOowPMiyuWKquQfOynF+0Vpd0dAUW0OkvrOivq8I8RXLad5ZU2n7pt0bZyt3w6bgWikUZwSFyjuekeE/ECeK/DGka1FbzWkWpWcN4kFwMSxiRA4Vx2YbsEeoqXoUnc1qQzL8QeHtK8V6Nc6VrmmWes6XcACeyv7dJ4JQCGAZHBVsEA8jqBQm07rQGr6MxfCPwj8C+AdRkv/DHgzw/4cvpIjA9zpOlQWsjxkglC0aAlSVU46ZUelU5zlpJ3JUVHZHWEA9akoUDFAC0AFABQAUAFADWXJHXj3pgMEYHIzn1pXE0hWQEYOfzpjSQGMHqOKVxWHKAM47nNAx1AHi37Ytx4xtf2cfGL+ARqp8WGO2Sz/sSN3vMNcxLL5QjBbPlGTleQMkYxmt8OourFT2Mqrfs7x3Pnn9gjx/+0NrvxHu9C+KsXigeFLPQJDaS+INCNsTcpNbom65aFZJX8tpPvuxbDE5IyO3G0qEUnStf1OPDTqyk1N6H1x4s1rxnpniJI9F0az1PSpIY8SXE4hMcgW4dyzZJ2kx20XCHabgv8wjZD58VF7nbLmWxu+G7vVLqB/7VWKKdSy+WkWzOHYbxiR/lYBSAecEZwSVUkkthxbe5tVmWFABQAUAFAGT4ou7+y0eWTTLZ7u+JVIoY2RSWLAZJcgBQCWY8nAO1WbClrclux5/P4h+JMdpdFdDVphDdvDL/AKOimRHmWFfKM5J81RbMgMqj5pjI0ZVI225YGXNJGndap48S90SOHT7WW3lkvFvpA6DbCqTfZX3FgUkZhbghY5QN8mQoCkzaCHzSGSa14+aDRWTSreSSbQLia9QsluI9TH2byYywefy0Ia53bRPt2DDPwHVkO7Oz8NzajcaBp02rRLBqcltE11EiBAkpQF12h5AMNngO4H95upzdr6Giv1NOgYyRljRmYhUUZLMcACi19AK2l6pZa1Zx3mn3kF9aSZ2T20qyRtg4OGUkHkEfhRa2gXuWm6UBr0EVhkjIJHaloGo4HNMBaACgBN1AAGBOKAEakAmRTsFxCwHcCkGooYZxkZ9KPQNeo6mAtAHNfEvw/deLPhx4r0Ox8oX2p6Td2UHnsVj8ySFkXcQCQMsMnFVBpSTZMtUzM+H2l3VnrPiG8uNGu9LN/LHcNJerZq8z7Sn/AC7M27bHHCu6T5sADJA40qTUtjOmmtzo9f0691K3iSxv30+RH3MyqrCRdpG1gyn5ed3BUnaAGGSazjJRd2aSTa0Oa8VeDfEPiCLba+JZdKaSyvrV2t1IKPOyeVKpDD5oQnytjJy3KliQ+aK6EKEu52sJkydygL29fxqDXXqS0AIwypHTimhPY8/vPAviO4vkkTxZdx2y3012iIFWRImtpIlg3bSpAkkEwZkIXykXa2S9a867GXI+5taN4b1W01xdRvtclu1OnQWklnDH5Vs06M5knWMlihbcAF3EALg7jgjNyTVki1Fp3bNfXbO41DS7i3tZvs88i4SbLDYc8H5SDx9RUp2ZT1ODPwv1hnkX/hKtTW0KyqsAvJmdS4ussJS2d2biDHGE+yqUC7sLtzrsZcj7ly08DeIkvNGnvvEzXn9n3VzO0cUcsSTwyRSqkEqiUrJsaRCHYE4iX5dxL1LnF9BqEu5z3if4R+MtVv7Y6V8RL7RdPspLD7NBAkkkphtvPEsc0kssgme4E6hpWXjyEJRySQRlFbocoy6M9T0W3urTSbKC+uVvb6OFEuLpY/LE0gUBnC5O3JBOMnGcZNZvfQ0V7al6gCjrms2fhzRdQ1bUZvs+n2FvJdXE20tsjRSzthQScAE4AJppXdhN21MXwj8SfDvjjVNa0zSL8zaposkUeo6fPBJb3NoZE8yIyRSKrAOvKtjBwcHKnDlFx3Epcx07cCpKIYLqG5BMUiyqCykqwIDA4YfUEYPoaLCJlII4oGLQAhoAgnu4LYkSzxxEI0h3sFwi43Nz2GRk9siizFdCR30DS+UJF83Z5nl7gW2ZxuwO3vRZgrdB91dRWkRlmkWKNRku7BVH4mgNOpF/aNqSR9ojyGZSN44IGSPwHP05p2YXT6jlvIpIUlVg8TrvDgjBXjnPpzRZiuhJ7+2tW2zTRxtsaXDuFOxcbm5PQZGT2yKVmFyeN0ljWSNg6MAyspyCD0IpWKH0wMjxf4di8X+Etb0GeVoIdUsZ7GSVACyLJGyEgHjIDZq4S5ZKXYmSumjl/hb4K8VeEG1VvFHimz8UTXcgkjktdMmszEd0jMp8y6nG3DqqqmwKE/iLE05z5+hEIchv+KPBWneMH0/+0xJPFY3cd9bxq23y50DhXDD5gRvzweqjtkFRlyluKlozmLr4E+HLrQ/7JZSLQJqCKrWlrIEF5cC4k2o0JQbXAC/LjH3gx5qvayI9nFHZwaGtpMGtbh7KAs8j21tFEsckjyCR3bKFtxO4Eg8+Yx+9gjK7e5aSWxpqMACgoWgDlvF3w40XxvqmjXurxSXB0qSWWG3LnyJGeGSE+bH92QBJZAAwIG9vU5uM3HYzlBS3JPDnge38Oz2syahf380GmW2lmW+lWR5kh3bZHbaC0jb2LN0Oegpc7asxqKTujR8SaK3iHSJ7Bb+70wTbVe4sXCTBNwLKrEHbuUFdy4ZQxKlWAYJO2pe+hw2p/AXRNXsLy1uNR1LZdRzwO0XkIRDIt4qxALEFCxi+nCfLn7u4vir9ozP2a6nV6R4Mg0OzltrW/vtkkksjGaUS4MhGQocEKBjhVAHUkEkkjqNu7Go22OP8a/s6+FfiBr8WraxJqNzKt1p93JA9x5kMzWbXDQqyOrAITcybkXAPHAy24jNxE4RkegeHdGHh7QtO0xbu6v1sreO2F1eyeZPMEQLvkbA3OcZJwMkk4qG76lpW0NKkMxPG/iVfBngvX/ED25u10nT7i/MAfYZBFGz7d2DjO3Gcd6qK5mkJuybOY+E3xPuviJL4itr2x0i2u9EvfsM0uha7DqtpI+wMyh1VJY5EJKvHLEhBHG4HNOUOTUiEubod5cXcVsMySKmSF+b1JwPzPFSk3sW2luYcPxB8Oy29zO+sWltHbLdPM1zKIfLS2maG4kYPghEdCC/3ehBIINPlZPPE30kWRQVOQfalsUncfSGFAGTrXibT9CuLOC8uFhkvGdIQwOCVRpGyQPlAVGO44AxjOSAajFy2JclHcg0HxlpXiJrYWFyZvtNhDqcW6Noy1vLny32sARnaeCAR3ApuLSuCkr2L+tava6BpV1qV9KsFlaxmaeZztSKMcs7E9FUZJPYAmpSvoVexyt58ZPCunW11PeX01olrHcTTLcWU8bpHCJy7FSgIGLW4Kkj5vKYrnjNezZHtET6f8VvDGry6NHp+px6i2rtLHaSWSmeJpI43kZHkTKRkrHIRvI3bGxkih03F2aD2iZk3n7QXgey05b5tZ8yD7BDqbLDaTySJbywT3EbOioWTMVrO2GAIEZyASuRQkw5keiqwYZyDnoRUFrUdQB5p4+8Vw3q654Z1DTI77S7q3ezuY2lZDLFJHtdcrgjIYjIIPvVRdmmhNX0M/SvH8emeZJZ6NbWokySkTFVyXdycAYyWkdiepLEnNQ6jk1cFBRWg7VPH8esQhLzRradUkjnAdj99GBQ9OxqrtbA1cyr7XdDuFcT+D9HmS4Se2lV7dD5kc7l5kbKnKyPlnXozcnmqU2JQRux/FCSNiy6XApLFiQ564wT061F7l2sTf8Lauf8AoHxf9/D/AIUCD/hbNz/0D4v+/h/woAoaj4/h1Wa1mu9EtriW1cy28jud0LlSm9D/AAttZ13DkB2GcMcnM47Byp7lrwt4utYL/TdPsdDstPgEcNhGtsNixQJwkagDAVQSAvQZOKfM3oKy3PR7/T7XU4Vhu7eK5iDrIElQMAysGVsHuGAIPUEAilewMoQ+EtFtLkzwaVaQzmVp/NjhVWEjbtzAgcEl3JPcux/iOa5myHFIWXwro00tnK+l2jS2W/7LJ5Q3W+9SjmM9ULKSCVxkEjvU87erL5EU5vh54WuLWO1k8OaW9tHbLZJAbSPYsCpIixBcY2BJplC9AssgGA7ZOdoOVHQIgjAUdBRvqJaaD6Cj/9k=" 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" } ] } }, "final-screenshot": { "id": "final-screenshot", "title": "Final Screenshot", "description": "The last screenshot captured of the pageload.", "score": null, "scoreDisplayMode": "informative", "details": { "type": "screenshot", "timing": 2902, "timestamp": 293571590, "data": 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" } }, "estimated-input-latency": { "id": "estimated-input-latency", "title": "Estimated Input Latency", "description": "Estimated Input Latency is an estimate of how long your app takes to respond to user input, in milliseconds, during the busiest 5s window of page load. If your latency is higher than 50 ms, users may perceive your app as laggy. [Learn more](https://web.dev/estimated-input-latency/).", "score": 1, "scoreDisplayMode": "numeric", "numericValue": 12.8, "numericUnit": "millisecond", "displayValue": "10 ms" }, "total-blocking-time": { "id": "total-blocking-time", "title": "Total Blocking Time", "description": "Sum of all time periods between FCP and Time to Interactive, when task length exceeded 50ms, expressed in milliseconds. [Learn more](https://web.dev/lighthouse-total-blocking-time/).", "score": 0.97, "scoreDisplayMode": "numeric", "numericValue": 196.5, "numericUnit": "millisecond", "displayValue": "200 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": 0.7, "scoreDisplayMode": "numeric", "numericValue": 191, "numericUnit": "millisecond", "displayValue": "190 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": 0.03914876302083333, "numericUnit": "unitless", "displayValue": "0.039", "details": { "type": "debugdata", "items": [ { "finalLayoutShiftTraceEventFound": true } ] } }, "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": 356.49999999999994, "numericUnit": "millisecond", "displayValue": "Root document took 360 ms", "details": { "type": "opportunity", "headings": [ { "key": "url", "valueType": "url", "label": "URL" }, { "key": "responseTime", "valueType": "timespanMs", "label": "Time Spent" } ], "items": [ { "url": "https://bitbucket.org/SirCmpwn/scdoc/src/master", "responseTime": 356.49999999999994 } ], "overallSavingsMs": 256.49999999999994 } }, "first-cpu-idle": { "id": "first-cpu-idle", "title": "First CPU Idle", "description": "First CPU Idle marks the first time at which the page's main thread is quiet enough to handle input. [Learn more](https://web.dev/first-cpu-idle/).", "score": 0.04, "scoreDisplayMode": "numeric", "numericValue": 14688.462000000003, "numericUnit": "millisecond", "displayValue": "14.7 s" }, "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. [Learn more](https://web.dev/interactive/).", "score": 0.08, "scoreDisplayMode": "numeric", "numericValue": 14845.499000000003, "numericUnit": "millisecond", "displayValue": "14.8 s" }, "user-timings": { "id": "user-timings", "title": "User Timing marks and measures", "description": "Consider instrumenting your app with the User Timing API to measure your app's real-world performance during key user experiences. [Learn more](https://web.dev/user-timings/).", "score": null, "scoreDisplayMode": "informative", "displayValue": "4 user timings", "details": { "type": "table", "headings": [ { "key": "name", "itemType": "text", "text": "Name" }, { "key": "timingType", "itemType": "text", "text": "Type" }, { "key": "startTime", "itemType": "ms", "granularity": 0.01, "text": "Start Time" }, { "key": "duration", "itemType": "ms", "granularity": 0.01, "text": "Duration" } ], "items": [ { "name": "PERFORMANCE.APP.MOUNTED", "startTime": 480, "duration": 922.21, "timingType": "Measure" }, { "name": "PERFORMANCE.SOURCE.DIRECTORY.RENDERED", "startTime": 480, "duration": 1733.566, "timingType": "Measure" }, { "name": "ENDTIME", "startTime": 1402.231, "timingType": "Mark" }, { "name": "ENDTIME", "startTime": 2213.576, "timingType": "Mark" } ] } }, "critical-request-chains": { "id": "critical-request-chains", "title": "Avoid chaining critical requests", "description": "The Critical Request Chains below show you what resources are loaded with a high priority. Consider reducing the length of chains, reducing the download size of resources, or deferring the download of unnecessary resources to improve page load. [Learn more](https://web.dev/critical-request-chains/).", "score": null, "scoreDisplayMode": "informative", "displayValue": "4 chains found", "details": { "type": "criticalrequestchain", "chains": { "4235EFCA893A0362A6B999F7B6664997": { "request": { "url": "https://bitbucket.org/SirCmpwn/scdoc/src/master", "startTime": 290.670952, "endTime": 291.514661, "responseReceivedTime": 291.506064, "transferSize": 18826 }, "children": { "28783.2": { "request": { "url": "https://d301sr5gafysq2.cloudfront.net/frontbucket/assets/present/vendor.be861bda.css", "startTime": 291.519858, "endTime": 291.563591, "responseReceivedTime": 291.562325, "transferSize": 9050 } }, "28783.3": { "request": { "url": "https://d301sr5gafysq2.cloudfront.net/frontbucket/assets/i18n/en.c2b937c8.js", "startTime": 291.520107, "endTime": 291.568952, "responseReceivedTime": 291.562882, "transferSize": 48446 } }, "28783.4": { "request": { "url": "https://d301sr5gafysq2.cloudfront.net/frontbucket/assets/present/ajs.a7957ae4.js", "startTime": 291.520548, "endTime": 291.576594, "responseReceivedTime": 291.569775, "transferSize": 92774 } }, "28783.5": { "request": { "url": "https://d301sr5gafysq2.cloudfront.net/frontbucket/assets/present/app.88428fae.js", "startTime": 291.520653, "endTime": 291.707421, "responseReceivedTime": 291.57899, "transferSize": 1323457 }, "children": { "28783.50": { "request": { "url": "https://d301sr5gafysq2.cloudfront.net/frontbucket/assets/present/shared.e43756f4.css", "startTime": 292.119888, "endTime": 292.153939, "responseReceivedTime": 292.145546, "transferSize": 3121 } } } } } } }, "longestChain": { "duration": 1482.98699999998, "length": 3, "transferSize": 3121 } } }, "redirects": { "id": "redirects", "title": "Avoid multiple page redirects", "description": "Redirects introduce additional delays before the page can be loaded. [Learn more](https://web.dev/redirects/).", "score": 1, "scoreDisplayMode": "numeric", "numericValue": 0, "numericUnit": "millisecond", "displayValue": "", "details": { "type": "opportunity", "headings": [], "items": [], "overallSavingsMs": 0 } }, "mainthread-work-breakdown": { "id": "mainthread-work-breakdown", "title": "Minimizes main-thread work", "description": "Consider reducing the time spent parsing, compiling and executing JS. You may find delivering smaller JS payloads helps with this. [Learn more](https://web.dev/mainthread-work-breakdown/)", "score": 0.99, "scoreDisplayMode": "numeric", "numericValue": 1108.7259999999953, "numericUnit": "millisecond", "displayValue": "1.1 s", "details": { "type": "table", "headings": [ { "key": "groupLabel", "itemType": "text", "text": "Category" }, { "key": "duration", "itemType": "ms", "granularity": 1, "text": "Time Spent" } ], "items": [ { "group": "scriptEvaluation", "groupLabel": "Script Evaluation", "duration": 704.9409999999955 }, { "group": "styleLayout", "groupLabel": "Style & Layout", "duration": 126.95699999999997 }, { "group": "other", "groupLabel": "Other", "duration": 113.74699999999993 }, { "group": "scriptParseCompile", "groupLabel": "Script Parsing & Compilation", "duration": 107.00900000000001 }, { "group": "garbageCollection", "groupLabel": "Garbage Collection", "duration": 30.84900000000004 }, { "group": "paintCompositeRender", "groupLabel": "Rendering", "duration": 16.81799999999999 }, { "group": "parseHTML", "groupLabel": "Parse HTML & CSS", "duration": 8.404999999999998 } ] } }, "bootup-time": { "id": "bootup-time", "title": "JavaScript execution time", "description": "Consider reducing the time spent parsing, compiling, and executing JS. You may find delivering smaller JS payloads helps with this. 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