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6tUtZS5hTUW1T9hodmn7MUrXcyFG6pnro3Rt8HTr0tBJ8eFeR7ETXC9W+O+vmltlot0dNSviqXxPlmIAkkJY4OG5oGCekroaKzqz+djKWk2vZR+zu2sVbZGTOtlbTOhrhNVPlc17TmN+ZHFx4ubgcFR+Vts1PbLbdLY9jb1SVbWUbXcZjL/RujHrDs//AGrfFYzWi3T3WG5TUUElfC3RHO5gL2DfuB6OJ7VI1JyiqSKu95anX7J1Vvs2y/6kZHUVVjlEhikfo5wCwtk8LgHEuJ37sqjUbO3XaG43u5XKmjtrqm0vtVNAZRI4aiXF7y3cN5AwM8F0BFOZJlLmT7XtNcqTZKjqLTHSRWesppah7qljzKI2lpLAOjp37943cVs+xVpq7XUbRvrI2sFbdZaqHDgdUbmMAO7hvady2ZEqrv2skzdqfyj2i53K1UtRs+1jrvRT8rAHuDQQ5rmOGT6Hk/ksFWbFV0d82fgoWx/qWOCmjr8vAJNMXPj3f2sudv8AUukorGpMRZYqmHNLlsvcKnaG+PrLJR3XnzgaOuq5g5lLHoA0mM5IwcnwRvzxCsLnQ19j+Sq1Oq4GUl7sM0RpBygeKh4dp0t078Pa4jC60rCrs9urLhTV1XRQTVlN9zLIwOdH6vEtRqz2uZLTY20usmzdFRynVUhvKVD851zOOp7vzcSs0iLlM3m8sz3ERFAREQEREBERAREQEREBERARFTqIRPBJE50jWvBaXRvLXD1EbwUFRFzqjqqq2tmdTVlVPVyXGekibUySVAEbMu3NLw3IDeJcN2d54KlR7UVV1dQ1OHQmQUEr2xSOw7W+cObjOMHQPX0k4CDpSLnjtsbsy20dTooJH19LHUwsaxwEGqeKPS86vC3TcRje07ltF7rq6ijtVPA+n53WVAp3TyRnk2Yje8u06s79GANXSN6DNotBbtpWNs95qZYqUS0FG6ZpGdEsjZpoyRv+yeTaQP8Aq4lbNYK6sr6i5uqOQbTwVL6eJrGnUdPFzjnpzwx0encGYRcfO0d4Gx1RQ88mNzIdWsqdXhtphqdnP99pj9RC2ip2trYr62nhZTTUklRLSMJaWYeyJzzl5dv8JpBw3Az9pBvCLQYdorxPUUFNNLBS1nPIWVELqVzSI3skOPtkEEsOHNcc+IdNvT7Z3uWgkrf1fEIJIHTRa26Qw8o1oaSHku3OOTpbgjhvQdGRYO+3Ctt1HbYo3U7q2rqWUxmdGRGwkEl2nVn+zgDVxI3rAWa5XK67X0AqKljYKeCsbJFCHtZK+OYRa/tY4b8HON/rAb2i5lfq64wXjaCrhqK1kVDXU7RI2pHJxRclC545Enws6ncBkk7lm5NqqvkqfkoqV08tZW04Y92gYhEhaSSd2dDcn0oNyRc/l2qro4Y+dNj59DK8vhMb4Swc1mkGoB5DgTHuIcQfQQo1e1l3o4Wskhpp6ieOjkiMMRxHy7ngggv8LGjdvbkuHBBv6LQ6jae+QUMNRUUsNPHGJnVMpi5TSGOAa4xtkLmtIzkjXgjGFlLXfa2baE0dcIYoJXSimDYyRIG8C2QOIJxnLSGkenCDaEXPrptLPFtjy8c1WLVRzx0MzGU7zC4vHhyOeBpBa50Y3ndh/jVpc9qLrG+mufK04iEFxljpWah9zuaJPC8LhngMEoOmItIdtDeae5Sw1PMXww1tNTP5ON4c4TNB3EuOC0n059Cs7ftTdHW5k8baYU9PBRyyNkD3vk5Z5a4BxduwBkE5QdDRaC7aa40zDKI4WW+OeoE0z2vn06al7BqGvUxulv2sOA4YACrWi/XZ09PDU1FG9j5q+SWV0LgWRQThgaAHcSDx6N2443hvCLmku115qKWaKN9NBPiinjm5AgaJpwwjSXkkY6TpO87hxV03ae5NbcmUppIuZCtqHuqdbxKIpnNDW5d4PDed4GRgIOgotLp9prjNWskMVMyiNxioTEWO5XEkLJNWrOAQX4xjoW6ICIiAiKyvdY+3WeurY4uVfTwvlEecatIJxn8kCptFuqouTqaCkmj5QzaZIWuGs8XYI4+lILRbac5gt9JEdQd4ELW7wSQdw4gucfWT41gY9ryAwz26YRxcgyrlbI0tgfNp0jGcuA1NJI4A9O9Xt/2jjs9fS0r6d0jpwXB7pWRN3EDSC8gF2/OnxBBfQ2S1wmcw22jYZ3B8umBo1uB1AndvIO/171cV9FS3CmdT11PDUwOIJjlYHNJHDcVga/auCGgkmbDM085qKQEAHDoo5Hl2M8P6M49YVfZu91N1fchJSFjKV7GRv1DMuqJkm8dB8P8A1QX01itE7IWT2uhkZAwxxNfA0hjT/ZAI3D0K+hhih18jGyPW4vdpaBqceJPp9K1l+2dKYKZ9PSzzSTxRObGC0Fskj9DY3ZO45a/Pi0H0KvRbUw1FTzWSkmhqmMqHSxuIOgwmPIyOORI0g+LxIMv+rKDRo5lS6OTMOnkm40E5LeHAnfjgqL7HaZKl9Q+2ULqh7w90roGlxcOBJxnI8as9ntoW3upnZBRzRwwsic6Z7m4LpImSBoAOeDxn1Kx+elM03IyUsjRRlzdPKsMjnCTkwCzOpupxGkncQc5CDMxWG0wwOhhtlFHC54lLGwNALwch2McR0FTR2W1xSVEkdto2yVBzM4QtBk358Ldv379/SsDXbR3OnulDB+qJQ6SGofJTmRmSY+TIc1+cacOPpypItv7fNXU8MMMjopTA1zy9gc10rWub4GdRAD25I4Z6cFBtVbSU1dTPp62CKogf9qOVgc0/kVLTUFHSiLmtLBDyTDHHycYboYTktGOAyBu9C0+bbeRtRS1RoZY7XJR1FU0uLS6ZrHxNaRg+DueTg9BCvb1tYygvHIOBZTUskgq3kZy1tK6bLewIM5LZLVLXmultlE+tJDjUOgYZMgAA6sZ3ADsUf1NbOdSVP6uo+cyEl8vIt1OJBBJOM8CR6isfsvtNBfpKiJkJhlhayQgStkaWvzjwmkjI0nI6N3jWfQY+nslqp4TFBbaKOIuL9DIGgZLS0nGOOkkeokKrPbKCeJ8U9FTSRvjbE9romkOY0ktaRjgCTgdGVdogxslhtEkEEMlroXQ0+TEwwNLY8nJ0jG7eq0Nrt8Fc+thoqaOskGHztiaHu9bsZV4iC3NFSmllpjTQc3lLjJFoGl+okuyOBySSfHlWwsVp5aaX9V0PKz6hK/kG5fqGHZON+enxrIogt30NI97nPpYHOc9sjiYwSXN+y4+kYGD0KRtsoGRujZRUzY3BrS0RNAIactGMcAeHiV2iDHz2S1zvjfPbaOR0Ti9hdC0lridRI3cSTn171VhttDDPJPFR07JpC4ve2MBzi7GrJ9OlufHgK7RBimbOWVkLomWi3tjc0sc1tOwAtJBI4cMgH8gqk9jtNQ2Ns9sopGxvMjA6BpDXE5JG7iTvPjWRRBbmipS4uNNCXGQTE6BvkAAD/wC9gAZ47lcIiAiIgKlV08dXSzU87dUUzDG9vjaRghVUQa+3ZShEkbnS1b2t5IyMdJ4MxiPgF4xvIwPFnAznCvL1ZKe8RujqpqlsL2GKWOOTDZGHiCP5jB9KyiINen2Rts00j5DUljpZJhEJSGNfIxzHkD0hx9RO7CyFttMFtlqZKQyDlwzVG52W6msDAfXpa0H1LIog1e2bJwR0FcytDW1NbWc9e6mcRyUgcHN0E79xGfESXbt+FcP2UoHMj/pasSjltcwlw+US45QOPp0t4YxgYwtgRBj7PZ6S0NmbRNe0S6NWp2fsRtjb/tY1WNTsrQVc0slY+qqNcb4mCSUnkmvcHHSeIOWtIJJxgYws8iDEU9gpIahlQ+SpnqGtkZyk0pcSJNOr0D7DeGAFRodl6GglidRy1cMbBGHQsmIZIY2hrS4dJwAD0HAzlZ1EGtfMu1Fjo3mqfFyEtNGx0x0xRyODi1vi3tGOkY8SrN2TtplklqOXqZZXufK6aTPKF0XJHI4Y0HGAs+iDFUNkjpIeTbWV8nhRkOkqCSAw5DfV0Hx9OVlURAREQEREBERAREQEREBERAREQEREBUqupho6WWpqpWQ08TS+SR5w1rRxJKqrU/lZ/wCW20X+EetUxlVELEXmygflQ2LB/rBSdju5PpQ2L/EFJ2O7l41RfT6CjeXo5MPZX0obF/iCk7HdyfShsX+IKTsd3LxqidBRvJyYeyvpQ2L/ABBSdju5PpQ2L/EFJ2O7l41ROgo3k5MPZX0obF/iCk7HdyfShsX+IKTsd3LxqidBRvJyYeyvpQ2L/EFJ2O7k+lDYv8QUnY7uXjVE6CjeTkw9lfShsX+IKTsd3J9KGxf4gpOx3cvGqJ0FG8nJh7Lb8p+xjnBo2go8k436gO3C3GN7ZI2vjcHMcAWuByCPGF4DXuPYjfsXYM/+4Qf9tq8vE8PTo2tPlz1KIp8M0iIvI5CIiAiIgIiICIiAiIgIiICIiAtT+Vn/AJbbRf4R62xan8rP/LbaL/CPW9P+cf2tPmHi5ZPZelhrdpbTS1TNdPPVxRyNyRqaXgEZG/gehYxTRvfFI2SNzmPaQ5rmnBBHAgr7894e6W5my0N1u0FBTmkow9sh5eKKdjIy0ZBkMpPg7jvHD/RH7J0nNXvY6vjk0VcjTMwBrBAfsv8AEXcPQSOK1apulwq2aKquq5mYxpkmc4Y3eM+gdiqz3q4T2+OifVS83ZnLQ8+Hk58Lf4W/hlc8at2bS268bI0QulcyJ00QJqKiMsaORjYyd0YjJ46t3+rRjerSp2WtkcVdIK2oa2KoqaaLWwuJdCwOy4NadzifGMAZ3rVDXVbonxGqnMT38o5hkOHP6xGd59Kgyuq2MnYyqnayf71okIEn97x/mkU1blp3Z7ZzZ2C6UUEs0s7X1NS+mYYmgtiLWB2t+ejf6NwJ6FfUGyFNNM/l56lsDBAdTWjeH0kk5xnxFgHqK1GCqqKeOWOCeWKOUaZGseQHjxEDiqjrjWuijjdWVJjjGljTK7DRgjAGd24ntKs01fkkxLYNkrXb7rFeo5YnmQxtZRPLjqZK5+GZxgHJw07v7WVsB2fs9JCA6ljklgthdM6blXg1AqmxvOljgd2XNGN24Fc4imkizyUj2ZIJ0uIzg5H+qrwXGtp5OUp6ypifgt1Mlc04JyRkHx7/AFqVUTM3iSYlv0WydsF0uPOebU1JO5kFEKio5LQXxB/KAOIJ06o/AOTh+DvC53UQyU88kMzSyWNxY9p4gg4IUZqiaY5mmkkOou8NxO88T6zhSSPfLI6SRznvcS5znHJJPSStU0zHmViJhKvcew/9S7B/4fT/APbavDi9x7D/ANS7B/4fT/8AbavDx/ilx1/xmkRF815xERAREQEREBERAREQEREBERAWC26tU972Ou9soyznNTTujj1nA1EbslZ1FYm03gjs8iH5HNuc/wDBmn/8uH41D6HNufMzfe4fjXrxF7Ou1NodedU8h/Q5tz5mb73D8afQ5tz5mb73D8a9eInXam0HOqeQ/oc258zN97h+NPoc258zN97h+NevETrtTaDnVPIf0Obc+Zm+9w/Gn0Obc+Zm+9w/GvXiJ12ptBzqnkP6HNufMzfe4fjT6HNufMzfe4fjXrxE67U2g51TyH9Dm3PmZvvcPxp9Dm3PmZvvcPxr14iddqbQc6p5FZ8je3DngG0MaCcajVw4HY5eqtnqJ9ssFtoZXNdJS00cLnN4EtaASOxZBFx1terWtl+M1VzV5ERFwYEREBERAREQEREBERAREQEREHDT+kLQA4Oz9WD/AIhvcn1hrf5gqveG9y6ZUbD7LzzPlm2ftT5Hkuc40rMknpO5UvmDsp+HLT7qzuXqz4f1n66Xo2c4+sNb/MFV7w3uT6w1v8wVXvDe5dH+YOyn4ctXurO5PmDsp+HLV7qzuVz4f1n6Xo2c4+sNb/MFV7w3uT6w1v8AMFV7w3uXR/mDsp+HLV7qzuT5g7Kfhy1e6s7kz4f1n6Xo2c3+sNb/ADBVe8N7k+sNQeYKr3hvcukfMHZT8OWr3VncnzB2U/Dlq91Z3Jnw/rP0vRs5v9Yag8wVXvDe5PrDUHmCq94b3LpHzB2U/Dlq91Z3J8wdlPw5avdWdyZ8P6z9W9Gzm/1hqDzBVe8N7k+sNQeYKr3hvcukfMHZT8OWr3VncnzB2U/Dlq91Z3Jnw/rP0vRs5v8AWGoPMFV7w3uT6w1B5gqveG9y6R8wdlPw5avdWdyfMHZT8OWr3VncmfD+s/S9Gzm/1hqDzBVe8N7lH6w1v8wVfvDe5dH+YOyn4ctXurO5PmDsp+HLV7qzuUz4f1n6Xo2c4H6QtvP7AqveG9yj9YWg8wVXvDe5dG+YWyn4dtXurO5PmFsr+HbV7qzuTPh/WfpejZzn6wtB5gqveG9yfWEoPMFV7w3uXRvmFsr+HbV7qzuT5hbK/h21e6s7kz4f1n6ZaeznP1hKDzBVe8N7lEfpB0B/YNV7w3uXRvmFsr+HbV7qzuT5hbK/h21e6s7kz4f1n6uWns519YKg8w1X+e3uUfrA0HmGq/z29y6J8w9lfw7avdWdyfMTZb8PWr3Vncmeh6z9XLS2c8+sBQeYar/Pb3KI+X6g8xVX+e3uXQ/mJst+HrV7qzuT5ibL/h61+6s7kz0PWVy0fVz4fL5Qn9hVX+e3uUw+Xqh8x1X+e3uXQPmNsv8Ah+1+6s7k+Y2zH4ftfurO5TPQ9ZXPQ9ZaAPl4oT+w6n/Pb3KcfLrQn9iVP+e3uW+/MfZnzBa/dWdyj8yNmfMFs92Z3Jno+stxqcP6T9aGPlyoj+xKn/Pb3KqPlspSARYqvB/+KO5byNitmvMNs92Z3LJR2W2xxtZHQUrWNAa1oiaAAOhZmvS/KV5vDek/WSwoYUUXB4kMJhRRBDCYUUQQwmFFEEMJhRRBDCYUUQQwmFFEEMJhRRBDCYUUQQwmFFEEMJhRRBDCYUUQQwmFFEEMJhRRBDCYUUQMJhEQERSyO0sJHFBMip6Zuuz2D3ppm8oz2D3oKiKnpm8oz2D3ppm8oz2D3oKiKnpm8oz2D3ppm8oz2D3oKiKnpm8oz2D3ppm8oz2D3oKiKnpm8oz2D3ppm8oz2D3oKiKnpm8oz2D3ppm8oz2D3oKiKnpm8oz2D3ppm8oz2D3oKiKnpm8oz2D3ppm8oz2D3oKiKnpm8oz2D3ppm8oz2D3oKiKnpm8oz2D3ppm8oz2D3oKiKnpm8oz2D3ppm8oz2D3oKiKnpm8oz2D3ppm8oz2D3oKiKnpm8oz2D3ppm8oz2D3oKiKnpm8oz2D3qMZdqc1+CRjeBhBOiIgKSb7v8x/FTqSb7v8AMfxQToio1lTHR0k9TOS2GFjpHkDOGgZKCsi1SLbu1GFk1XTXWip3gETVNBK2PB4EvAIH5lLrtzaqeakpbXNDdbhVvayGnppmnOQSC52cNGB0rWFWy2ltaLWtjtrINpGSM5pUUdXE3XJFKMtxrezLXcHDLHDPoWyqTE0zaUmLCIigIiICIiAiIgIiICIiAiIgIiICIiAiIgKRv3z/AFD+anUjfvn+ofzQToiICkm+7/MfxU6km+7/ADH8UE6xW1n9Vrx/g5v/ACFZVWF/ppK2xXGlgAMs1PJGwE4BJaQFY8kMHbb3PR0duppLJcpqU08LRVwNZIzexvFodrAB3fZ6FqUFBTT2mup20F1leL/VTMFqAjcC15HhSEgNGHY4g+JZPTDBDSy3Kx7TUNRDHGySppZS5pLWgb2QyOyN3S1YbZ+62q5wXFjI77Xn9aVcogtomja4PfkF7gWgbuhzhx3hdoj9huGw7CW8Wu/vpBHVRaLVASyqe18oLp6hx1ObuJyehb6tR2Uppzf6qr/VNZbKIUMNLEyrexz3Fr5XH7L3bvDHE5W3LnXN6rsz5aftvf6+0XK3QxSw2+2zMkdNcZqR9QxjwWhsZDSNOcuOpxx4OFZs2rusT9mYWC2XZt0q5YX1lDLiIxtY5wc0EnDsDJGSPBIzvGNivVruVTWw1dpvD6GRkZjfDLCJ4JATnJZlpDh4weHjWDpthXUpoaiC6H9YQXKS5TTOpwWSukYWPaGAjSNJ3bzgjJysIvKbbSjltljrnwSxQ3SSVjS4j+i0RyPJd6MRHh41r9Vt7cXXKzVMFprYrdU2+rr2wOMbn1TGMY5mMElrsE+Du+0OPRkafYJzP1XTz3Uy2y3TTvhphThpcyVkjC1z9W8gSHBAG4bwc5C37Iz2astVwrLvPXUtko5aanpmUfhujc1o36SS5+GDgN/iCDPW7aOmuV2go6Fj5o5aBlwM4I0tY84jB9LsOI/ulZtaR8lOzj7Faa2aoZPHJW1L3wxT/bgpgSIYj4tLd+OguIW7oCIiAiIgIiICIiAiIgI4hrSXEADeSehEQa5dNrrVBRSS0F0tNROzDhC6tjbrGd4BzxxnGd2eKytjutHe7XBcLdKJaaYZa4dBG4g+Ig7lG6UHPaKSnimdSmTAdLE0aw3O8A9BIyM9CrUFHT2+jipaOJsNPE3SxjRuAWu1v9r2V1I375/qH81OpG/fP9Q/msonREQFJN93+Y/ip1JN93+Y/ignREQFJFDHCHCKNjA5xe7SAMuPEn0qdEBERAREQEREBERAREQEREBERAREQEREBERAREQFI375/qH81OpG/fP9Q/mgnREQFB7dTSM4UUQU8S9dnsnvTE3XZ7B71URBTxN12ewe9MTddnsHvVREFPE3XZ7B70xN12ewe9VEQU8TddnsHvTE3XZ7B71URBTxN12ewe9MTddnsHvVREFPE3XZ7B70xN12ewe9VEQU8TddnsHvTE3XZ7B71URBTxN12ewe9MTddnsHvVREFPE3XZ7B70xN12ewe9VEQU8TddnsHvTE3XZ7B71URBTxN12ewe9MTddnsHvVREFPE3XZ7B70xN12ewe9VEQU8TddnsHvTE3XZ7B71URBTxN12ewe9TMaQSXEFx8QwpkQEREBSyuLWEjjwCmUk33f5j+KBod5R3YE0O8o7sCnRBJod5R3YE0O8o7sCnRBJod5R3YE0O8o7sCnRBJod5R3YE0O8o7sCnRBJod5R3YE0O8o7sCnRBJod5R3YE0O8o7sCnRBJod5R3YE0O8o7sCnRBJod5R3YE0O8o7sCnRBJod5R3YE0O8o7sCnRBJod5R3YE0O8o7sCnRBJod5R3YE0O8o7sCnRBJod5R3YE0O8o7sCnRBJod5R3YE0O8o7sCnRBJod5R3YEjLtTmuOcYOVOpG/fP9Q/mgnREQFJN93+Y/ip1JN93+Y/ignUs0giifIQSGNLiBx3KZEGmW/ae9S26nutRYmS2qpY2ZhoqjlZ42OGQXRlo1buOkk+gq5+eVPcXCHZanfeagjwyx3Jww+iSQjwT/ANIBd6FqdZXVduutXsdb6h0NC0unZUxHEjGFpfzOM4wJDvLTncw7hkBYewXZlrjkuljioIRBFTumo6CV0kdXyhcOQcDv5y3GdXE58IeL08uJ72/p0xdQ2du9dV19fb7vS08FbSCOQmmlMkbmvzjeQCCNJyMeI9Kzy1nYBgnsxvEkjJay7O51M5nBu7DYx6GABvrBPStmXCrtPZifIi0TbbaeotW1dutgvlpstJPRy1Dqi4Rhwc9r2NDRmRg4OJ6eCt7Pt+5lmlqLgYLiXXHmFDU0bRDFXZjD9bdbiGtHhgnUR4BxnICyjoaLRpflFo20cL2UUjqx9a6gdA6eJrWSNZym+Uu0YLSCMHJzw44urhtvHSPoaf8AVs5uFTTuqnU0k8MfJRtdp3vL9JJPAAnPHcg29FpVx+UCmp7PS3Wkt1TVW+ak566XlI4tLBxaA5w1PGD4I8XHgrmfbelirq2MUk7qGhoWXGprMtDI4nte5u7OSToO4INsRaBtJtfdKeyiojs9fbpxU0RbrEcgmilnaxzAQSA/BIIO8ZBB6Vsuzt9N2qLjSz0UtDW0EjY5oZHtfuc0Oa4OaSCCD2goM0iIgIiICIiAiIgIiOIa0lxAA3knoQEWuXTa61QUUktBdLTUTswRC6tjbrGd4BzxxnGd2VlbJdaO92uC4W6US00wy1w6CNxB8RB3K4zEXW0r5SN++f6h/NTqRv3z/UP5qInREQFJN93+Y/iiIJ0REHKa1oPyW7UVJANQyvrJmy48IPbO4NcDxyAAAeIwFloSZvlGsDJiZGNs752tdvAkLmgvH/VgkZ44KIvT+ff+NstsD4L9o427o47vMGNHBoLWE4HRvJPrJW1Ii4VeZZny06uY1/ysWwPa1w/U1TuIz/7aFaVZoIqixbF088UctOzaesibE9oc1rGtrA1oB3YAAwOAwERZR1M2q383fR8wpOaSOJfByLdDtw4txgrlPyZ0NJVbTwQVNLBNDDQ1zI45Iw5rGtr3BoaDuAA3ADgERBktq6Ol53t63m0OKXZuLkBoH9DkVROjq5IHDxBWNb/Vfbv/AOlKQ/uKhEVGb25lkNJaozI8x8rbH6dRxq55Hvx41ndmf697Zf36T/soihDbUREBERAREQEREBERBh9qAIdmrrLEOTkZSyua9u4tIYcEFT7JxRw7MWpkTGsbzaM4aMDJaCT2oi3/AIr+MqpG/fP9Q/miLCJ0REH/2Q=="
},
{
"timing": 3071,
"timestamp": 5901526832167,
"data": 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"
}
]
}
},
"final-screenshot": {
"id": "final-screenshot",
"title": "Final Screenshot",
"description": "The last screenshot captured of the pageload.",
"score": 1,
"scoreDisplayMode": "informative",
"details": {
"type": "screenshot",
"timing": 3089,
"timestamp": 5901526850237,
"data": 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"
}
},
"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 about the Total Blocking Time metric](https://developer.chrome.com/docs/lighthouse/performance/lighthouse-total-blocking-time/).",
"score": 0.39,
"scoreDisplayMode": "numeric",
"numericValue": 752.5,
"numericUnit": "millisecond",
"displayValue": "750 ms",
"scoringOptions": {
"p10": 200,
"median": 600
}
},
"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 about the Maximum Potential First Input Delay metric](https://developer.chrome.com/docs/lighthouse/performance/lighthouse-max-potential-fid/).",
"score": 0.46,
"scoreDisplayMode": "numeric",
"numericValue": 263,
"numericUnit": "millisecond",
"displayValue": "260 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 about the Cumulative Layout Shift metric](https://web.dev/articles/cls).",
"score": 1,
"scoreDisplayMode": "numeric",
"numericValue": 0,
"numericUnit": "unitless",
"displayValue": "0",
"scoringOptions": {
"p10": 0.1,
"median": 0.25
},
"details": {
"type": "debugdata",
"items": [
{
"cumulativeLayoutShiftMainFrame": 0,
"newEngineResult": {
"cumulativeLayoutShift": 0,
"cumulativeLayoutShiftMainFrame": 0
},
"newEngineResultDiffered": false
}
]
}
},
"errors-in-console": {
"id": "errors-in-console",
"title": "Browser errors were 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 about this errors in console diagnostic audit](https://developer.chrome.com/docs/lighthouse/best-practices/errors-in-console/)",
"score": 0,
"scoreDisplayMode": "binary",
"details": {
"type": "table",
"headings": [
{
"key": "sourceLocation",
"valueType": "source-location",
"label": "Source"
},
{
"key": "description",
"valueType": "code",
"label": "Description"
}
],
"items": [
{
"source": "network",
"description": "Failed to load resource: net::ERR_NAME_NOT_RESOLVED",
"sourceLocation": {
"type": "source-location",
"url": "https://secure-ds.serving-sys.com/SemiCachedScripts/ebOneTag.js",
"urlProvider": "network",
"line": 0,
"column": 0
}
},
{
"source": "network",
"description": "Failed to load resource: the server responded with a status of 404 (Not Found)",
"sourceLocation": {
"type": "source-location",
"url": "https://uq.edu.au/libraries/uq/js/chunks/analytics.es6-CAkIlpd_.js",
"urlProvider": "network",
"line": 0,
"column": 0
}
}
]
}
},
"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 about the Time to First Byte metric](https://developer.chrome.com/docs/lighthouse/performance/time-to-first-byte/).",
"score": 1,
"scoreDisplayMode": "metricSavings",
"numericValue": 301,
"numericUnit": "millisecond",
"displayValue": "Root document took 300 ms",
"metricSavings": {
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"LCP": 200
},
"details": {
"type": "opportunity",
"headings": [
{
"key": "url",
"valueType": "url",
"label": "URL"
},
{
"key": "responseTime",
"valueType": "timespanMs",
"label": "Time Spent"
}
],
"items": [
{
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}
],
"overallSavingsMs": 201
},
"guidanceLevel": 1
},
"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 about the Time to Interactive metric](https://developer.chrome.com/docs/lighthouse/performance/interactive/).",
"score": 0.01,
"scoreDisplayMode": "numeric",
"numericValue": 23977.38745,
"numericUnit": "millisecond",
"displayValue": "24.0 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 about User Timing marks](https://developer.chrome.com/docs/lighthouse/performance/user-timings/).",
"score": 1,
"scoreDisplayMode": "informative",
"displayValue": "5 user timings",
"details": {
"type": "table",
"headings": [
{
"key": "name",
"valueType": "text",
"label": "Name"
},
{
"key": "timingType",
"valueType": "text",
"label": "Type"
},
{
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"label": "Start Time"
},
{
"key": "duration",
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"granularity": 0.01,
"label": "Duration"
}
],
"items": [
{
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"timingType": "Measure"
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{
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"timingType": "Measure"
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{
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{
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{
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"timingType": "Mark"
}
]
},
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},
"redirects": {
"id": "redirects",
"title": "Avoid multiple page redirects",
"description": "Redirects introduce additional delays before the page can be loaded. [Learn how to avoid page redirects](https://developer.chrome.com/docs/lighthouse/performance/redirects/).",
"score": 1,
"scoreDisplayMode": "metricSavings",
"numericValue": 0,
"numericUnit": "millisecond",
"displayValue": "",
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"FCP": 0
},
"details": {
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},
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},
"image-aspect-ratio": {
"id": "image-aspect-ratio",
"title": "Displays images with correct aspect ratio",
"description": "Image display dimensions should match natural aspect ratio. [Learn more about image aspect ratio](https://developer.chrome.com/docs/lighthouse/best-practices/image-aspect-ratio/).",
"score": 1,
"scoreDisplayMode": "binary",
"details": {
"type": "table",
"headings": [
{
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},
{
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"label": "URL"
},
{
"key": "displayedAspectRatio",
"valueType": "text",
"label": "Aspect Ratio (Displayed)"
},
{
"key": "actualAspectRatio",
"valueType": "text",
"label": "Aspect Ratio (Actual)"
}
],
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}
},
"image-size-responsive": {
"id": "image-size-responsive",
"title": "Serves images with appropriate resolution",
"description": "Image natural dimensions should be proportional to the display size and the pixel ratio to maximize image clarity. [Learn how to provide responsive images](https://web.dev/articles/serve-responsive-images).",
"score": 1,
"scoreDisplayMode": "binary",
"details": {
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"headings": [
{
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{
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"label": "URL"
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{
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"valueType": "text",
"label": "Displayed size"
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{
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"valueType": "text",
"label": "Actual size"
},
{
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"valueType": "text",
"label": "Expected size"
}
],
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}
},
"deprecations": {
"id": "deprecations",
"title": "Uses deprecated APIs",
"description": "Deprecated APIs will eventually be removed from the browser. [Learn more about deprecated APIs](https://developer.chrome.com/docs/lighthouse/best-practices/deprecations/).",
"score": 0,
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"displayValue": "1 warning found",
"details": {
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{
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"label": "Deprecation / Warning"
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{
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"label": "Source"
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],
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}
},
"third-party-cookies": {
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"title": "Avoids third-party cookies",
"description": "Third-party cookies may be blocked in some contexts. [Learn more about preparing for third-party cookie restrictions](https://privacysandbox.google.com/cookies/prepare/overview).",
"score": 1,
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{
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{
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}
},
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"id": "mainthread-work-breakdown",
"title": "Minimize 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 how to minimize main-thread work](https://developer.chrome.com/docs/lighthouse/performance/mainthread-work-breakdown/)",
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"label": "Time Spent"
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{
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{
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{
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},
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"id": "bootup-time",
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"description": "Consider reducing the time spent parsing, compiling, and executing JS. You may find delivering smaller JS payloads helps with this. [Learn how to reduce Javascript execution time](https://developer.chrome.com/docs/lighthouse/performance/bootup-time/).",
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"label": "Total CPU Time"
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{
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"label": "Script Evaluation"
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{
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{
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{
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{
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"label": "Transfer Size"
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"label": "Resource Size"
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