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" 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xVkNM10UjohUPLml+8ARngQMHPD4VZWgLvcanb5ragqa+rmoYIQYaaSZzo4zlnuWk4HM8kFyIqKptQ3un247QYKWqq6qKis7p6ShfK50QlDISN1mcAkk8u8960zSB1JrCwzXi3bSqtuq2Oe9tldL0YJBOGhpcBxGP6uBnCD1QioDXF+1VBc9lTLxNU2y5VVYY7hT005ayXEsY8YNOCCOOOON4hc1k2pdpO1XUVjodS1lgtFkAYBR5D5HZxkkEE5OeZ5AcEF/Iq12TU2trRcLxZ9XySXC3U7gaC5yOBdKM4IPEu5YPHlx4la1tHumodS7XKHQ1kvU9kohS9ZqKimyJHHBdzBB5AADI5nOUF3oqf0hRa40Rqi4Ut4rqvUGlG0j6htdUvBkje1pdji4u7CO0cQeC07Rlq1rtOsVw1Sda19qkM8jaSjpi5sQ3eIBw4cOOORPDJyg9IovLF92h3+9bCbdcXXGqprrT3gUU1TTSmJ0zRGXAktx2OGfSMqx/wAI27XG1bLaKqtlfV0dS6rga6anmdG8gseSN5pBxwCC4EXmHaprm/6W2qWWqoK2tlo4LdT1FRRCZxilad7fLm5xkj+tjhwK2vV2q57jtY2by2S6VTbPc4uldFFM5scoLj7toOCRy49yC80XmHaxpzUOjrjYGU2vNSVDbvWmBwdVyN6IZbxGH8fdf3LaNfUOpdmGza51Ft1LdrvU1dRFG6qq3GR1JHh2S3JOMnAz6UF7IvOdmodXUzLXfNCa6m1gXPb12gnnGA0jJy17zu93YRwXothJaCRgkcR3IOUREBERAREQEREBERAREQFRE1NDWfhTVlNVRNlp5rQY5I3jLXNMYBB9CvdYSv1VYLfWSU1bdqOCpj4PjfIA5vDPFRNUU9cr0W6q5xRGVJ7b9OWrS7dn1tsNGyko23Yv6NpLsuLo8kkkkn4Subrdn7L9t9/vt9t1bNZbxABFU00e+GnxTg5wMgtIxnPIq66TVVgrTKKa7UUxhjdM/dkB3GDm4+gd66W600y9waL3byTwA6YKu8p71vh7vVszylTmzo3zUOudc69slslp46mhdBbWVrN3ppAGbvDPEfihnBx43NaZqjUOmtQ6fqINQ6QrqHaD44a6gpTDvS58VxGckcs5BPPHNetY3NfG18bg5jhkEciFjrbfbTdKqSC319LUzxjL2RvDnNGccflVsxCkU1TEzEdTznqOG9QnYvHqbpTdG1Z6QS8XhvTRbod6d3dz29/FZX2cOynbFqu46it1fJabziSnqqaPfbnO9jiQO0jGc8B3q/Lrdbfaomy3Osp6VjjhrpnhuT6MpQ3a3XGlfU0VZT1FOz3Ukbw4N+HuTajODYq2drHBoeybV2otZ3C8XGvt3UdOBwbbhLEWSyceZOeIx3cMnhnC03aPUVGhtuFDrOut9XVWKaj6vJLTM3jG7dLePYOw8SM8ccld1Dd7dXUD62jrIJqNmd6ZjwWtxzyfQvq13Ohu1OZ7bVQ1UAdul8bt4Z7k2okmiqM5jqVRpfW982kakudNZ7e+k0caKSI1NXAWyPkc0tGCDjmc4GeA481pOznX7dl+l7hpXUtmuTbzBUSup2RxZZPvDhh2eWRzGeBXpC5V1Ja7fPW3CoipaOBhfLNI7daxo5knsC1I7VtAHnq6yfSmfapVUYNnmoY/weSw0MprzdPZTqm6elEO4Ge5554b2OeFJ2i65btS01Z9Kaas10N2NTE+oEsQDIS1packHll2cnHAL0JRau09XXGmoKO80E1bU04qoYWTAvkiIyHgdrcccru09qKy6iinlsFzo7hHC/o5XU0geGO7jjkUFL3a3Qz/AIS1nttZG2amfY3U8rHDIe3opQQVotu0zcNHbe9N2GpkklttPWGW3vdx/EvJPP0HIPpz3r0wNZ6ZdDdZxe7cYrS8R17+mbimcXFoDz/VOQRx7lBoNpOibjVx01HqmzTVEhDWMbVMy4nkBx5oK8/CWGbpoD/zT/NGt42w3O/2jSDqvTVtgucjZA2qppoTLvQEEOw0Hjxxnnwyt5wD3FYa+apsVhqYae83eioZ5hvRxzyhhcM4yAfSg8vX+ssWob5Zp9lWn7va9Uioa6boY+jijHaCASBg9uAMZyvRtn1rBcNdXHSnUqxlZQU7ZpKlzAIn53eDTz/rcO/B7lsN1uVDZ6CWuudTDSUcWN+aVwa1uSAMn4SF8NvFtdZjd21tObZ0Rm60Hjo9wf1t7lhBPRa/Va101SW2kuFTfLfFQ1e8Ked8zQyXdODuntwV2WPV2nr9UOgs16t9bO0bxjgna52O/AOUGcREQEREBERAREQEREBVvthsNqZpW53VtDCLiXRZqMeN7trefwcFZC1jaTaqy96PraC2xCWqkMZawuDc4e0nieHIFYdRTtW6oxnhLe6Nu7rVW6trEbUZ7OGYzn6NbpbDaqPZXNcaWhhirprK7pJmjDnb0WTn4Sq3o62yRaJjpanTVRLdJw+OG4Fm6xzy47uHZ444DHoV1G01n+zP2I6Idf8AYzq3R7w/4nR7uM5xz7VrbNE1tTsngs1VA1l2pi+aFu+04f0jiBvA44tOPlWres1TjYj+2ez0etodbRTFU3q5410/3TE4xVx78QlUktbpHZAXXFxZXQ07msaTksc9x3G/JvD1LQ9H0s2kNQ6WuVQT0F3hLJPQXO4D++M+tbfqqx6n1FpXT9tnpdydsg6+/pmcA3xQ7nxyCXYHaFC1Rswrzao3Wy8XG41VO5phgqZhutHI7uTgYH1KlyiuZiaKZ/liMf76cGbTXrNNNVF65TE3aqtrHGMcYj6RGZz6YfdwoKbUO2meiu8fWKSnpA5kLid3O609npcVnYtDwWC43a52upMFFNSPYaENO6Du885789naVjrtpzU8N9o9T2RlMbpJStiq6WZwxvboBwc4PIdvYpFg05qSouVzvOo5o21U9M6GGjhkywZGMnjgcvTzKyU0fzTmjjmZz9PX/DWvXs2o2L0RRFMRNPXmY6+Hrx2v1VVZbzLU2Sh0wJzRUNTV5qqkjgQ4jDf7vq7F6Ps9tpbRbYKGgjEdPC3daB9Z9KrewbPqibZ3VWi7U8dPcXTumhfvNduuwA0kg/CPgUS96l1dpnTml7Y+mgjvdbc47eHzETCSEg5d4p5jLeJ7ie1NJRVbxtx1xy+h0zqLOozNiYiKapzGeuZ/ujv7vpw72y7df/g/q3/y+T6l572L1ehLjadN2S7bOK6uudQ4QS3R1EHQOc55w8v3uQBAJx2L0ntVs9bf9nGobTa4hNX1dG+KGMuDQ5xHAZJAHyqNsZsVw01sxsFnvMIguFLC5k0Ye1+6S9x5tJB4EclvueVIaGmtn4WdDQ0EDKekp7D0UUTBhrGCJwAHoAVS7DtR3HZ7fGanqMu0pca99qryMkRPADmvI9G8SPQHBeh67RN+l/CPj1WyjabELYaY1HTMz0m44Y3c73MjjhYfZNsmro9lWptK63om0xuVbJLFuyskLAWt3JAWkgEObn5EFVUT2SaR/CFfG4OY64Qua4HIINXNghbNetnmlnfguU+oI7PTRXuO2Q1PXIwWyF+83JJ7cglfGitjesrJs12k2Kqt8Tq26ilZQ7tTGRP0cjy453vF4EHxsc1KGlNs132fUugqmzWW2WZsMdM+sfUtc8xsIPHde7ngcmoLs2J1lRX7JtK1NZK6Wd9BGHPccl2BjJPfwVB7S7dUbRta68udK97qXTVG2OAjkXMd4w/umPqXouwWSo0js7pLNaR12st1B0MG8QzppWt4czgAu9KqPQOxG8NsVRLfdR3uzXGtkeaqloKpu48ZIBeWkhxIJ9aCZrDUHhN+C3JcnO3p3U8EUx/8RkzGu9ZGflWhaQ1FWae2eag0bqB27DcLK+42mVx8VzXxbzmA+s/CHd4W02rZvrC37LtaaRNCJmT1Ucttf1iPEzRI3ePuvF8VjTxxzK2HXeyyr1Jsj0/Qsp2M1NaKOJkbS9vjEMAfEXZxjhwOcZHpQVfdoIqnZnsigqGCSGWumY9juTmmcAgrbds2lrPo3VehLjpehjtlTLcBHIaclocA5nZn0kfKuL3s41j/ALPdAUVutcUt1ss8088L6iMNaTJvN47wBz6CstPpDaFr/VFiq9b01stFstM4qBHTyB75DkEgYc7nugcSMelBfCIiAiIgIiICIiAiIgKodf7a49J64l0xTaYul4ro4WTf7mQSQ4Z9zgngreXlvW8Wppvwq6luiai30949i2Fr68Ex7nRjeHAHj3cEFp7Ptstp1fXXK2S2y42i9UMDqh9DWsDXPY0ZOD38RwIHNaha/wAI592pjUWvZ/qGtpw4s6SnHSNyOYyG4zxC17YdTV+sNU6x1rqy4MfqO3wS219CyER9D4mN447PFc0DvBWD/Byi2nv0XvaKqLHHY+vv6VtYCZN/DN7HDljGEFrah26MsWndP3Kt0ld2VN4lmhjoHkMmYY3BoyCMne3hjgu/SW3W1XfUtJYr7Y7vpyvrCG03X48MlcTgNzwIJPAcMela5+Exnw62VZ5+yv8A1IVx+E5u+HeyvGOk9lflx0kKCwLTtWtdZqnWFoq6aWii01GZamrkeCx7RzIA4rS2fhKWXeZVS6Z1DHYnSbguZgHR88ZxnH9+fQtU03DaKnartsp9SVPVLRNAYqmfOOja5+N7keRIXw6HV+hdmxERsmu9mPQl2DmGVsBdn6z/AGsehBcevNrem9I2C1XN75rkbs0OoKejbvPqAccRnGBxHpycYWM0Dtns2rdSs0/cLRcrHenNMkEFwiA6UAZ8U8wcAniByVVVlZZrjti2NVVhpRR2SWh3qanfyiO9L4vHtDuHqV46rGhvD/Tp1B1bwr/7s3i/pMZPLd4Yzn3XpQatqvb1aLRqOus1msd4v9RQEtq5KGLMcRHMZ4k44g8APSpNbtxsf+zR2s7TQ1dfSQ1LaWqpctjlp3O8rmMZLeXPK1X8EfdI14ZMdaN3PSZ91jxsZ+Xe/vWubItPx6podtVkiDDDV1b2QY9wHh0pYR8Dg0/Igu/We0e2aY2bxaxlikqaOeOGSCFjgHSdLggAnhyJPyFahqrboywV9joPBO6VtwutujuDKaneHPYH7x3CAMkgNJOFRdmvUuvtK7NNnLi8zwXSVlew+6bFEct+QMe/9lb3tlivo/CW0rFox1HFeW2rFMaofigB0+c/+nKCxNL7Y6q9VtVDV6Hv9rhgpJqp1RVMLWfi2l27ktHE4wFrFH+EpHVUBuMehdQPtjc79VEA+NoHPxsY4fCt9tzNYR7MtSjX8tulufVqjozQjDOi6LhngOOd5eYNO3raBpzYL1201duZpOpqZaOUCHfqYt/Ic45GN08hxJ4hB7K0Xqe26x03R3uySukoqkEt327rmkHBa4dhBBC1bQu1W1as1VdNPsppaOuo3PDBK8EThjiHFuO7AOO4+hTdjGlqPSGzq02231or4XMNT1oN3RKZPG3gOwYIx8C88aY0Nc9U3DV9y0vUml1Dbbu7oH9L0Ycx7pA4Z7D25+EdqC+LTtYtN22i1Wk7fTSzPp2yF1Y146MuY3LgBz55GfQstsy1zT69s9XcKWjlpGU9S6nLJHhxJABzw+FUhoLSjNGbd6CzskMszLQ6SeTOd+V0ZLiPRngPQFuH4KT2jRd7BcAW3N5dk8vEag2Ox7YbNX6PvGo62mqKGjttT1ZzCQ98r8DAaBjicrFWvbxaJbhSQ3myXez0dW4NgrKqMdG7PIk93pGVWOzy32K67HdT0mpbo21Uk96xBVuBIbMIwW8O3gDw7lseq67Umk7Lb6PaVa7VqnSAljZHWQOLJGHBDSRwyd3PZx8pBbMevaV+0yXRwo5RPHS9aNVvjcI3QcY59q0+5be7PDW1bbVZLvdKCkcWz11PGOjbjmR6PScLWat0b/wgrw6iz0R064xYzy6Bu7j+5bD+DAKX/ZHUdY6LoTVz9PvYxjdbne+T+5BaOk9RW7VVhprvZ5TLSTg43hhzSDgtcOwgrLrUtmXgmNOyeAZi9iesO3uiL93pcN3vd8eW76FtqAiIgIiICIiAtEbs6p27XH689kJesupOq9U6MbmN0DO9nPZ3Le0QV3Q7MKa3bRL7qm33OaBt5p3Q1dCIgY3OIA3wc5zkZ+U960G0/g51NnpTTWnaHf6KnLi8xU46Nu8eZwH4zwC9BIgpfUWww37TunrdXavur6uzyzTR17278zy9wcOJdkbu6McV3aU2E2616mo79qG/3fUdfREOpuvSZZG4HIOMknB4jjjPYriRBXFr2TWum1TrG7V1TJXQamjMVTRyRhrWNJ4gOBz9S072t9rANC3Vmo26fL9/2M6cbnPOM8v/ANcq+EQVxrXY9prU+nLRaWtntps7Q231NI/EkA4cMnOQSAePHPHKgaA2K2vS2pW6huN3ud/vUTSyCor35EQII4Dic4JHE9vJWsiCndU7CLbc9R115sN/vGnZ6871ZHQSYjmJ4k44EZySeJHoW77N9CWbZ9YPYqxskLXv6SaeYh0kz8Y3nEY+QDgFtaIKs0bsZtGltpdz1hS1ksstWZnR0rowGQGR2XFpznvHwFde07Y63W+sKTUUGpK+zVtNTCmYaRg3gAXHIdkEZ3yFa6IKi0vser7NWVUtbru+3WCopJqV1PVOLmfjGlu9guPEZyFltN7KLbaNlVboWorJa2hqhLmd8Ya5pechwGcZaQCPgVjog1rZzpd+jdI0VhdcpblHRgsimlYGuDCchvAnlnA9GFB2e6Dg0ZWX2ogrpao3Wp6y4PYG9GcuOBg8fdLc0QaY7QcDtqDNadel6dtN1bqu4N3G6RnezntWqXzYbbKu71tbZr5dbLFXOLqmmpH/AIt+eeBwwOJ4HI4q3kQaLFst0zHoJ2kurSutrndK6Qv/ABpl/Ob2PdfJjHDGFqtHsGtvWKZt51DerrbaVwdDQzy4jGOQPo+DCuREGlQ6ApotpkusG1j+kfSik6p0Y3A3dDc5z6OWFqFx2C2qStqzab9d7VbqtxdPQ08g6N2eYHo9ByrkRBXt22V2qp0fatOWytrbXR2+oFQ19O/x5Xcclx7Sc5z2FWC0brQ3JOBjJXKICIiAiIgIiICIqn1pqeG8361WKmgmivFBqCFxpXA70kDGl3TjH/ZnPP0ILYJAGSQB6UXnCu1pqC66du8ddWNrB1Zk1VA6iawW6cVbGCHiPGy3J8bJ4ZW46Q1PqKbW9DDX3QVVur7hdKRtK6nYzoW07juEOaAScDHHs9PFBbyAgkgEZHNUTU6n1fLdqhlPqEwwTVt0po2Giid0LaZu+wg44k8jnPD08Vr1beKu8zsrassE89Xa5nmNgblz6GYu4jiePfyQelwQSQCMjsRebtPahuVotcZpKxtvgkpbJDU3DqzZDSxOpnFzzkHPEAZdkDKnVGudYyW5ta269W6pZ/ZBzDRsxV4qzG1xDhloezB4Ec+GEHoNFU+lNYXet2p1lnra8T0hfPuU8MDS2FrQC3f4CRh4+6O81+fFwtduGrtS3Cuv1vF0kjd0VxbPRx0jWut0cQPQyCQjjvgAZOfdcMYQX0iqKlr6jReyzQs0Nc6OkfVUprp3xMwIJcueHYbwGXAb3P05K1qLaPqEvsU7rvvU9TJIDFHSsMsw62+MeIWjfAYGjDHB490chB6CReeqjaDrISapc6thp30kNS5tM6Jm/SFkgbG4At4gg/1ic5yOSz9dqfUVj1vYrRXX7rsUwpmyNjo42vlMj3bxLMAloGBvRuO7jLgUFzIq92pajhk2azS2aaSd13c2gpnQRuc95kduu3W4ySGh55diquWvd4M2yzEVcb7PXXKlYyqY6OboDRTPhL2uwR4rgOPcg9LIqavVDPcrdslpxXTw08jo3Pia1rmvcymMjSd4HPFuPlzzAK1wbQ9XSWW5zQ3TerBSsknaaFrfYuoNWyMQ8Rh2WOdwdk8M5QeiEVVbUbPX1Vv0VbK29TyuluscNVM2CNonJa5wcWYI4bvLlx454LWrnqzWVHpx109m809VeKiiEhpYmiiiifK0EuLSDvFrRlw4Y7zlBfSKha/Xms2XPTcJqKSnNTR00xBjAjrXvkLXgEt3vc4OG4Izk8FeFsuFLc6XrFDMJod98ZcAR4zXFrhx7iCEEpERAREQEREBERAREQEwM5xxREDA7gmB3BEQMDuC4wO4LlEDA7gmB3BEQMDOccUwO4IiBgYxjgmB3BEQMDuCYGc4REDA7kwO4IiBgdyYHcERAwmBjGAiIGB3IiICIiAiIgIiICIiAiIgLznqvXOo4dTXWGC6TRQw1UkTGMDQA1riB2dwXoxeTtYf0tvfx2b98rzukq6qKI2ZxxdN/C9i3e1FcXaYqjHbGe2GQ8PdT+eKj1N+xPD3U/nio9TfsWsIvH39zxTzdv8AL9J5VP2x7Nn8PdT+eKj1N+xPD3U/nio9TfsWsIm/ueKeZ8v0nlU/bHs2fw91P54qPU37E8PdT+eKj1N+xawib+54p5ny/SeVT9sezZ/D3U/nio9TfsTw91P54qPU37FrCJv7ninmfL9J5VP2x7Nn8PdT+eKj1N+xPD3U/nio9TfsWsIm/ueKeZ8v0nlU/bHs2fw91P54qPU37E8PdT+eKj1N+xYO12+oudY2mpGtMpa53jvDWgNBJJJ4AABTzputFPWTOkohHSY6U9aZwyMtI48c9nerxXfqjMTP6sNen0FurZrooifSE3w91P54qPU37E8PdT+eKj1N+xQfBq5Nnp4pIo4nT0xq2mSQNaIwMkk9mB2FfcumLhFFWPldSMFIGmUOqWZAcAWkceIIIx3qdrUd8/qpu+jfDRyp9P34Jfh7qfzxUepv2J4e6n88VHqb9ix8WnrlLboq9kGaWVksjZN4YxH7r4D6O1ds2lrrEHb0MRLWvLgyZri0sAc5pAPBwBzjmo2r88cz+qZtdHROJpoz6U9iX4e6n88VHqb9ieHup/PFR6m/YsXebHX2Z27cYhE7pHRY3gckNa44x2Ye3isYq1Xb1M4mqecstvR6K5TtUW6Zj6RDZ/D3U/nio9TfsTw91P54qPU37FrCKN/c8U81/l+k8qn7Y9mz+Hup/PFR6m/Ynh7qfzxUepv2LWETf3PFPM+X6Tyqftj2bP4e6n88VHqb9ieHup/PFR6m/YtYRN/c8U8z5fpPKp+2PZs/h7qfzxUepv2J4e6n88VHqb9i1hE39zxTzPl+k8qn7Y9mz+Hup/PFR6m/Ynh7qfzxUepv2LWETf3PFPNHy/SeVT9sez1rperlr9N2urqXb089LHI84xlxaCVk1hdEf0NsfxKH9wLNLp6f6YfJrkYrmI7xeTtYf0tvfx2b98r1ivNurdH6gk1RdpYrVVSxS1UkjHxs3g5rnEg5HoK0OkqKqqI2YzxdH/C963Z1Fc3Kojh2zjthpKLYPA3UfmWu+aKeBuo/Mtd80V4+5ueGeTuPj9L5tPOPdr6LYPA3UfmWu+aKeBuo/Mtd80U3NzwzyPj9L5tPOPdr6LYPA3UfmWu+aKeBuo/Mtd80U3NzwzyPj9L5tPOPdr6LYPA3UfmWu+aKeBuo/Mtd80U3NzwzyPj9L5tPOPdr6LYPA3UfmWu+aKeBuo/Mtd80U3NzwzyPj9L5tPOPdi7VXvttaypjjjke0EBr844jGQQQQfSCCptVqGpqX15khp8VrojK0NOPxZ4Y4549pOSV3+Buo/Mtd80U8DdR+Za75oq0UXojERPJgqv6Guvbqrpz/wCo789/ekz64us0plLaVkw6YRyRR7joxI0NOCD2YGCcngsbW3+qqzdDKyEG4ljpiAeBac5GTwyf5YUnwN1H5lrvmingbqPzLXfNFWnf1dcTyY7c9HW5zRVTH5x357+/i4otV3GjtRt0XQmlMElOWuaTkPJO9z90MnB7iu0awr2V8FXFBSRyxzuqX7rXYlkc3dcXAuPMcMDA4rr8DdR+Za75op4G6j8y13zRUx8REYxPJE/LaqpqmqnM5zxjt6+1Evl9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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": 4786, "timestamp": 1239517555640, "data": 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xVkNM10UjohUPLml+8ARngQMHPD4VZWgLvcanb5ragqa+rmoYIQYaaSZzo4zlnuWk4HM8kFyIqKptQ3un247QYKWqq6qKis7p6ShfK50QlDISN1mcAkk8u8960zSB1JrCwzXi3bSqtuq2Oe9tldL0YJBOGhpcBxGP6uBnCD1QioDXF+1VBc9lTLxNU2y5VVYY7hT005ayXEsY8YNOCCOOOON4hc1k2pdpO1XUVjodS1lgtFkAYBR5D5HZxkkEE5OeZ5AcEF/Iq12TU2trRcLxZ9XySXC3U7gaC5yOBdKM4IPEu5YPHlx4la1tHumodS7XKHQ1kvU9kohS9ZqKimyJHHBdzBB5AADI5nOUF3oqf0hRa40Rqi4Ut4rqvUGlG0j6htdUvBkje1pdji4u7CO0cQeC07Rlq1rtOsVw1Sda19qkM8jaSjpi5sQ3eIBw4cOOORPDJyg9IovLF92h3+9bCbdcXXGqprrT3gUU1TTSmJ0zRGXAktx2OGfSMqx/wAI27XG1bLaKqtlfV0dS6rga6anmdG8gseSN5pBxwCC4EXmHaprm/6W2qWWqoK2tlo4LdT1FRRCZxilad7fLm5xkj+tjhwK2vV2q57jtY2by2S6VTbPc4uldFFM5scoLj7toOCRy49yC80XmHaxpzUOjrjYGU2vNSVDbvWmBwdVyN6IZbxGH8fdf3LaNfUOpdmGza51Ft1LdrvU1dRFG6qq3GR1JHh2S3JOMnAz6UF7IvOdmodXUzLXfNCa6m1gXPb12gnnGA0jJy17zu93YRwXothJaCRgkcR3IOUREBERAREQEREBERAREQFRE1NDWfhTVlNVRNlp5rQY5I3jLXNMYBB9CvdYSv1VYLfWSU1bdqOCpj4PjfIA5vDPFRNUU9cr0W6q5xRGVJ7b9OWrS7dn1tsNGyko23Yv6NpLsuLo8kkkkn4Subrdn7L9t9/vt9t1bNZbxABFU00e+GnxTg5wMgtIxnPIq66TVVgrTKKa7UUxhjdM/dkB3GDm4+gd66W600y9waL3byTwA6YKu8p71vh7vVszylTmzo3zUOudc69slslp46mhdBbWVrN3ppAGbvDPEfihnBx43NaZqjUOmtQ6fqINQ6QrqHaD44a6gpTDvS58VxGckcs5BPPHNetY3NfG18bg5jhkEciFjrbfbTdKqSC319LUzxjL2RvDnNGccflVsxCkU1TEzEdTznqOG9QnYvHqbpTdG1Z6QS8XhvTRbod6d3dz29/FZX2cOynbFqu46it1fJabziSnqqaPfbnO9jiQO0jGc8B3q/Lrdbfaomy3Osp6VjjhrpnhuT6MpQ3a3XGlfU0VZT1FOz3Ukbw4N+HuTajODYq2drHBoeybV2otZ3C8XGvt3UdOBwbbhLEWSyceZOeIx3cMnhnC03aPUVGhtuFDrOut9XVWKaj6vJLTM3jG7dLePYOw8SM8ccld1Dd7dXUD62jrIJqNmd6ZjwWtxzyfQvq13Ohu1OZ7bVQ1UAdul8bt4Z7k2okmiqM5jqVRpfW982kakudNZ7e+k0caKSI1NXAWyPkc0tGCDjmc4GeA481pOznX7dl+l7hpXUtmuTbzBUSup2RxZZPvDhh2eWRzGeBXpC5V1Ja7fPW3CoipaOBhfLNI7daxo5knsC1I7VtAHnq6yfSmfapVUYNnmoY/weSw0MprzdPZTqm6elEO4Ge5554b2OeFJ2i65btS01Z9Kaas10N2NTE+oEsQDIS1packHll2cnHAL0JRau09XXGmoKO80E1bU04qoYWTAvkiIyHgdrcccru09qKy6iinlsFzo7hHC/o5XU0geGO7jjkUFL3a3Qz/AIS1nttZG2amfY3U8rHDIe3opQQVotu0zcNHbe9N2GpkklttPWGW3vdx/EvJPP0HIPpz3r0wNZ6ZdDdZxe7cYrS8R17+mbimcXFoDz/VOQRx7lBoNpOibjVx01HqmzTVEhDWMbVMy4nkBx5oK8/CWGbpoD/zT/NGt42w3O/2jSDqvTVtgucjZA2qppoTLvQEEOw0Hjxxnnwyt5wD3FYa+apsVhqYae83eioZ5hvRxzyhhcM4yAfSg8vX+ssWob5Zp9lWn7va9Uioa6boY+jijHaCASBg9uAMZyvRtn1rBcNdXHSnUqxlZQU7ZpKlzAIn53eDTz/rcO/B7lsN1uVDZ6CWuudTDSUcWN+aVwa1uSAMn4SF8NvFtdZjd21tObZ0Rm60Hjo9wf1t7lhBPRa/Va101SW2kuFTfLfFQ1e8Ked8zQyXdODuntwV2WPV2nr9UOgs16t9bO0bxjgna52O/AOUGcREQEREBERAREQEREBVvthsNqZpW53VtDCLiXRZqMeN7trefwcFZC1jaTaqy96PraC2xCWqkMZawuDc4e0nieHIFYdRTtW6oxnhLe6Nu7rVW6trEbUZ7OGYzn6NbpbDaqPZXNcaWhhirprK7pJmjDnb0WTn4Sq3o62yRaJjpanTVRLdJw+OG4Fm6xzy47uHZ444DHoV1G01n+zP2I6Idf8AYzq3R7w/4nR7uM5xz7VrbNE1tTsngs1VA1l2pi+aFu+04f0jiBvA44tOPlWres1TjYj+2ez0etodbRTFU3q5410/3TE4xVx78QlUktbpHZAXXFxZXQ07msaTksc9x3G/JvD1LQ9H0s2kNQ6WuVQT0F3hLJPQXO4D++M+tbfqqx6n1FpXT9tnpdydsg6+/pmcA3xQ7nxyCXYHaFC1Rswrzao3Wy8XG41VO5phgqZhutHI7uTgYH1KlyiuZiaKZ/liMf76cGbTXrNNNVF65TE3aqtrHGMcYj6RGZz6YfdwoKbUO2meiu8fWKSnpA5kLid3O609npcVnYtDwWC43a52upMFFNSPYaENO6Du885789naVjrtpzU8N9o9T2RlMbpJStiq6WZwxvboBwc4PIdvYpFg05qSouVzvOo5o21U9M6GGjhkywZGMnjgcvTzKyU0fzTmjjmZz9PX/DWvXs2o2L0RRFMRNPXmY6+Hrx2v1VVZbzLU2Sh0wJzRUNTV5qqkjgQ4jDf7vq7F6Ps9tpbRbYKGgjEdPC3daB9Z9KrewbPqibZ3VWi7U8dPcXTumhfvNduuwA0kg/CPgUS96l1dpnTml7Y+mgjvdbc47eHzETCSEg5d4p5jLeJ7ie1NJRVbxtx1xy+h0zqLOozNiYiKapzGeuZ/ujv7vpw72y7df/g/q3/y+T6l572L1ehLjadN2S7bOK6uudQ4QS3R1EHQOc55w8v3uQBAJx2L0ntVs9bf9nGobTa4hNX1dG+KGMuDQ5xHAZJAHyqNsZsVw01sxsFnvMIguFLC5k0Ye1+6S9x5tJB4EclvueVIaGmtn4WdDQ0EDKekp7D0UUTBhrGCJwAHoAVS7DtR3HZ7fGanqMu0pca99qryMkRPADmvI9G8SPQHBeh67RN+l/CPj1WyjabELYaY1HTMz0m44Y3c73MjjhYfZNsmro9lWptK63om0xuVbJLFuyskLAWt3JAWkgEObn5EFVUT2SaR/CFfG4OY64Qua4HIINXNghbNetnmlnfguU+oI7PTRXuO2Q1PXIwWyF+83JJ7cglfGitjesrJs12k2Kqt8Tq26ilZQ7tTGRP0cjy453vF4EHxsc1KGlNs132fUugqmzWW2WZsMdM+sfUtc8xsIPHde7ngcmoLs2J1lRX7JtK1NZK6Wd9BGHPccl2BjJPfwVB7S7dUbRta68udK97qXTVG2OAjkXMd4w/umPqXouwWSo0js7pLNaR12st1B0MG8QzppWt4czgAu9KqPQOxG8NsVRLfdR3uzXGtkeaqloKpu48ZIBeWkhxIJ9aCZrDUHhN+C3JcnO3p3U8EUx/8RkzGu9ZGflWhaQ1FWae2eag0bqB27DcLK+42mVx8VzXxbzmA+s/CHd4W02rZvrC37LtaaRNCJmT1Ucttf1iPEzRI3ePuvF8VjTxxzK2HXeyyr1Jsj0/Qsp2M1NaKOJkbS9vjEMAfEXZxjhwOcZHpQVfdoIqnZnsigqGCSGWumY9juTmmcAgrbds2lrPo3VehLjpehjtlTLcBHIaclocA5nZn0kfKuL3s41j/ALPdAUVutcUt1ss8088L6iMNaTJvN47wBz6CstPpDaFr/VFiq9b01stFstM4qBHTyB75DkEgYc7nugcSMelBfCIiAiIgIiICIiAiIgKodf7a49J64l0xTaYul4ro4WTf7mQSQ4Z9zgngreXlvW8Wppvwq6luiai30949i2Fr68Ex7nRjeHAHj3cEFp7Ptstp1fXXK2S2y42i9UMDqh9DWsDXPY0ZOD38RwIHNaha/wAI592pjUWvZ/qGtpw4s6SnHSNyOYyG4zxC17YdTV+sNU6x1rqy4MfqO3wS219CyER9D4mN447PFc0DvBWD/Byi2nv0XvaKqLHHY+vv6VtYCZN/DN7HDljGEFrah26MsWndP3Kt0ld2VN4lmhjoHkMmYY3BoyCMne3hjgu/SW3W1XfUtJYr7Y7vpyvrCG03X48MlcTgNzwIJPAcMela5+Exnw62VZ5+yv8A1IVx+E5u+HeyvGOk9lflx0kKCwLTtWtdZqnWFoq6aWii01GZamrkeCx7RzIA4rS2fhKWXeZVS6Z1DHYnSbguZgHR88ZxnH9+fQtU03DaKnartsp9SVPVLRNAYqmfOOja5+N7keRIXw6HV+hdmxERsmu9mPQl2DmGVsBdn6z/AGsehBcevNrem9I2C1XN75rkbs0OoKejbvPqAccRnGBxHpycYWM0Dtns2rdSs0/cLRcrHenNMkEFwiA6UAZ8U8wcAniByVVVlZZrjti2NVVhpRR2SWh3qanfyiO9L4vHtDuHqV46rGhvD/Tp1B1bwr/7s3i/pMZPLd4Yzn3XpQatqvb1aLRqOus1msd4v9RQEtq5KGLMcRHMZ4k44g8APSpNbtxsf+zR2s7TQ1dfSQ1LaWqpctjlp3O8rmMZLeXPK1X8EfdI14ZMdaN3PSZ91jxsZ+Xe/vWubItPx6podtVkiDDDV1b2QY9wHh0pYR8Dg0/Igu/We0e2aY2bxaxlikqaOeOGSCFjgHSdLggAnhyJPyFahqrboywV9joPBO6VtwutujuDKaneHPYH7x3CAMkgNJOFRdmvUuvtK7NNnLi8zwXSVlew+6bFEct+QMe/9lb3tlivo/CW0rFox1HFeW2rFMaofigB0+c/+nKCxNL7Y6q9VtVDV6Hv9rhgpJqp1RVMLWfi2l27ktHE4wFrFH+EpHVUBuMehdQPtjc79VEA+NoHPxsY4fCt9tzNYR7MtSjX8tulufVqjozQjDOi6LhngOOd5eYNO3raBpzYL1201duZpOpqZaOUCHfqYt/Ic45GN08hxJ4hB7K0Xqe26x03R3uySukoqkEt327rmkHBa4dhBBC1bQu1W1as1VdNPsppaOuo3PDBK8EThjiHFuO7AOO4+hTdjGlqPSGzq02231or4XMNT1oN3RKZPG3gOwYIx8C88aY0Nc9U3DV9y0vUml1Dbbu7oH9L0Ycx7pA4Z7D25+EdqC+LTtYtN22i1Wk7fTSzPp2yF1Y146MuY3LgBz55GfQstsy1zT69s9XcKWjlpGU9S6nLJHhxJABzw+FUhoLSjNGbd6CzskMszLQ6SeTOd+V0ZLiPRngPQFuH4KT2jRd7BcAW3N5dk8vEag2Ox7YbNX6PvGo62mqKGjttT1ZzCQ98r8DAaBjicrFWvbxaJbhSQ3myXez0dW4NgrKqMdG7PIk93pGVWOzy32K67HdT0mpbo21Uk96xBVuBIbMIwW8O3gDw7lseq67Umk7Lb6PaVa7VqnSAljZHWQOLJGHBDSRwyd3PZx8pBbMevaV+0yXRwo5RPHS9aNVvjcI3QcY59q0+5be7PDW1bbVZLvdKCkcWz11PGOjbjmR6PScLWat0b/wgrw6iz0R064xYzy6Bu7j+5bD+DAKX/ZHUdY6LoTVz9PvYxjdbne+T+5BaOk9RW7VVhprvZ5TLSTg43hhzSDgtcOwgrLrUtmXgmNOyeAZi9iesO3uiL93pcN3vd8eW76FtqAiIgIiICIiAtEbs6p27XH689kJesupOq9U6MbmN0DO9nPZ3Le0QV3Q7MKa3bRL7qm33OaBt5p3Q1dCIgY3OIA3wc5zkZ+U960G0/g51NnpTTWnaHf6KnLi8xU46Nu8eZwH4zwC9BIgpfUWww37TunrdXavur6uzyzTR17278zy9wcOJdkbu6McV3aU2E2616mo79qG/3fUdfREOpuvSZZG4HIOMknB4jjjPYriRBXFr2TWum1TrG7V1TJXQamjMVTRyRhrWNJ4gOBz9S072t9rANC3Vmo26fL9/2M6cbnPOM8v/ANcq+EQVxrXY9prU+nLRaWtntps7Q231NI/EkA4cMnOQSAePHPHKgaA2K2vS2pW6huN3ud/vUTSyCor35EQII4Dic4JHE9vJWsiCndU7CLbc9R115sN/vGnZ6871ZHQSYjmJ4k44EZySeJHoW77N9CWbZ9YPYqxskLXv6SaeYh0kz8Y3nEY+QDgFtaIKs0bsZtGltpdz1hS1ksstWZnR0rowGQGR2XFpznvHwFde07Y63W+sKTUUGpK+zVtNTCmYaRg3gAXHIdkEZ3yFa6IKi0vser7NWVUtbru+3WCopJqV1PVOLmfjGlu9guPEZyFltN7KLbaNlVboWorJa2hqhLmd8Ya5pechwGcZaQCPgVjog1rZzpd+jdI0VhdcpblHRgsimlYGuDCchvAnlnA9GFB2e6Dg0ZWX2ogrpao3Wp6y4PYG9GcuOBg8fdLc0QaY7QcDtqDNadel6dtN1bqu4N3G6RnezntWqXzYbbKu71tbZr5dbLFXOLqmmpH/AIt+eeBwwOJ4HI4q3kQaLFst0zHoJ2kurSutrndK6Qv/ABpl/Ob2PdfJjHDGFqtHsGtvWKZt51DerrbaVwdDQzy4jGOQPo+DCuREGlQ6ApotpkusG1j+kfSik6p0Y3A3dDc5z6OWFqFx2C2qStqzab9d7VbqtxdPQ08g6N2eYHo9ByrkRBXt22V2qp0fatOWytrbXR2+oFQ19O/x5Xcclx7Sc5z2FWC0brQ3JOBjJXKICIiAiIgIiICIqn1pqeG8361WKmgmivFBqCFxpXA70kDGl3TjH/ZnPP0ILYJAGSQB6UXnCu1pqC66du8ddWNrB1Zk1VA6iawW6cVbGCHiPGy3J8bJ4ZW46Q1PqKbW9DDX3QVVur7hdKRtK6nYzoW07juEOaAScDHHs9PFBbyAgkgEZHNUTU6n1fLdqhlPqEwwTVt0po2Giid0LaZu+wg44k8jnPD08Vr1beKu8zsrassE89Xa5nmNgblz6GYu4jiePfyQelwQSQCMjsRebtPahuVotcZpKxtvgkpbJDU3DqzZDSxOpnFzzkHPEAZdkDKnVGudYyW5ta269W6pZ/ZBzDRsxV4qzG1xDhloezB4Ec+GEHoNFU+lNYXet2p1lnra8T0hfPuU8MDS2FrQC3f4CRh4+6O81+fFwtduGrtS3Cuv1vF0kjd0VxbPRx0jWut0cQPQyCQjjvgAZOfdcMYQX0iqKlr6jReyzQs0Nc6OkfVUprp3xMwIJcueHYbwGXAb3P05K1qLaPqEvsU7rvvU9TJIDFHSsMsw62+MeIWjfAYGjDHB490chB6CReeqjaDrISapc6thp30kNS5tM6Jm/SFkgbG4At4gg/1ic5yOSz9dqfUVj1vYrRXX7rsUwpmyNjo42vlMj3bxLMAloGBvRuO7jLgUFzIq92pajhk2azS2aaSd13c2gpnQRuc95kduu3W4ySGh55diquWvd4M2yzEVcb7PXXKlYyqY6OboDRTPhL2uwR4rgOPcg9LIqavVDPcrdslpxXTw08jo3Pia1rmvcymMjSd4HPFuPlzzAK1wbQ9XSWW5zQ3TerBSsknaaFrfYuoNWyMQ8Rh2WOdwdk8M5QeiEVVbUbPX1Vv0VbK29TyuluscNVM2CNonJa5wcWYI4bvLlx454LWrnqzWVHpx109m809VeKiiEhpYmiiiifK0EuLSDvFrRlw4Y7zlBfSKha/Xms2XPTcJqKSnNTR00xBjAjrXvkLXgEt3vc4OG4Izk8FeFsuFLc6XrFDMJod98ZcAR4zXFrhx7iCEEpERAREQEREBERAREQEwM5xxREDA7gmB3BEQMDuC4wO4LlEDA7gmB3BEQMDOccUwO4IiBgYxjgmB3BEQMDuCYGc4REDA7kwO4IiBgdyYHcERAwmBjGAiIGB3IiICIiAiIgIiICIiAiIgLznqvXOo4dTXWGC6TRQw1UkTGMDQA1riB2dwXoxeTtYf0tvfx2b98rzukq6qKI2ZxxdN/C9i3e1FcXaYqjHbGe2GQ8PdT+eKj1N+xPD3U/nio9TfsWsIvH39zxTzdv8AL9J5VP2x7Nn8PdT+eKj1N+xPD3U/nio9TfsWsIm/ueKeZ8v0nlU/bHs2fw91P54qPU37E8PdT+eKj1N+xawib+54p5ny/SeVT9sezZ/D3U/nio9TfsTw91P54qPU37FrCJv7ninmfL9J5VP2x7Nn8PdT+eKj1N+xPD3U/nio9TfsWsIm/ueKeZ8v0nlU/bHs2fw91P54qPU37E8PdT+eKj1N+xYO12+oudY2mpGtMpa53jvDWgNBJJJ4AABTzputFPWTOkohHSY6U9aZwyMtI48c9nerxXfqjMTP6sNen0FurZrooifSE3w91P54qPU37E8PdT+eKj1N+xQfBq5Nnp4pIo4nT0xq2mSQNaIwMkk9mB2FfcumLhFFWPldSMFIGmUOqWZAcAWkceIIIx3qdrUd8/qpu+jfDRyp9P34Jfh7qfzxUepv2J4e6n88VHqb9ix8WnrlLboq9kGaWVksjZN4YxH7r4D6O1ds2lrrEHb0MRLWvLgyZri0sAc5pAPBwBzjmo2r88cz+qZtdHROJpoz6U9iX4e6n88VHqb9ieHup/PFR6m/YsXebHX2Z27cYhE7pHRY3gckNa44x2Ye3isYq1Xb1M4mqecstvR6K5TtUW6Zj6RDZ/D3U/nio9TfsTw91P54qPU37FrCKN/c8U81/l+k8qn7Y9mz+Hup/PFR6m/Ynh7qfzxUepv2LWETf3PFPM+X6Tyqftj2bP4e6n88VHqb9ieHup/PFR6m/YtYRN/c8U8z5fpPKp+2PZs/h7qfzxUepv2J4e6n88VHqb9i1hE39zxTzPl+k8qn7Y9mz+Hup/PFR6m/Ynh7qfzxUepv2LWETf3PFPNHy/SeVT9sez1rperlr9N2urqXb089LHI84xlxaCVk1hdEf0NsfxKH9wLNLp6f6YfJrkYrmI7xeTtYf0tvfx2b98r1ivNurdH6gk1RdpYrVVSxS1UkjHxs3g5rnEg5HoK0OkqKqqI2YzxdH/C963Z1Fc3Kojh2zjthpKLYPA3UfmWu+aKeBuo/Mtd80V4+5ueGeTuPj9L5tPOPdr6LYPA3UfmWu+aKeBuo/Mtd80U3NzwzyPj9L5tPOPdr6LYPA3UfmWu+aKeBuo/Mtd80U3NzwzyPj9L5tPOPdr6LYPA3UfmWu+aKeBuo/Mtd80U3NzwzyPj9L5tPOPdr6LYPA3UfmWu+aKeBuo/Mtd80U3NzwzyPj9L5tPOPdi7VXvttaypjjjke0EBr844jGQQQQfSCCptVqGpqX15khp8VrojK0NOPxZ4Y4549pOSV3+Buo/Mtd80U8DdR+Za75oq0UXojERPJgqv6Guvbqrpz/wCo789/ekz64us0plLaVkw6YRyRR7joxI0NOCD2YGCcngsbW3+qqzdDKyEG4ljpiAeBac5GTwyf5YUnwN1H5lrvmingbqPzLXfNFWnf1dcTyY7c9HW5zRVTH5x357+/i4otV3GjtRt0XQmlMElOWuaTkPJO9z90MnB7iu0awr2V8FXFBSRyxzuqX7rXYlkc3dcXAuPMcMDA4rr8DdR+Za75op4G6j8y13zRUx8REYxPJE/LaqpqmqnM5zxjt6+1Evl9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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": 0.11, "scoreDisplayMode": "numeric", "numericValue": 1643.0729999999876, "numericUnit": "millisecond", "displayValue": "1,640 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": 0.21, "scoreDisplayMode": "numeric", "numericValue": 376, "numericUnit": "millisecond", "displayValue": "380 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": 0.006821, "numericUnit": "unitless", "displayValue": "0.007", "scoringOptions": { "p10": 0.1, "median": 0.25 }, "details": { "type": "debugdata", "items": [ { "cumulativeLayoutShiftMainFrame": 0.006821, "newEngineResult": { "cumulativeLayoutShift": 0.006821, "cumulativeLayoutShiftMainFrame": 0.006821 }, "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": "console.error", "description": "[Amplified] Container not found: amplified_100006989", "sourceLocation": { "type": "source-location", "url": "https://www.last.fm/", "urlProvider": "network", "line": 19, "column": 8711 } }, { "source": "console.error", "description": "[Amplified] Container not found: amplified_100006989", "sourceLocation": { "type": "source-location", "url": "https://www.last.fm/", "urlProvider": "network", "line": 19, "column": 8711 } } ] } }, "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": 188, "numericUnit": "millisecond", "displayValue": "Root document took 190 ms", "metricSavings": { "FCP": 100, "LCP": 100 }, "details": { "type": "opportunity", "headings": [ { "key": "url", "valueType": "url", "label": "URL" }, { "key": "responseTime", "valueType": "timespanMs", "label": "Time Spent" } ], "items": [ { "url": "https://www.last.fm/", "responseTime": 188 } ], "overallSavingsMs": 88 }, "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, "scoreDisplayMode": "numeric", "numericValue": 25593.959699999996, "numericUnit": "millisecond", "displayValue": "25.6 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": "9 user timings", "details": { "type": "table", "headings": [ { "key": "name", "valueType": "text", "label": "Name" }, { "key": "timingType", "valueType": "text", "label": "Type" }, { "key": "startTime", "valueType": "ms", "granularity": 0.01, "label": "Start Time" }, { "key": "duration", "valueType": "ms", "granularity": 0.01, "label": "Duration" } ], "items": [ { "name": "GTM-G-QVHSTYGXMZ:15:17", "startTime": 0, "duration": 1679.199, "timingType": "Measure" }, { "name": "GTM-G-QVHSTYGXMZ:8:17:14", "startTime": 1679.199, "duration": 513.286, "timingType": "Measure" }, { "name": "GTM-G-QVHSTYGXMZ:12:17:14", "startTime": 1679.199, "duration": 518.882, "timingType": "Measure" }, { "name": "GTM-G-QVHSTYGXMZ:16:17:14", "startTime": 1679.199, "duration": 523.423, "timingType": "Measure" }, { "name": "GTM-G-QVHSTYGXMZ:15", "startTime": 0, "timingType": "Mark" }, { "name": "GTM-G-QVHSTYGXMZ:17", "startTime": 1679.199, "timingType": "Mark" }, { "name": "GTM-G-QVHSTYGXMZ:8:14", "startTime": 2192.485, "timingType": "Mark" }, { "name": "GTM-G-QVHSTYGXMZ:12:14", "startTime": 2198.081, "timingType": "Mark" }, { "name": "GTM-G-QVHSTYGXMZ:16:14", "startTime": 2202.622, "timingType": "Mark" } ] }, "guidanceLevel": 2 }, "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": 0, "scoreDisplayMode": "metricSavings", "numericValue": 805.1629999999998, "numericUnit": "millisecond", "displayValue": "Est savings of 810 ms", "metricSavings": { "LCP": 800, "FCP": 800 }, "details": { "type": "opportunity", "headings": [ { "key": "url", "valueType": "url", "label": "URL" }, { "key": "wastedMs", "valueType": "timespanMs", "label": "Time Spent" } ], "items": [ { "url": "https://last.fm/", "wastedMs": 805.1629999999998 }, { "url": "https://www.last.fm/", "wastedMs": 0 } ], "overallSavingsMs": 805.1629999999998 }, "guidanceLevel": 2 }, "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": [ { "key": "node", "valueType": "node", "label": "" }, { "key": "url", "valueType": "url", "label": "URL" }, { "key": "displayedAspectRatio", "valueType": "text", "label": "Aspect Ratio (Displayed)" }, { "key": "actualAspectRatio", "valueType": "text", "label": "Aspect Ratio (Actual)" } ], "items": [] } }, "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": { "type": "table", "headings": [ { "key": "node", "valueType": "node", "label": "" }, { "key": "url", "valueType": "url", "label": "URL" }, { "key": "displayedSize", "valueType": "text", "label": "Displayed size" }, { "key": "actualSize", "valueType": "text", "label": "Actual size" }, { "key": "expectedSize", "valueType": "text", "label": "Expected size" } ], "items": [] } }, "deprecations": { "id": "deprecations", "title": "Avoids 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": 1, "scoreDisplayMode": "binary", "details": { "type": "table", "headings": [ { "key": "value", "valueType": "text", "label": "Deprecation / Warning" }, { "key": "source", "valueType": "source-location", "label": "Source" } ], "items": [] } }, "third-party-cookies": { "id": "third-party-cookies", "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, "scoreDisplayMode": "binary", "details": { "type": "table", "headings": [ { "key": "name", "valueType": "text", "label": "Name" }, { "key": "url", "valueType": "url", "label": "URL" } ], "items": [] } }, "mainthread-work-breakdown": { "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/)", "score": 0, "scoreDisplayMode": "metricSavings", "numericValue": 10022.635999999928, "numericUnit": "millisecond", "displayValue": "10.0 s", "metricSavings": { "TBT": 1650 }, "details": { "type": "table", "headings": [ { "key": "groupLabel", "valueType": "text", "label": "Category" }, { "key": "duration", "valueType": "ms", "granularity": 1, "label": "Time Spent" } ], "items": [ { "group": "scriptEvaluation", "groupLabel": "Script Evaluation", "duration": 5862.44399999995 }, { "group": "other", "groupLabel": "Other", "duration": 1615.8719999999792 }, { "group": "scriptParseCompile", "groupLabel": "Script Parsing & Compilation", "duration": 895.1519999999997 }, { "group": "styleLayout", "groupLabel": "Style & Layout", "duration": 857.4239999999992 }, { "group": "paintCompositeRender", "groupLabel": "Rendering", "duration": 365.49199999999905 }, { "group": "garbageCollection", "groupLabel": "Garbage Collection", "duration": 292.15200000000004 }, { "group": "parseHTML", "groupLabel": "Parse HTML & CSS", "duration": 134.10000000000002 } ], "sortedBy": [ "duration" ] }, "guidanceLevel": 1 }, "bootup-time": { "id": "bootup-time", "title": "Reduce 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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