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" 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" 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" 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Z7QluxqK2x82LsPgkuPIAfG1ocHOPboCdz8t1ANc+HmqMb4dSZWlrTO5GKOuyWajJO8NMPD723vHsD227ArN1JBjIP7MT36IbKKM3LkslzuKUnjaJOMjzBAB8th6K90dEpeMOh7mWZj4c2znPfy2PfE9sbnenGRt+PZSPVmrcHpKky1qDIR1IpDtGCC5zz/stAJK+fp8Fls54b0K8+f0JWwc0cTYXcsxyRu6bDi23D9+h8++6lWtsncx2R0To72PBXdQim14yeWbxwxkNLfcJ6kngPf5dN+0pbdM0br7TesnTMwGRbYmhHFJC5jo3tHrwuA3HzCxtXeJelNJ3RSzWUZHcIBMMbHSOaPVwaDt+K4zpV96t/aLxEV+7g7Nx9WWOw7Dx8Ef/RvIa/oN39Bv8tltPBp2EbrjXQ1YaQzxvP4fbuHflcTt+Hi/Dfby28kot0LV/iVgKvh7azeNzMQ9phlhozRxuf8A6zy3FjSOE8J32+0APVajwZ8UMbqHC4jF5bMe06qmEnNiNdzS4guI6hoZ9gDz/ms69j9I2fDXVjdHwYueH2e29/soa8Cflu6j0Ppt5duiwf7O8mGk8N8IYzQOTj5rH7cHODuY7ofP7JH4J5DrCIiiiIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAtPqvTWK1XiTjc7XNimXtk4BI5nvDsd2kHzW4RBaZWhZUbVDAYGs5YYeo4dttuvfotFpnRmC0zjbePxFLlUbbi+aCSR0rHEjY9HEgAjpsFIkQc/g8HNCQZJt6PAQ81ruMNdLI6Pf/wF3Dt8tlvdXaJ09q+GCPUGNjtCDflO4nMcwHuA5pB26DopGiWUiOI8OdK4bKY/I4vEx1rdBjmQPjkeNg4EOJG+zieI9TuU1X4b6U1XdFzOYiKe2AGmZj3xucB23LSN/wAVLkSymq09p3E6cxYx2FoQ1Ke5JjYPtE9y4nqT8ytFiPDHSOH1BHmsZiGVshG5zmPZK8NaSCDszfhHQnyUyRAREQEREBERAREQEREBERAREQavUZzLcY46cbRdf4hsLvFy+Hz+z13XPMdqTxEv6iyuGhraXFrGiIzOdzww8xvEOE8XXp8l1dc90j/3u67/APBS/wDqVhJZVXVktLVuSo6iuUalSrRrSucXBjBM/fiAc49RuOgUuqZGnboi7VtQTUyC4TMeCzYdzv2UAgxFDJ+M+akyFWKya+PgMbZW8TQSXAnY9N9v/kqF5aKxW0Jr6jjGcFOtnDvEwHZkJLC4bDrw+oHlurVpbtOK1Bh8vNJDi8pSuSxjdzIJmvIHrsCtVr7N3MJDg3USwG3la9SXjbv/AHbyQ7b0PzXPdPVTkdW6csU8ro6OWsXPbFiGSMlli4dnMcCT5eR2Kl/i3/1fS/8A69T/AN4pXUvovZjOZWizWcrLmMkZjagmqwxbumhdyy7+9HzI3HqFn6a1bjL2OxMVzK0Bl7NWGR9cStDy9zASA3ffz7KDZT/tTxg/9Pg//jPWhys+kHeDlKHGGic8YoOSyID2r2ndvEf83ffr6fgrRbteQz+Ix00sV/J060sTBI9ssrWlrSdgTv5EqmS1FhsXJFHkcrSqvlHExs0zWFw9QCeygMGGqZfxflGcqQ25IMLC/glaHMEhdsTsenr9Vq9SZSpZ1RqOMV9KURTayCZ+WidJPZHBv7jQ4dNjsNtyeilFus3Mtj6TK77d2vCyweGJ0kgAkO2/Q+fQbqzQz+IyE8UNHJVLEsrHSRsjlDi9oPCXDbuAQQuLY6vHltC+G1TIt58D8q6JzH77FgMmzT8thtt6KbeIeOr6cOA1Ji6scEGGscE8cDA0CtKeF+wHoTv+JSvItPY8hTkyEtGOzC67EwSSQBwL2NPYkeQK574gay9n1NjsDjtQ0cOXNkfdtyBkhh2ALWbO6AnfzWf4VxHIMzOp5WnmZm258Jd3FeP3Ix8ugJ+ixdRY+lN4w6dbNUryCWjZdIHxtPGRtsT06kJHSSeyVzagxOIo0v2vmqTHyxNLZpZWx87p9sDfse/Tos2bMY2DGsyEt+syi/YNsGQcs7nYbO7dSuZ49+Bp+JWqxq32CKYtgFH20NDPZwzszi6d+4Cil2OOXww1SKIcMFLnGewDqByzI3fg/wBnft+KcpbvWPydHJCY4+3BZEL+XIYXh3A70O3mvNXK0LUFmevdryQ1nujme2QcMTm/aDj5Eee6YjE0MPVFbF04KkPTdsTA0E7bbnbufmuO6nMmM1FqXSce7RqS1WmrcPpI7acn8p/5KkRazNOxWcrj61SG1Yu1460zmsildIOF7nfZAPnusfJajwuMttq5HK0ath2xEU07WuO/boSuR6fa69ndPaMk4pG6fyNmxNv8KI7wE/fzAPwWrhMn7V1fXydjSkFiS7Nzv21HIZzGfsFjgR7vDttt1/krypbq2qdRz4nV2l6bZ4Isde9pdZfJtsGxxcQPEew3W/xGbxeZbI7E5CrdEZ2eYJQ/h+/bsuN5qrSxv7sK+qLde9QibYD7HUxPZwtMZO/XhG7N9/IdeikOLlxE/jFUdpM1HQNx0gyDqe3K+0ODct6cW+34JRbpOTyNLF1TZyVuCpADsZJnhjd/Tcq1WzOMtY2TIVr9WajG0ufYZKHMaANySR0GwUK8UcnDDmMBjpKmHM07pZY7eY39ng4WjfpuN3Hf19FCtPWOODxQjilx8kBx3Hvjo3R1y7lPBcwEn06kdCQkY9C3Yq+psHYuxU4MvQktStDo4mztLnAjcbDfzHVXctncTh3RtyuSqU3SfYE8rWF33blcnzuExuM8G8HfpUoIr0Rp2W2AwczmOc0kl3fzK2YmwcHixqQ6uNNjnV6/sDr3DwGLh9/hLun2t/5/NKLSvRWes5rLalhnkikr0bghrOjA6sLAe/n37qWLmHgqaBt6uOGaG445HeAAEDg4em2/l6fLZdPUnusdhERRRERAWPDRqQ3J7cNaCO1Y4RNM2MB8nCNhxO7nYdt1kIgsMpVY7sltleFtuVoY+YMAe5o7Au7kBea9CnXNg16sERsvMk3BGG81x7l23c/MrJRBr8dhcXjJZJcdjaVSST7b4IGsLvvIHVZNylVuiIXK0M4ikEsYlYHcDx2cN+xHkVaflKTMvHi3TtF98JnbDsdywHYu9O6xoM5Wm1HZwrY7ItQQNnc8xkRlrjsAHeZ/58igyXYrHvfcc+jVc660MskxNJnaBsA/p7w2JHVWItP4eG1FZhxVCOzE0NjlbXYHsAGwAO24AC2aILDaVVt591taEXHsEbpwwcZaDuGl3fbfyWPYw2Ms32XrGOpy3WbcM74Wukbt6OI3WeiDBjw+MjirRR4+myOq8ywNbC0CJ5395o2909T1HqtJrzGZzOUf2ViZKUFC2x0VyebiMjGHbcMaOhJG/dSlEspi4ujBjMbVo1GcFetG2KNvo0DYL1JSqyXYrklaF1uJpZHMWAvY09wHdwCshEGDk8PjMrwftTHU7nB9n2iFsnD9246L3PjKFii2lPSrS027cMD4mlg2O42btt0Kxs3nK2Hmx0VmOw916wK0ZhjLw1x83egW0QFiT4yjYvQXbFKtLcgBEU74mmSMHvwuI3H4KmXylPD0H3clO2vVYWh0jgSAXENHb5kBZgO43CDEhxtGC/Nehp1o7s4DZbDYmiSQDbYOdtuew7+itX8JishZZYv42lZnj+xJNA17m/cSNwtgiDEt4yjckhkt0q08kIcInSRNcWBw2cG7jpuOh9VTGYrH4pj2YyjVpsed3NrxNjDj6nYLR4PVzc3nLNPH4y6+jXkfA/Iu4RFzG92gb7nr032UoVGJksZQykTYsnSrXImniayxE2QA+oBCtsw2MYJwzHU2ixGIZgIWjmMA2DXdOrdiRseiz0UGJNjKE9BlGalWkpMDQ2B8TTG0N+zs3bbpsNl4yWIxuUMZyWPqWzGd2c+FsnD9246LORBjU6FOk+Z1OrBXdM7ilMUYaXnbbc7dzsslEQEREBERAUA8SrOYbqDSlDB5F1F92eaOR+3E3hDN9y3sSBuRv57KfrSZrAMymcwmSdYdG7GSSSNjDdxJxt4difJWElF9PWcjgdeXdP5DMWMjSfjf2jFPc4eOIh/C4Ejbp5/LZQy/qy7jmQZqjqTMZN3tTBKx+PMdGWIv2IYS33enY79V1O/pWC9qmXMTzuLZca7GvrhvQtc/iLuLfv5KMWPC+S1hYsTa1NkZqFYsNSF0TA2INII4tti87DYbnpv2WUTCTEtZm9OTXPGKKJuezFc2MdJYEkMzQ6Iczbls93ozz2W5mfkreus/hK+StRsbhIzA7j6slJIEn39t1u9VaTfmcnSymOytnE5Sqx0TZ4WNeHRu7tc13Q9QsjG6b9k1TPnJLr555qUdN7XMA34Dvx7jzPopZSCO1Tksp4d6fpVLUsWob9xmNmla7aSN0bv715+fC3c/+JYOY1Ldyep81VfmM5jauNl9mrMxlN03G8Dq+Vwad+v+H0/nOMZoKpQ1vZ1E21I8SOkkiqFo4IZZA0PeDv3PD6ea85bQz5s5ayuDzl7Cz3ABbZA1r2SkDYO2d2dt5q3BUs7w4y2QzOkqlnMwyRXwXRy8cRjLy0kB/CQNtxsVqdCZO7c03qSa3alllr5C3HG97tyxrfsgegCmWKp/s/HV6ntE9nksDObO/ikft5uPmVDbfh2H3skaWcv08XkpHTW6EQbwyPcPeId3aD5gd+yx6KjAyupLfhzpK1DZybq1jjOTuUmCW01oJ4C0Hy37kdtgr3+l0+H8P87ex+emzFivNHDD7ZW4J6peQ3aQbAu7kjp122Uni0LJW05h8bjs/kKNjGNc2OxBsBJxEk8cZ3Du691NAUjjszBmLlnJ2cwGe12ZA1jjwDZnCGjZvD3CyuEqUN09ncpS1JhmVslqHLwXJRDejv490bI+IdJGHhHCAfL0W30VFns5qPNWrGfsx4zHZeWOOo1oPMA291zj2YARsB81IdOaSv4q/BPd1PlMjBXaWQ15eFrQCNvf26vI9StlpjT7MC7Kllh03t92S6d28PAXAe78+3dSZgiGn8Rchbo3dJtp2JIW2cxDDMGHbjYQ7dp+XRaCpWz2o9Zaspx6ju4/HUrEbYm19i/iMYIG5B2b5kDvuptqbT7M7PhpX2HQ/s28y60BvFxloI4T16d+6rg9PsxOZzmQbYdK7KTMmcwt2EfC3h2B80votOSaqsX9R+DbcjkclabbpWfZZ2QkNjskWGMDnjbqQACNtuqk+tbeQ0RpinUp5jJW7OSvMg9stNFiWBhHvcDQBuenQbdyVv62hKbdGX9O2bMs1e3NJMZWtDXMc5/GNu/Y7fReJtESZHTjsXn83byErJmz1rgY2KWu5o90tLe5HXqfVW4SpRzRGayMWsK+Piu5zKYi1C8vkydN0bq8rRuCHlo3a4bjbyXnwvo5/UenI8nlNT5ARSNngjhh2Dm+85vGXnclwPbpsNgpppnTt7FWpLOT1DkMtI6PlNbMGsjY3fffhb3d/tLI0Vp5ml9PQYqOw6w2Jz3cxzeEnicXdt/mpMlOc+GOOfjNL5XMyaivV4689thZO4PrtIcRzXM2BLvPv1Kx8VqS9j9QYB9fOZvKQZGy2vZZfomGFweDs+Ilo4dj5DyU+p6IqRaRyWn7NiWatelllfIAGOaXu4unfsVrW+Htia1iLGU1HevyYywyaBskTGMDW/4eFu3U9PeO56K3BUsGs3N6zz2oTXz9vEVMXaNOtDVa33ntA3fJuPeG/ksXXefy+Mt6e0/ZydmGaxA6a9ex1QvleG9AI2gHbc9z5fyUiyuhpJMzcyWCzt/DSXtva44GteyU7bcQDvsu28wruZ0PDkKGJZDlMhWyWLBFbIh/HN1GxD9/tA+YUuCpRPT2c1K/Hamo4p+RyMleu2bGWcjVMUriejmHiADiO49Vd0Bk5f8ASKpWtalzLrMsTjNjcxT5bpHgdTE7YbbegJ6KXU9KztwmQo5HP5W5Pd6vtcwROj27csN6N+7zWJitEzxZmjkc1n72Xkx/H7IyaNjBGXDYk8I3cdvMlLgqUzREWLIREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBYWaydXDYuxkL8gjrQN4nu/4D5k9FmrkH9o+/JDgcXSYSGWZ3Pft5hgGw+rv5Ldw+r0uyMPa5uL3+H05bfY51rLxNzmoLcgq2ZcfQ3IZDA7hcR/tOHUn+ShL7Vh7i588rnHuS8kqyi+n16sNcVhFPhtu/Zuy5tk3K7z5viyfmKc+b4sn5irSLZTXcrvPm+LJ+Ypz5viyfmKtIlFyu8+b4sn5inPm+LJ+Yq0iUXK7z5viyfmKc+b4sn5irSuVmCSxEx32XOAP1U6HVXnzfFk/MU583xZPzFSafS4t68yGExz+VBBLLs+Td3BGwEk+pOwWZW0BNYy0lJt9pBEfJlbA5zXF4OwcR0YQRsdz9Vq9PriLmfK3RHDbZmojzr80N583xZPzFOfN8WT8xUqq6NjmZjmyZWOKxcry2eWYHHlsYHkkkHr1Zt09VXGaXrjWmFxtmf2qhfbHM2RgMZcxwJ7HsdwnptfX4JHD7Zr41Hf2opz5viyfmKc+b4sn5iuhZDREFtuKZUhGLuWjM58LrbbTeTG3cyBzfPfcbevotfW0BNYy0lJt9pG0fKlbA9zXF4JAdt0Zttsdz9VjHEa5i7ZTwm6JqI+qvzQ3nzfFk/MU583xZPzFSKfTNejBQOUyscFm0Gy+zthc8iNzy3i4h036E7LF1rjKWH1Jdo46xJNDC8t99nCWkH7Pz+9bMdmOU1DXlqzxx5p/f2tPz5viyfmKc+b4sn5irSLZTVcrvPm+LJ+Ypz5viyfmKtIlFyu8+b4sn5inPm+LJ+Yq0iUXK7z5viyfmKc+b4sn5irSJRcpHp/WmfwM7JKOSnLGnrDK4vjPy4T/wX0p4eawq6xw3tMTRFbiIZYg334HeRHqD5L5IXSfAK/JV14yq0nl24HscPLdo4gf5H6rz+O4bDPXOcR1h632VxuzXux1zN4z0fS6Ii+efYC5t48YGbL6SZaqsL5sfJzS0dywjZ233dD+C6ShAcCCNwe4K2atk6s4zjyaeI0xv15a8vN8PovoLWfgzVyNqS3p6yylI87uryN3j3/2SOrfu6/goY7wU1OCQ2bGkevOd/SvocOP0ZxfNT4/b9l8Tryrlv5OYIunfuV1R8XG/xnf0p+5XVHxcb/Gd/Ss/GaPehq9X8T+HLmKLp37ldUfFxv8AGd/Sn7ldUfFxv8Z39KeM0e9B6v4n8OXMUXTv3K6o+Ljf4zv6U/crqj4uN/jO/pTxmj3oPV/E/hy5ivTHFj2uadnNO4PzXTP3K6o+Ljf4zv6U/crqj4uN/jO/pTxmj3oPV/E+5KJWdZZ2zZjsS3W89jy8SNrxNcSQQdyGjcEEgg7g7q3W1bm6tiWeveMckj2SO4YmAcTRs0gbbDp06AKY/uV1R8XG/wAZ39KfuV1R8XG/xnf0rD0/C9rht8Nx13WX9UEbnck2WCQWiHwwvrxnhb7sbuLib28+J31VIs5kYrtG3HZIsUmNjrv4W+41u+w222Pc91PP3K6o+Ljf4zv6U/crqj4uN/jO/pV8Tw3thj4PjPdlBaOeydGOtHVtujZWkdJEOEHhLhs7uOxHcdj6LKratzdaxLPXvcuSV7JHcMTAOJo2aQNthsOnTZTD9yuqPi43+M7+lP3K6o+Ljf4zv6UniOGnvMLHCcbHbHJBp9Q5WfGDHy3HuqA7hha3ce9xbcW2+2/XbfZY+WylzL2RYyM3OnDQ3jLWtJA9dgNz8z1XQf3K6o+Ljf4zv6U/crqj4uN/jO/pSOJ4eOsZQk8HxkxU4y5ii6d+5XVHxcb/ABnf0p+5XVHxcb/Gd/SsvGaPehh6v4n8OXMUXTv3K6o+Ljf4zv6U/crqj4uN/jO/pTxmj3oPV/E/hy5ii6d+5XVHxcb/ABnf0p+5XVHxcb/Gd/SnjNHvQer+J/DlzFF079yuqPi43+M7+lP3K6o+Ljf4zv6U8Zo96D1fxP4cuYrr/wDZ5wM0+cs5uRhFatGYo3H/ABPd32+4b/ULK0/4HWTZa/PZGJsA6mOqC5zvlxHbb6FdsxOOqYnHw0sdA2CrCOFjG+X6n5rh43jsMsJ165u3q/Zn2Xtx2xt3RUR5MtEReK+mEJABJOwCK3L7z2M8j7x/D/kIKAyP6t2Y31I6lV5bvjP+g/RXEQW+W740n0b+ict3xpPo39FcRBb5bvjSfRv6Jy3fGk+jf0VxEFvlu+NJ9G/onLd8aT6N/RXEQW+W740n0b+ict3xpPo39FcUVzes62K1Zj8JJWlkFjgE1lrhwVnSFwiDh/tuaQEEm5bvjSfRv6Jy3fGk+jf0UFv+IjqOTvsmwsxxdK/HjprrbDNxI/g2IjOziP7xvbfzWws62ih0pnc2KMjm4u1PVMPMAMhjk4Nwdum56oiVct3xpPo39E5bvjSfRv6KIY7XkAtZGrqKk7DWKUMdh/HM2djmSOLW7FnXiJG3Dtv1G26sZTxFoMy2Bo4hounKPeDK5srWxNadnb7RuPFvuOE7bbe9sOqom3Ld8aT6N/ROW740n0b+ijv+nmmfZbNn9rQ8isWCR/A/bZ7uBrh095pd04huPmr8WsMDLfgpNyDBana1zI3Me0+83ia07jZri3rwnZ3yUVu+W740n0b+ict3xpPo39FHaevNM26tizBl4eRBC2w972uZ/duOwcOIDfr06b9endeptcachpV7cuTjZBY4+AujeHbMOzi5u27Q3cblwAG/VBIOW740n0b+ict3xpPo39F7a4OaHNILSNwR5qqC3y3fGk+jf0Tlu+NJ9G/oriILfLd8aT6N/ROW740n0b+iuIgt8t3xpPo39E5bvjSfRv6K4iC2RI37Lg/5OGy9MeHjcdD5g+S9K273Z2n/AD+6f/n9UFxERAVuT3ZI3Ht1b9f/APFcVHNDmkOG4KCqK3u+PoQXt9R3Tmt/yv8AylBcReOa30f+QpzW+j/yFB7ReOa30f8AkKc1vo/8hQe0Xjmt9H/kKc1vo/8AIUHtQLOeGePzVrM3rly0MnelZLBYjkewVuW1ojAYHcL+EtLt3DuT2U65rfR/5CnNb6P/ACFBFsVoTD1c5kMxcqVL2StWhaZYlrt44SGNaGtPU7bt3/FeLOiIbGlM7g3XH8vK2p7LpOWCWc2TjLdt+u3ZSzmt9H/kKc1vo/8AIURALXhZieRlK+Ne3H1Lzq84hhgbwxTwu3a8f7J2G7e3cjbcrYYnQlehPipTZa51MWeYI4BG2d04AcdgemwA9d1L+a30f+QpzW+j/wAhVHOsZ4V1aFE1RkOY1j6/IkNZokZHFM2QMc4H3ty0Dfp232Wyn8P6susJs57UCyeVtiSvJA1/961gY1zXk7t6Bp7dx36qZ81vo/8AIU5rfR/5Cljn8nhjWkxtGqcnO01MdHRjkbEAeJkzJWSbEkdHMHuq7nfDyTNvpWMjmXT5CGKSCWaSpGWSxPcCW8sbAbbdD17nfdTvmt9H/kKc1vo/8hSwrxMggjhiaGxxtDGtHYADYBe145rfR/5CnNb6P/IVFe0Xjmt9H/kKc1vo/wDIUHtF45rfR/5CnNb6P/IUHtF45rfR/wCQpzW+j/yFB7Vt/vTMb/l94/8Ax+qcb3dGMI+bui9MYGA+ZPc+qD0iIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAit8+L4jPzJz4viM/MguIrfPi+Iz6pz4viM+qC4it8+L4jPqnPi+Iz6oLiK3z4viM+qc+L4jPqguIrfPi+Iz6pz4viM+qC4it8+L4jPqnPi+Iz6oLiK3z4viM+qc+L4jPqguIrfOi+Iz6qvOi+Iz6oPaLxzoviM+qc6L4jPqg9ovHOi+Iz6pzoviM+qD2i8c6L4jPqnOi+Iz6oPaLxzoviM+qc6L4jPqg9ovHOi+Iz6pzoviM+qD2i8c6L4jPqnOi+Iz6oPaLxzoviM+qc6L4jPqg9ovHOi+Iz6pzoviM+qDTKoRAqxVREVBERAREUVVEREERFQREUBERAVR3VFUIPSIiKIiogoiKqIqOyqgRFEREBUKqqKoIiqgsqqoqqAiIqCIiAgRAoKoiICIioIiKAiIgL0F5XodkFUREUVFVURFFUKi9NQVRERRERBQoiKoBVQIoqyFVUVjIXK+Ooz3LsrYa0DDJJI87BrR3KIyEXIWeLWXyzpp9K6LyGTxcTi32ovLOPbvsA0/TfdTDw911Q1pUsGvDLTv1XcFmnN9uM9fqOh/4rIS5ERYqKoVFVEEUc1fq+jpafExX4bMrslZFWIwtaQ1x26u3I6dfLdSNUERFAREQEREFQvS8hekBERFUKoqlURFQqjsqDuvQQEREUQoqICBECqKoiKKshcw/tHzTxeGNkQEhklmJku3+Tff/wCQ1dPC12o8NU1DhLmKyLC+raZwP27jzBHzBAI+5WElj6LgqVtI4aLHBoqCpEY+HsQWg7/jvv8AirGqoYsbpbUVzHRsq23VJpnTQtDHl4jOziR13Gw6rnOO0d4l6ZrHF6c1DjZ8U3dsBtM9+Ju/kC0/TchSDTug8pjdK6ihyWYlyWbzEEjZHve4Qse5hA4R+PU7dgOnRURvwix2pcxi8PqrOanuSUq4lMdLdzucwF7SZHb9TvvtuD0AUGj1q3VFi9kc/rHNYaQyubTp4+F5jiZ5Fxb3P8+ndd68MsBa03oTG4bJ8l1mu2QScp3Ew8UjndCQPJwUJx+itb6Mnv1dD5DFS4a1KZo4sgHccDj6bDr5fft2Sx50JrPI5zwrzE+QzMWPyGPeYBlZ4t2lvQteW/5juR277dCei5xb1gdOWKeSwGucvmrTZmixXuQSNhlYe+3Efw9evRdk1PonM6m8NG4TMZaGfNteJ/aRHwRueCSGkDy2O2+3odlFdUaD8QdUaZix2UyGFjjquZya1VrmMk26cT3bdCB2AG3VEa7x1wduXUWncgM5eEOSvRRw1tzwVDs0cbOvfz8uqkmtLeW8L/Di5IM7dy+Rt22xV7V33jDxN67bk9AGOI+ZW/8AE7RVzVWBxceMtxVcpjZmWIHyAlhcBtsfTyPbyWJf0jqHWOi7+J1xYx0d0ytkqTUWuLYy0dC4Hv3I6eRQcfsaudg4K2UwWts3lMux7TPUtwSciYH7QG/Yf8jZfT+LttyGMqXGNLW2IWShp7jiAO381zbF4nxTD6FK7mMJFRrvbzLUcbnzTMaezgQAdwPLb711NSRy/wACMtkMrQ1E7J3bNt0OTfHGZ5C8saANmjfsPktTovO6gnqeJj6lizfvUbkrKMUrzIGbF+zWg/cOnyCu1NDa201nswNH5XGRYjJzmcm0wukgJJ3IG2xI3279dgs/w+0FntN47Vld+Vjit5Kcvq3mjmPH2vfe0gDiO/X8VRznTOWFx9Wa34kZjF6lLwZa+QicK4dv1bsfd2+/b7gpV4zazs1NUYzTf7YsYjHvgFi7dqRl0rt99mtA6ge75Hz+XW9qHRfiDqnGsw+oLOmnVA5vFfZC42CAe46bA/dst5q/w9yD7+DzWkchHWzeJrtqtNrdzJ4mjbZxHn1Pl138tkEL8N9YPpeIlHDY3P5LO4PIMc0nIRuEkEoBI2LvI7eXr26Jp2lqvW2rNX4+PVV7H4qjkHj3Xue/7bg1jeo4WgA9AfT8OmaMp65/bE1zV+QxYp8rgjpUYyW8W/2+I9R/Pv5LH8NtJZHTmf1bcyDq5hyl02IOU8uIbxPPvdBsfeHqlqnkLDHCxhcXFrQC4+fzXtFRYqoiIiPQVUARFEREBUVSqKoKqoFVAREUVZCsX7tXHVX2b9mGrXZtxSzPDGjftuT0V8KHeLjsFHoe3LqmtZs4uN8ZcysdpOIuAaR1HmfVWElMI3sljbJG5r2OAc1zTuCD5gr0oLltc6f0XjNNQWYrUFG9AG1i1ocIY2NZtx7u36Bw7bnoViYDxZw2W1DXxEtHJ4+W3/1WW5CGMm9Nuu/XyVHRUXBdd+Ib6vivhRDXzzKWPdLFZrRsIFs9QHMZxbPHzOy6S/xCw9fRw1HkYr1CoZDE2CzDwzveCdgGgnvsfPspRaYqq51gPFfFZPM1cbexuVxE1w7VX3oOBkx8gDv3/l81f1X4qYLTGdtYjIQ3nXIIWytEUbXCUu22Y33t+Lr5gDoeqUJ3LLHDE6SZ7Y42DdznHYAepKw8XmcZlub+ysjTu8ogSezzNk4Cd9t9idux+i4d44a8bldDY+lWoZWn+0THYkdJEAzl7vHLLt/t7tB227KUaL1Po/Tul8nkqGByWEq1hDHP7RV4ZLDjxBu3vHiPfqdu6UjrCLm+n/FzD5TNVcbbx2VxUts8NZ92EMZKfIb79z9PmtvrrxCw+j5q9W22zbyNgbxU6jOOQjtuevQJSpiih2h/EHFatmtVYIrVHIVW8c1S5HwPa3/N9y0F3xnwkVix7FjMxkMfXdwTX61feFu3c7kjp9EodQRRbK68wON0lX1FLaMuOs7CDlN4nyuO/uhvr0PfbbYrU6Z8UMfmM1XxdnE5jF2rW/s/ttbhbLsN9gQT12/D5pQ6Etac9iBkxjTlKP7QJ2Fbnt5pPpw77rA13qJumNOz33Vblk/9G1tWMSOa4g7OIJHQbdSuI+AVzAvsU/bcDkrWobFmWX9qug4omHYn7fF06A79O5Sh9HqhXLoPGvT9qzFWpUcrPbfZ9nMIhbuwbgcZ2cRw7n7+hWy1j4o4fTmZOIjq3splGjikr0YuMxjbf3jv328hulCfIonoTXmI1pHYGN58Fut0nq2WcEkflvt1BHT9dlFh44YCaiZ6GNzNuVrncyCOBpdE0f43EOIAPl18kodYRczteMunhi6lrG18hk5p4zK6tVh4pIGg7Eyddm9R/wAhTDRup8dq7BRZXEveYHktcyQbPjcO7XD1/VKVvERFBQoiBVFQiIooiIgshc4/tC/91WV//JB/9rV0cLGyWPp5Sm+pkqsFuq8guinjD2HY7jcHp3VhJcV8QoYrGW8IIZ42yRPe0OY4bhw2g6ELbePTQ3J6FlaAJGZZoa7zA3b+gXT7GGxlmSk+xj6kr6J3qufE0mDt9jp7vYdvQL1kcVj8k6u7I0q1p1d/MhM0Qfy3f5m79j81Ucp8WbsOE8VdC5jJOMWOj5sckxBIYT06/mH81rfHi7FnMJpvPYS8Z8PTvOE9mqOZynHh2ft2O2x7+ZA812vI46lk65r5KpXtwE78ueMPbv8AcV4p4nH0qBo06NWCkd94I4mtjO/f3QNlLWnBbdHE6myOFoWfE+zlLEk7ZKsbaYcWPA3BJB90+XVSerXhn/tMXnTRse6HFtfGXDfhdswbj57Ej8V0rF6bwmKsusYzD4+nYcNjJBXYxxH3gLLbise3KPyTaVYZF7OW60IhzS3/ACl3fboOnySxzD+0v/8AoXHf+qQ/7ki2njTqbI6Z0fTlxfBG61OyvJafHzBXaQTxcOxBPTzU7yuLoZeu2DK0q1yBrxI2OxEJGhw32IB8+p6/NXbdStcqvrW4Ip67xs6KRgc0j5g9EHy/rm82XI6d5Wtp9SysvRPPDXDI65J6HiH+I7fZ+RU2zuQq6S8f3ZjUodFjbtIR1bTmlzI3bNB7duzgfTi+a6w3S2AbVjrNwmNFeOQTMiFZnC147OA279T1Wdk8bRylf2fJ069yDfflzxh7d/uKWITJqjBayp6mxmk7DbGWOPeznxxFoeS1waOZt12J/n081xzQtqvBpCSnkPEC1p99Z0kc+LfVB26nfYd3b79RtvvuvpfF4rH4mAw4ujVpRE7lleJsYJ+4BYl/TGByFz2u/hcbZtbg82asx7/qRulo5FawGksb4SYerlc7eONsXBZo5BldzXQPcN+rRvsB72/8l5w+rsridbYDFUtV1dY0b0vLe1sLedXb0Bfxt37Ak9T2B+9dwsVK1mqa1ivDLWcOExPYHMI9Nj0WJitO4bEyulxeJoU5HdC+vXbGSPvAS1X87/2HkP8Ay8n+6Vzz+zn/AN1dT/8APN/vldPkY2SNzJGhzHAtc0jcEHyKxsZjaOKqCrjKdenWBJEUEYYwE9+g6Irk/wDZrrxDB6gnEbBM/JvY5+3UtDQQN/TqfqtTpDN43RHiprWLVsgpT5Cfn1LUrSWuiLnENB26DZzfl7u3ku14zFY/ExSRYulWpxyPMj2wRBgc493EDufmreWwmKzDWDLY2neDPsixC2Th+7cJaORaCtQ6m8cs1qDTzHfsWOmIJbAaWtnk93y/Df8A9u/ms3+zHXhGhclKImc2S/I17turgGN2BPp1P1XWMdQqY2s2vj6sFWu3tFDGGNH4BecTisfiKzq+Ko1qUDnF5jrxCNpce52Hn0CWOU/2aKsEendQPZExrzlJIi4DqWtY3Zv3Dc/Ve/7OIDMXqeNo2YzLSBrR2HQfoup4vFY/ExSRYulWpxyPMj2wRBgc493EDueg6pjMVj8U2ZuMo1qjZnmSQQRBnG4/4jsOp+aWM1UKqqFRRAiqqgiIooiIgshVVAoJ41anuaV0PNbxh4Ls8ra0Um2/LLt93ffsDt81YRPEXIcV4ZZ6rDj8nT1rlBmSWSWDO4ywPB6ubwE9fx7/AC8rGrpsvrPxVfo6plrOKxePqtsWn1ncD5iQ09D/AO9o9O/dUdlRcTxzMr4deJ+FwhzN3KYLMtc1sdt/G+J48wfv27bdCenRYeKx2b1h4la0xT9SZOlhq1gF8cEx4+7g1jCdwxvcnbvsFKLd5CL5+0hitRZTUuf0PY1Pfjw+Ll5jp2P/ANZka77LA89m9dz93zW+8L7eSxGqtYaSuZKzkK2PjE9Waw8ue0Edt/uc38R80odjRfPfhhpbM6+0YLuX1dmYo45nx12QzkkOHdz3E7u6noPID5rN0xrzNYXQGs4MlYN7Kaen9mhsye9xcbixpJPfYtJ6+WwSkd3RcHp6Bzl7RTdTyaxzAzstX25gbOREBw8QZtv6dPT5LG1TrTL5fwGxuZZcnq5P2xteWavIYi8tLhvu3bvsCR23SlfQKLgOv8Bn9J6ar6xbqrJ2MzFLE6eMybVyHH7LWf5QSBse43Wd4v6ytuyem8LDbv4+jfri5cloMLp3NIOzGbdfI/X5JSO4Be1876Jzk+H8QMTUwFvUl7B3jybUWVhd/dPP2Xtceg67enY91mYfHZvWPiRrXFSakydLD1rW744JncfdwaxhPRje++3fYJSu+KL6N1jV1TdzVarWnhdi7JrSGQjZ5BI3G3l7q554fQZP9vaz0DezmRlr1WsfWuiUieJrtj0d5HZzf57d1HPCXRT8tm9UtGo87T9gyPLJrWeA2NnO96T/ADHp/MpRb6NKouAeI1q5+8LIxawv6kx2nGMZ7DJiwRF2G5eR577+p/BdJ8JZa8umpDS1NNqGsJnCOacbSQt6bMdv1J89z69OiUJuO69KgVVFEREBUQoqgFVUCqooiIgIiqgsBaDXWl6msNN2cRdc6Nsmzo5WjcxvHZw9fu9CVvwqqwjkmM0f4kR+x0LWsKseKqubwywRbzvY09Ad2+g8yfnutprnQOSvalram0jlI8bnY4+TIZm7xzt7e9sD5dOx7DtsujoljmOldAZp+r4tT65y0GRyNZhZVhrN2ii79eoHqfLz3W10VpG9g9baszFuas+tlpWSQNjc4vaAXfaBAA7+RKnKJZSD6V0jfxHiHqjPWZazqmUEYhYxzi9vCOvECAB+BKx8ZpC/jfEDVWo55qzqWRqiOJjHOMjSA37QI2/wnsSugrzKxskb2P8AsuBafuKWPnLwewmtJtD+16Pz9WpDPPIyWtcj4mscNhxsPCdiRt028l0vSvhhSxmisphctO69ZyxMl2yOhc/yLd/8p6jfz3PyUr0npvHaVxAxuHjfHUD3SBr3l53PfqVuUmUcVZ4e+IMGHdpytqyj/o+WmIPdEeeIj/hHu9tum3Et3q3wyfZ8M6OldOzQRmtOyUy2nFoeRuXE8IPUkrp6JYhvibpa7qnQc+Ex8teO08xEPmc4M91wJ6gE+XotZrDw+tZaDAX8RkWY/UeHibHFY4eKN4AG7T07b7+XYncdV0VEsQbR+H1zHnPbtW56jNVZGY206MWzHk7e84loII2+aaI0ffwOtdWZi3NWfWy0wkgbE5xe0AuPvAgAd/IlTsdlVFQXT2kb+N8UNSaknmrOo5KKOOJjHOMjS1rAeIEbf4T2JUedoHVuB1Tl8hovN4+CjlZ+fPBcjJLHEknh2ad+pPp/JdbVCljnuoMFrxmbt29NaiovpWSD7JkYd2w7DbZhaD0+n491l+F2iptIVslLfuR2sjkp/aLDoY+XE09ejW/ifIfd0U2VQlj0iIooiIUFERAqiqIiiiIiAqoERjKwqqixMnkqmLhZLelMbJH8tuzHOLnbE7AAE9gVYVmIsXHX6uRr8+lM2WPiLSRuCCO4IPUH5FZSAgVqxYirMa+eRsbXOawFx7ucQAPxJAXmS3DHdgqPcRPMx72N2PUN236/+4KKyEVqWeKF8TJZGtdK7gjBP2nbE7D8AT+CuogiIgIrFi1FXkrxyu2dYk5UY233dwl230aVfQEWIL8ButqnmNmcX8IdG4B3CGkkEjYj3h1+/wBFditRSW5qzHbzQta542PQO32/3SgyB2VVRN0VVUK8TSNiifI4OcGNLiGNLidvQDqT8lVjg9jXAEBw32I2P4hEVXoKzWsRWoRLXkbJGSQHNO4Ox2P8wUuWoaVOazZfwQwsL3u232A6nogvordeZs8LJWte0PG4D2lrh94PUK4iioVVUVQVQqdupVurYitV4568jZIZGhzHtO4cD2IQXUWLfvwUWwmcv3mkEUbWML3OcQTsAPkCfwWUooiIO6IqiIiRCytFqX/ruA/8+P8A6pERWBCrH9/dvMm/vGOv2nFr+oJbBHwnb1Hl6LNY5xy2DsFxM5MDDIT7xaa7iRv32J6/eiLJGmr14bOCpmzFHKZXUZZDI0O43mcguO/ckHYn0Uo1sTX5JrkxGPFXeAs93h2EW223ZEVkhpo6VWXJVIJa0D4I8mAyN0YLWg1OI7DsNz1+/qt/o9oOTsSkDmyS2w9/m7hn2bufPYdB6IiT2EbyEj2YKmGPc0CtbaNjtsPaom7fdsdvuW105/d6mZBH7sMVuy2ONvRrByYjsB2A3JP4oiT2VatgP0XotrwHNfPXa4HqHAxPBB9QVh0HvOnctu5x4MXaa3c9gJpQAPkAAERQh7zEj4xlpI3uY9sV0tc07Ef6vX7FbLSrGxWdTxxNayNkEAa1o2Df7tx6Dy6kn8URJ7Hmwrvvy4yN/vRyUMe17T1DgZH7gjzC8ZXpej26ez1qzof/ANsmy4Et9NwAOnkERIJZ+CaP9F9WybDmGa60u89g5+w3+W5+q09PrqJjj1d+0K8e/nwuqDib9x2G480RPaPVSrXjwWJhZBE2KR9t72BgDXObxcJI8yPI+SszMZbo6ldba2dwxtVwMo4iCYmknr6kA/gERXzRvrcMVfUmL9njZFwTxRN4GhvCwxPJaNuw38lo6JJwEBJJNkUzOfil05DuL/NuOh37oigzcUBJZrtkAe2vzuSHdRHtaLRw+mwG3Ty6LJ8RHH9o3HbnigxolhO/WN/MI4m+h+Y6oiea+S+8CUUmSgPY/MWmua7qHDlTdD8lZqRsqeELDUY2AvrxFxiHDxEloJO3qO6IgxYadaW/XglrwvghzbmRRuYC1jfZOLZo7Ab9dh59V05EUyWBVCIsSRERCH//2Q==" 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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": 1627, "timestamp": 5911446639541, "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": 0.65, "scoreDisplayMode": "numeric", "numericValue": 426, "numericUnit": "millisecond", "displayValue": "430 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": 0.86, "scoreDisplayMode": "numeric", "numericValue": 144, "numericUnit": "millisecond", "displayValue": "140 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": "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 about this errors in console diagnostic audit](https://developer.chrome.com/docs/lighthouse/best-practices/errors-in-console/)", "score": 1, "scoreDisplayMode": "binary", "details": { "type": "table", "headings": [ { "key": "sourceLocation", "valueType": "source-location", "label": "Source" }, { "key": "description", "valueType": "code", "label": "Description" } ], "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 about the Time to First Byte metric](https://developer.chrome.com/docs/lighthouse/performance/time-to-first-byte/).", "score": 1, "scoreDisplayMode": "metricSavings", "numericValue": 17, "numericUnit": "millisecond", "displayValue": "Root document took 20 ms", "metricSavings": { "FCP": 0, "LCP": 0 }, "details": { "type": "opportunity", "headings": [ { "key": "url", "valueType": "url", "label": "URL" }, { "key": "responseTime", "valueType": "timespanMs", "label": "Time Spent" } ], "items": [ { "url": "https://react.dev/", "responseTime": 17 } ], "overallSavingsMs": 0 }, "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": 0.44, "scoreDisplayMode": "numeric", "numericValue": 7854.680750000001, "numericUnit": "millisecond", "displayValue": "7.9 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": "12 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-B1E83PJ3RT:15:17", "startTime": 0, "duration": 186.1, "timingType": "Measure" }, { "name": "Next.js-before-hydration", "startTime": 0, "duration": 397.528, "timingType": "Measure" }, { "name": "GTM-G-B1E83PJ3RT:4:17:14", "startTime": 186.1, "duration": 449.158, "timingType": "Measure" }, { "name": "Next.js-hydration", "startTime": 397.528, "duration": 69.255, "timingType": "Measure" }, { "name": "GTM-G-B1E83PJ3RT:15", "startTime": 0, "timingType": "Mark" }, { "name": "GTM-G-B1E83PJ3RT:17", "startTime": 186.1, "timingType": "Mark" }, { "name": "beforeRender", "startTime": 397.528, "timingType": "Mark" }, { "name": "routeChange", "startTime": 466.378, "timingType": "Mark" }, { "name": "afterHydrate", "startTime": 466.783, "timingType": "Mark" }, { "name": "beforeRender", "startTime": 475.751, "timingType": "Mark" }, { "name": "GTM-G-B1E83PJ3RT:4:14", "startTime": 635.258, "timingType": "Mark" }, { "name": "afterRender", "startTime": 1827.555, "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": 771.063, "numericUnit": "millisecond", "displayValue": "Est savings of 770 ms", "metricSavings": { "LCP": 750, "FCP": 750 }, "details": { "type": "opportunity", "headings": [ { "key": "url", "valueType": "url", "label": "URL" }, { "key": "wastedMs", "valueType": "timespanMs", "label": "Time Spent" } ], "items": [ { "url": "https://reactjs.org/", "wastedMs": 771.063 }, { "url": "https://react.dev/", "wastedMs": 0 } ], "overallSavingsMs": 771.063 }, "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. 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Using ARIA roles where they are not allowed can interfere with the accessibility of the web page. [Learn more about ARIA roles](https://dequeuniversity.com/rules/axe/4.11/aria-allowed-role).", "score": null, "scoreDisplayMode": "notApplicable" }, "aria-command-name": { "id": "aria-command-name", "title": "`button`, `link`, and `menuitem` elements have accessible names", "description": "When an element doesn't have an accessible name, screen readers announce it with a generic name, making it unusable for users who rely on screen readers. [Learn how to make command elements more accessible](https://dequeuniversity.com/rules/axe/4.11/aria-command-name).", "score": null, "scoreDisplayMode": "notApplicable" }, "aria-conditional-attr": { "id": "aria-conditional-attr", "title": "ARIA attributes are used as specified for the element's role", "description": "Some ARIA attributes are only allowed on an element under certain conditions. 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[Learn more about deprecated ARIA roles](https://dequeuniversity.com/rules/axe/4.11/aria-deprecated-role).", "score": 1, "scoreDisplayMode": "binary", "details": { "type": "table", "headings": [ { "key": "node", "valueType": "node", "subItemsHeading": { "key": "relatedNode", "valueType": "node" }, "label": "Failing Elements" } ], "items": [] } }, "aria-dialog-name": { "id": "aria-dialog-name", "title": "Elements with `role=\"dialog\"` or `role=\"alertdialog\"` have accessible names.", "description": "ARIA dialog elements without accessible names may prevent screen readers users from discerning the purpose of these elements. [Learn how to make ARIA dialog elements more accessible](https://dequeuniversity.com/rules/axe/4.11/aria-dialog-name).", "score": null, "scoreDisplayMode": "notApplicable" }, "aria-hidden-body": { "id": "aria-hidden-body", "title": "`[aria-hidden=\"true\"]` is not present on the document ``", "description": "Assistive technologies, like screen readers, work inconsistently when `aria-hidden=\"true\"` is set on the document ``. [Learn how `aria-hidden` affects the document body](https://dequeuniversity.com/rules/axe/4.11/aria-hidden-body).", "score": 1, "scoreDisplayMode": "binary", "details": { "type": "table", "headings": [ { "key": "node", "valueType": "node", "subItemsHeading": { "key": "relatedNode", "valueType": "node" }, "label": "Failing Elements" } ], "items": [] } }, "aria-hidden-focus": { "id": "aria-hidden-focus", "title": "`[aria-hidden=\"true\"]` elements do not contain focusable descendents", "description": "Focusable descendents within an `[aria-hidden=\"true\"]` element prevent those interactive elements from being available to users of assistive technologies like screen readers. [Learn how `aria-hidden` affects focusable elements](https://dequeuniversity.com/rules/axe/4.11/aria-hidden-focus).", "score": 1, "scoreDisplayMode": "binary", "details": { "type": "table", "headings": [ { "key": "node", "valueType": "node", "subItemsHeading": { "key": "relatedNode", "valueType": "node" }, "label": "Failing Elements" } ], "items": [] } }, "aria-input-field-name": { "id": "aria-input-field-name", "title": "ARIA input fields have accessible names", "description": "When an input field doesn't have an accessible name, screen readers announce it with a generic name, making it unusable for users who rely on screen readers. [Learn more about input field labels](https://dequeuniversity.com/rules/axe/4.11/aria-input-field-name).", "score": null, "scoreDisplayMode": "notApplicable" }, "aria-meter-name": { "id": "aria-meter-name", "title": "ARIA `meter` elements have accessible names", "description": "When a meter element doesn't have an accessible name, screen readers announce it with a generic name, making it unusable for users who rely on screen readers. [Learn how to name `meter` elements](https://dequeuniversity.com/rules/axe/4.11/aria-meter-name).", "score": null, "scoreDisplayMode": "notApplicable" }, "aria-progressbar-name": { "id": "aria-progressbar-name", "title": "ARIA `progressbar` elements have accessible names", "description": "When a `progressbar` element doesn't have an accessible name, screen readers announce it with a generic name, making it unusable for users who rely on screen readers. [Learn how to label `progressbar` elements](https://dequeuniversity.com/rules/axe/4.11/aria-progressbar-name).", "score": null, "scoreDisplayMode": "notApplicable" }, "aria-prohibited-attr": { "id": "aria-prohibited-attr", "title": "Elements use only permitted ARIA attributes", "description": "Using ARIA attributes in roles where they are prohibited can mean that important information is not communicated to users of assistive technologies. [Learn more about prohibited ARIA roles](https://dequeuniversity.com/rules/axe/4.11/aria-prohibited-attr).", "score": 1, "scoreDisplayMode": "binary", "details": { "type": "table", "headings": [ { "key": "node", "valueType": "node", "subItemsHeading": { "key": "relatedNode", "valueType": "node" }, "label": "Failing Elements" } ], "items": [] } }, "aria-required-attr": { "id": "aria-required-attr", "title": "`[role]`s have all required `[aria-*]` attributes", "description": "Some ARIA roles have required attributes that describe the state of the element to screen readers. [Learn more about roles and required attributes](https://dequeuniversity.com/rules/axe/4.11/aria-required-attr).", "score": 1, "scoreDisplayMode": "binary", "details": { "type": "table", "headings": [ { "key": "node", "valueType": "node", "subItemsHeading": { "key": "relatedNode", "valueType": "node" }, "label": "Failing Elements" } ], "items": [] } }, "aria-required-children": { "id": "aria-required-children", "title": "Elements with an ARIA `[role]` that require children to contain a specific `[role]` have all required children.", "description": "Some ARIA parent roles must contain specific child roles to perform their intended accessibility functions. [Learn more about roles and required children elements](https://dequeuniversity.com/rules/axe/4.11/aria-required-children).", "score": null, "scoreDisplayMode": "notApplicable" }, "aria-required-parent": { "id": "aria-required-parent", "title": "`[role]`s are contained by their required parent element", "description": "Some ARIA child roles must be contained by specific parent roles to properly perform their intended accessibility functions. [Learn more about ARIA roles and required parent element](https://dequeuniversity.com/rules/axe/4.11/aria-required-parent).", "score": null, "scoreDisplayMode": "notApplicable" }, "aria-roles": { "id": "aria-roles", "title": "`[role]` values are valid", "description": "ARIA roles must have valid values in order to perform their intended accessibility functions. [Learn more about valid ARIA roles](https://dequeuniversity.com/rules/axe/4.11/aria-roles).", "score": 1, "scoreDisplayMode": "binary", "details": { "type": "table", "headings": [ { "key": "node", "valueType": "node", "subItemsHeading": { "key": "relatedNode", "valueType": "node" }, "label": "Failing Elements" } ], "items": [] } }, "aria-text": { "id": "aria-text", "title": "Elements with the `role=text` attribute do not have focusable descendents.", "description": "Adding `role=text` around a text node split by markup enables VoiceOver to treat it as one phrase, but the element's focusable descendents will not be announced. [Learn more about the `role=text` attribute](https://dequeuniversity.com/rules/axe/4.11/aria-text).", "score": null, "scoreDisplayMode": "notApplicable" }, "aria-toggle-field-name": { "id": "aria-toggle-field-name", "title": "ARIA toggle fields have accessible names", "description": "When a toggle field doesn't have an accessible name, screen readers announce it with a generic name, making it unusable for users who rely on screen readers. [Learn more about toggle fields](https://dequeuniversity.com/rules/axe/4.11/aria-toggle-field-name).", "score": null, "scoreDisplayMode": "notApplicable" }, "aria-tooltip-name": { "id": "aria-tooltip-name", "title": "ARIA `tooltip` elements have accessible names", "description": "When a tooltip element doesn't have an accessible name, screen readers announce it with a generic name, making it unusable for users who rely on screen readers. [Learn how to name `tooltip` elements](https://dequeuniversity.com/rules/axe/4.11/aria-tooltip-name).", "score": null, "scoreDisplayMode": "notApplicable" }, "aria-treeitem-name": { "id": "aria-treeitem-name", "title": "ARIA `treeitem` elements have accessible names", "description": "When a `treeitem` element doesn't have an accessible name, screen readers announce it with a generic name, making it unusable for users who rely on screen readers. [Learn more about labeling `treeitem` elements](https://dequeuniversity.com/rules/axe/4.11/aria-treeitem-name).", "score": null, "scoreDisplayMode": "notApplicable" }, "aria-valid-attr-value": { "id": "aria-valid-attr-value", "title": "`[aria-*]` attributes have valid values", "description": "Assistive technologies, like screen readers, can't interpret ARIA attributes with invalid values. [Learn more about valid values for ARIA attributes](https://dequeuniversity.com/rules/axe/4.11/aria-valid-attr-value).", "score": 1, "scoreDisplayMode": "binary", "details": { "type": "table", "headings": [ { "key": "node", "valueType": "node", "subItemsHeading": { "key": "relatedNode", "valueType": "node" }, "label": "Failing Elements" } ], "items": [] } }, "aria-valid-attr": { "id": "aria-valid-attr", "title": "`[aria-*]` attributes are valid and not misspelled", "description": "Assistive technologies, like screen readers, can't interpret ARIA attributes with invalid names. [Learn more about valid ARIA attributes](https://dequeuniversity.com/rules/axe/4.11/aria-valid-attr).", "score": 1, "scoreDisplayMode": "binary", "details": { "type": "table", "headings": [ { "key": "node", "valueType": "node", "subItemsHeading": { "key": "relatedNode", "valueType": "node" }, "label": "Failing Elements" } ], "items": [] } }, "button-name": { "id": "button-name", "title": "Buttons have an accessible name", "description": "When a button doesn't have an accessible name, screen readers announce it as \"button\", making it unusable for users who rely on screen readers. [Learn how to make buttons more accessible](https://dequeuniversity.com/rules/axe/4.11/button-name).", "score": 1, "scoreDisplayMode": "binary", "details": { "type": "table", "headings": [ { "key": "node", "valueType": "node", "subItemsHeading": { "key": "relatedNode", "valueType": "node" }, "label": "Failing Elements" } ], "items": [] } }, "bypass": { "id": "bypass", "title": "The page contains a heading, skip link, or landmark region", "description": "Adding ways to bypass repetitive content lets keyboard users navigate the page more efficiently. [Learn more about bypass blocks](https://dequeuniversity.com/rules/axe/4.11/bypass).", "score": null, "scoreDisplayMode": "notApplicable" }, "color-contrast": { "id": "color-contrast", "title": "Background and foreground colors do not have a sufficient contrast ratio.", "description": "Low-contrast text is difficult or impossible for many users to read. [Learn how to provide sufficient color contrast](https://dequeuniversity.com/rules/axe/4.11/color-contrast).", "score": 0, "scoreDisplayMode": "binary", "details": { "type": "table", "headings": [ { "key": "node", "valueType": "node", "subItemsHeading": { "key": "relatedNode", "valueType": "node" }, "label": "Failing Elements" } ], "items": [ { "node": { "type": "node", "lhId": "1-0-SPAN", "path": "1,HTML,1,BODY,31,DIV,2,DIV,1,MAIN,0,ARTICLE,0,DIV,3,DIV,0,DIV,1,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,0,DIV,0,DIV,0,DIV,1,SPAN", "selector": "div.w-full > div.select-none > div.w-full > span.text-gray-30", "boundingRect": { "top": 4187, "bottom": 4205, "left": 134, "right": 222, "width": 88, "height": 18 }, "snippet": "", "nodeLabel": "example.com/", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 2.2 (foreground color: #99a1b3, background color: #ebedef, font size: 9.8pt (13px), font weight: normal). Expected contrast ratio of 4.5:1" }, "subItems": { "type": "subitems", "items": [ { "relatedNode": { "type": "node", "lhId": "1-1-DIV", "path": "1,HTML,1,BODY,31,DIV,2,DIV,1,MAIN,0,ARTICLE,0,DIV,3,DIV,0,DIV,1,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,0,DIV,0,DIV", "selector": "div.relative > div.mx-auto > div.w-full > div.select-none", "boundingRect": { "top": 4180, "bottom": 4212, "left": 32, "right": 380, "width": 348, "height": 32 }, "snippet": "
", "nodeLabel": "example.com/\nvideos.html" } }, { "relatedNode": { "type": "node", "lhId": "1-2-DIV", "path": "1,HTML,1,BODY,31,DIV,2,DIV,1,MAIN,0,ARTICLE,0,DIV,3,DIV,0,DIV,1,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,0,DIV", "selector": "div.flex-col > div.relative > div.mx-auto > div.w-full", "boundingRect": { "top": 4168, "bottom": 4224, "left": 20, "right": 392, "width": 372, "height": 56 }, "snippet": "
", "nodeLabel": "example.com/\nvideos.html" } }, { "relatedNode": { "type": "node", "lhId": "1-3-DIV", "path": "1,HTML,1,BODY,31,DIV,2,DIV,1,MAIN,0,ARTICLE,0,DIV,3,DIV,0,DIV,1,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,1,DIV,0,DIV", "selector": "div.relative > div.mx-auto > div.h-full > div.max-w-3xl", "boundingRect": { "top": 4168, "bottom": 4648, "left": 20, "right": 392, "width": 372, "height": 480 }, "snippet": "
", "nodeLabel": "Save" } } ] } }, { "node": { "type": "node", "lhId": "1-4-SPAN", "path": "1,HTML,1,BODY,31,DIV,2,DIV,1,MAIN,0,ARTICLE,0,DIV,4,DIV,0,DIV,1,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,0,DIV,0,DIV,1,DIV,1,SPAN", "selector": "div.w-full > div.select-none > div.w-full > span.text-gray-30", "boundingRect": { "top": 5888, "bottom": 5906, "left": 95, "right": 183, "width": 88, "height": 18 }, "snippet": "", "nodeLabel": "example.com/", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 2.2 (foreground color: #99a1b3, background color: #ebedef, font size: 9.8pt (13px), font weight: normal). Expected contrast ratio of 4.5:1" }, "subItems": { "type": "subitems", "items": [ { "relatedNode": { "type": "node", "lhId": "1-5-DIV", "path": "1,HTML,1,BODY,31,DIV,2,DIV,1,MAIN,0,ARTICLE,0,DIV,4,DIV,0,DIV,1,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,0,DIV,0,DIV", "selector": "div.relative > div.mx-auto > div.w-full > div.select-none", "boundingRect": { "top": 5881, "bottom": 5913, "left": 32, "right": 380, "width": 348, "height": 32 }, "snippet": "
", "nodeLabel": "example.com/\nconfs/react-conf-2021" } }, { "relatedNode": { "type": "node", "lhId": "1-6-DIV", "path": "1,HTML,1,BODY,31,DIV,2,DIV,1,MAIN,0,ARTICLE,0,DIV,4,DIV,0,DIV,1,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,0,DIV", "selector": "div.flex-col > div.relative > div.mx-auto > div.w-full", "boundingRect": { "top": 5869, "bottom": 5925, "left": 20, "right": 392, "width": 372, "height": 56 }, "snippet": "
", "nodeLabel": "example.com/\nconfs/react-conf-2021" } }, { "relatedNode": { "type": "node", "lhId": "1-7-DIV", "path": "1,HTML,1,BODY,31,DIV,2,DIV,1,MAIN,0,ARTICLE,0,DIV,4,DIV,0,DIV,1,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,1,DIV,0,DIV", "selector": "div.relative > div.mx-auto > div.h-full > div.max-w-3xl", "boundingRect": { "top": 5869, "bottom": 6429, "left": 20, "right": 392, "width": 372, "height": 560 }, "snippet": "
", "nodeLabel": "Event" } } ] } }, { "node": { "type": "node", "lhId": "1-8-SPAN", "path": "1,HTML,1,BODY,31,DIV,2,DIV,1,MAIN,0,ARTICLE,0,DIV,5,DIV,0,DIV,0,DIV,1,DIV,0,DIV,1,DIV,0,DIV,0,DIV,0,DIV,1,SPAN", "selector": "div.w-full > div.select-none > div.w-full > span.text-gray-30", "boundingRect": { "top": 7203, "bottom": 7221, "left": 173, "right": 255, "width": 82, "height": 18 }, "snippet": "", "nodeLabel": "example.com", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 2.2 (foreground color: #99a1b3, background color: #ebedef, font size: 9.8pt (13px), font weight: normal). Expected contrast ratio of 4.5:1" }, "subItems": { "type": "subitems", "items": [ { "relatedNode": { "type": "node", "lhId": "1-9-DIV", "path": "1,HTML,1,BODY,31,DIV,2,DIV,1,MAIN,0,ARTICLE,0,DIV,5,DIV,0,DIV,0,DIV,1,DIV,0,DIV,1,DIV,0,DIV,0,DIV", "selector": "div.relative > div.mx-auto > div.w-full > div.select-none", "boundingRect": { "top": 7196, "bottom": 7228, "left": 32, "right": 380, "width": 348, "height": 32 }, "snippet": "
", "nodeLabel": "example.com" } }, { "relatedNode": { "type": "node", "lhId": "1-10-DIV", "path": "1,HTML,1,BODY,31,DIV,2,DIV,1,MAIN,0,ARTICLE,0,DIV,5,DIV,0,DIV,0,DIV,1,DIV,0,DIV,1,DIV,0,DIV", "selector": "div.max-w-7xl > div.relative > div.mx-auto > div.w-full", "boundingRect": { "top": 7184, "bottom": 7240, "left": 20, "right": 392, "width": 372, "height": 56 }, "snippet": "
", "nodeLabel": "example.com" } }, { "relatedNode": { "type": "node", "lhId": "1-11-DIV", "path": "1,HTML,1,BODY,31,DIV,2,DIV,1,MAIN,0,ARTICLE,0,DIV,5,DIV,0,DIV,0,DIV,1,DIV,0,DIV,1,DIV,1,DIV,0,DIV,1,DIV", "selector": "div.mx-auto > div.h-full > div.relative > div.bg-wash", "boundingRect": { "top": 7184, "bottom": 7240, "left": 20, "right": 392, "width": 372, "height": 56 }, "snippet": "
", "nodeLabel": "div.mx-auto > div.h-full > div.relative > div.bg-wash" } } ] } } ], "debugData": { "type": "debugdata", "impact": "serious", "tags": [ "cat.color", "wcag2aa", "wcag143", "TTv5", "TT13.c", "EN-301-549", "EN-9.1.4.3", "ACT", "RGAAv4", "RGAA-3.2.1" ] } } }, "definition-list": { "id": "definition-list", "title": "`
`'s contain only properly-ordered `
` and `
` groups, `