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" 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" 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" 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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": 4310, "timestamp": 1334566721217, "data": 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fTFrXVjYT/5zKP2j5eA815uiKY4xjtC5ZTlvL1X2e+2viLhRkVLO/t9vYA0Ryn4mtHcCsHtD9snEXGDJqXmditzwWmGL9pp7nHvXmKLh7Hpc11/jw+nc7+1alV49a3+opNPWSwMcxjjhwx9oj+4qMi9UTMdzyzjGW0quJcSXHJKoiKK762V9pmvxqn1McorpIi+nlhyIg0Zdr1fCdwAACcjrjosYvNqbb56SSankdpY6R7KXSyeQR1DctGkYxzIhuB9kn68KilLbtq6+2aZ0jOz05pzLU/CylawmPRHygCBkfEH+u6lVvEFh11g7JSzU8zABHSxvgLm89jwwnbDg1rugxvjJ2x5+iUW9DpeILQy7RV1TPTygVQkcG0ZEhf2nWZc4+zy/h06s52x3qNT3ayskhE0lE+dgidPUCh+CdjXyF8bWadnFroxnAHwHcdTwqJRbccT10NwrKWene0sFJDFoDcGMsYGlp2GTtnIzsR9Bp0RVBERAREQEREBERAVW/aH1VFc0YIc7ZoQWO+0fqqITk5RQE6IiC7myfO71VebJ87vVWIgv5snzu9U5snzu9VYiC/myfO71TmyfO71ViIL+bJ87vVObJ87vVWIgv5snzu9U5snzu9VYiC/myfO71TmyfO71ViIL+bJ87vVObJ87vVWIgv5snzu9U5snzu9VYiC/myfO71TmyfO71ViIL+bJ87vVObJ87vVWIgv5snzu9U5snzu9VYiC/myfO71TmyfO71ViIL+bJ87vVObJ87vVWIgv5snzu9VYSXHJJJ80RAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBVDSWkgHA6nCovpD/R6mssPsg4sHFDA6zzV0NPUZGzRJoYHeWC4HPdjKkzSxFvm9Vc0t+0CPqF7tY/Yv7k48uVRxW8N4Nsze2urHbNq4+rGDxJx8QHhjvC3Ht34arePfadw3Q2CJjBPZ2VGqX4WQRa3HU7HQAED0CWtPnBF6vWeyOmqrbcJuEOL7ZxDW2+IzVNHBGY36B1LCSQ8D7lD4f9l0U3DlHe+LeJaHhqjr8mibURmWScD9rSCMN8/wDuS0qXmiL3bgX2TW+1e0q20nF10oai3VDG1Fu5bOZFdAcjSD3Y2JG/UfVcv7SOEeGrZ7SBQUPEtKKGqrpm1Qjpi1trHMxoI1fFpGRtj7KWU8xAycDqhBBwQQfAr6Z434G4Qs9/4GrrJeKOlqG9hdDRMpzruAMzRztWcAkHPTuUf2leyul4n9p96zxdaaK910gkpbZIC57wGDGpwPwk4JxgnCnMvK+bkXonDXsruFwfeZ79cKSwWq0Tmlq62q+JolBxoYB9o9O/vCw8cezl9gsNPxBZrzR37h+aXkdrpmlhjk+V7CTj1/vCtpUuBG/RV0O1adJ1eGN165/o9cJ2DiTiajluN3khulFUiqjt4pnPbNHHh2p0n2WjO2D/AIr1vhdvBlTx1xV7R6fiqSsFHE7naqCRjKPWNDSCRl5DWkYA3z5qTKxD5JbG9wy1jj9ArTt1X0R7DuKJ7b7VYeE+Hb6bpwtUyy1BlfS8p0zzDqcfiGoYcMfd5rwviv8A5UXj/pk3/bKtpMNWiIqgiIgIiICIiAiIgIiICIiAiIgL2Xgv/wBGbj//AKdS/wD1Il40rg94YWBzgw9W52KixNOzvntJv954EtnCtZUZoKJ2S8E65mj7DXnvDd8fd4L6NfxFQWT2kWOkuM1PTm6cKw0sE1SMxCXUS1r/AOyen9O9fHque97yC9znEDAyc4SYIl9U87j7hilut1uFo9n9hpaSF2isbTAdp/sM0P1b+BHhsr6e7Xbi7gHhip4DtHDN7noqVtHW0dzgY+ene0AZbqcAGnGfQ+OPlR8sj2hr5HuaOgJyFSOR8ZzG9zCflOFOVeZ9EcR8Q3G2+1X2f0XFlXw3Ey2TB7orSxzGUfMIBZJkkDGAdsbZPgvN/bhwvdLBx1dK24xMbSXatqKqjlZI14ljL9Wdjt9odV56SXEkkknvKufI94Ae5zgOmTnCtJM2+jeIbNWcR/6q+KbOIam0W+moKSrkbK3VDI2VjS0tznqcbeC5vi5zv/CthOTn33RjOfONeLNlkY3S17g3OcAoZHmTWXOL851Z3Slt9fG9PubeNOG+H6eyVXElJe5qplDdow+Opjd3sBIGodM933rz32tV3Flp9m/u3iOl4StDblUNLrXbodFR8JDhJ8Li39kA+WF4HzH69et2vrqzukj3yO1SOc4+LjlSjmfRvsguvCXD3svvfFf6PVEVXSQMttTOKx+ax0hbqDBnDOrTkbhT7jfOBeGPY3QPHCdVHbOJp3SOt7bg/mOEZ2eZM5xs3Ybbr5j1v0Fmp2gnOnO2Uc97mta5ziG9AT0Sjmeof6NhafbPZiwaWET4Gc4HKeuB4r/5UXj/AKZN/wBsrWMe5jg5ji1w7wcFUJJOTuVUsREVQREQEREBERAREQEREBERAREQFnFHUmiNYIJOyh/LM2k6Q7GcZ8VgXZU7S/2UVOgE6LmHOx3DQ0ZKxlly05aupOnEecxH1cxBbK6ohilgpJ5IpZOUx7WEhz/lB8fJZ2WC7vbI5lsrHNjJa4iF2xHUdF3fCLHM4XsBc0gOvAc3PeMEZ/oVrOKuIb9TcYzw09RURCKbTDTsyGvGdvh78/4rn2mU5TEPJHF6merOnhEbX3+U00/C3CtVfhVPbzIYIGOIk0Z1PGPgHnurYrPyLNdO30Fey4wujEZ5ZDGaiPt+Ge5eiteafjS6Q08r42yWx1RJCxxDWzbDVjxwAuV4eqZ6vg+/TVc0k0pqKYF8ji4n4295WY1Mst/DZwji9XO8/wBvuVH8y5f9H7xmUe7KzMX2/wBS74ds77eCww2i4z0rqmGhqZKducyNiJaMdd16FxFfblT+0ikpIauVlKJYYzC12GuDiM5Hf1Vs97uEXtPZQx1L20QnbD2dpwzSQM/D0zk5yrGpnPh4W6Y8ZrTjGXLG+PN3z9HnVDQ1VfKYqKmmqJAMlsTC4gfcqVtFVUMvKraeWnkxnTIwtOPvXq9a2gtNgrnx1FVQsluMrZpaJgL24c7DSe4YA/yVzXFN1t9bwnTwMluNZPHPmGqqocZGPibqzv1/uVx1ZynaNmtLjctXKKx9268fr0cvBY7pO2Iw26rkErdcZbETqb4jy3VsFmudRPLDBb6qSWLaRjYnEs+o7l2XE13r7bwpwwygqpacSU+pxjdpJwBjfw3Wbju/XKkbY30dVJTunpWVEpiOnmPON3Y69EjUzmqjvMeK1s5iIiN5mPHweeimndU9nEMhn1aeWGnVnwx1ypNdaLjQRiSuoamnjJwHSRloz9SvWbi0U9VeLpRRMN192xSNIbkjOrU4D6Aei5ngK53C8VNxortPLV299M90vPdqDD3EE9O//IUjVmY5ojaGcePzzwnVjGKxq99+u393cfDY7pPyuTbquQSs5jNMROpviPJTLBbYpKu4QXSjrnSQ0z3tjhYdTHjGC4dzfFdJxXd6628O8NRW+qlp2vptTnRO0l2MYyR3bldI15nrO1yAc+o4dc+RwGNRyN/6qTq5Vcs6nGanJzTG03VTvtLgq3gu40vD8FwMM7pnuPMpxESYmAE6ifu/qtLQ2i43CN0lDQ1NQxpwXRxlwH3hdhc7nXH2bWybttTzZKp8cj+Ycubh3wk948lfx7cq+zz22jtE8tJbm0zHRGB2kSHvJI693+StY5593ju3pcRrTPJNTMzl9In+04iG3Vs9W6lhpZ31LQS6IMOoY65C3FBZDFarjPdbdcWyNhD6Z7YiGA75LvLovRLS589y4er6xgZc5qGbnbYLwNOlxH3/ANVzFiudbc7NxZJX1Ms7hT/CHuyG5LtgO4KdplP982J4zPUiaioir3/9Vt5bOTbw/eHPcxtsrC5oDiBC7YHoeihQ0tRNUiniglfUE6eW1pLs+GF6Fx/frlbr/boqGrlhiZBG8sY7DXEk/aHf0W9ucb6at4nqbRE03fkQubpaC4NI+ItHjsfvATtZqJmO89v1McccssY96Nt/OI3+ryuSxXWKQskt1W14YZCDE4fCOp+gWuXpnA1deqygvgub6makbSSFsk+SWyY6AnyzkfReZrphlMzMT4PZoa2WeeWGVe7Xd5iIi6PSIiICIiAiIgLccP8AEVdYuc2kMUkM3+0hmbqY7zwtOikxExUs54Y6kcucXDtbRxdWXC7WymuLqWKkZWsn1BugRgDGOuA0f5KzXjjm4Ut4r46Q0VRGyZ4gndGHua3JxpcDuPVcIi59ljfc83sOjOV8sVXc2dHfbhS3g3SOoLqxxJc9++vPUEeCnVPFlbPFXR9no42Vbo3PEcZaAWEEY378brnkW5wxnwdstDTym5xi/wDjbXC/VVdf2XeVkLalj2PDWtOjLcY2znu8Ukv1VJxGL05kPa+YJdIB0ZA8M5xt4qYeEa8cCDiznUnu41fY+XrPO14znTjGPPK51OWF7HCIqvCv8dHQUXF1zpLhWVMZhc2rkMk1O9mqJxPkT/isF/4jr74ImVRijp4t2QQM0MafHC0yKcmMTdMxw+lGXPGMW2V0vNTcqC30k7YhHRRmOMsBBI267+SXm81N2bRCpbE3skIgZoBGWjxyTutaisYxDcaWEVUd3++9v5+LLpJdqe4xPjgqIYWwDlNOlzBnZwJOeqy3bjK6XGifS4pqWGT/AGgpo9HM+pyubRTs8ejn7No3E8sbNldbzUXOkt9PUNiayij5UZYCCRt1367LZR8Y3FgZiKl+CiNAMsd/szjfr9rb6eS5tFeTHupqdDTmKmNv+t1auJa6222agY2CaklyeXPHqDCRjLfAqTaOMbnbaJlKBT1UEf8As21Mevl/Q5XOIpOGM98Jlw+llfNjG7fwcWXSO9m6yyRz1JjMQErTpa09wAIwoduvVTb6O400DYiyuZy5C8EkDfpv5+a1iK8kdF7DTiKjHp6d30bO+3qpvVdHVVTImyRxtjAjBAwOnUnxW/tN6feeJJa2tubbRVmHRDJEMRkjoH5J2+q41FJwiYqGc+Hwyx5Yitq/h6nU3WotVvuM17v1LcJ5qZ0FPTUrw4Zd+0QAP85XliImGHInD8PGhdePlXpAiItvQIiICIiAiIgL2v2HcN2m6cJ3u4xWKj4l4np52shtdVUCJohIGZADs45J6+HcvFF33Ad14OZZpaDianuVvuLZ+dTXm2OzK0Yxoc0np16ePkpKw9DsvAFh4y9p8VIeHLnw9HSUJq7napDgPkDgGthcTnS7PXYbbY6rro/ZjBxRT3C3XT2d0/C7WwudQ3GlrmSOa8fZbI0H4s/f/iuKuPtrt9JxTY3WulrblZqK3vttZLXkdorY3kaiSO8aQRnrk9Mrn7jW+yOgt9yqLRSX+519TGWU1LWPEcVM49Ham4Jx9T4eazu1s6ziCXgzgbgXgevrODaG7XS5UOXmR2hnwhup7gAdTiXDGfNYbx7NbddPbbw6LNSRx8LXinjujWMbiNsTWgyMx3ZwPxhcH7TOLbZxDwhwLbrc6Y1NnoXwVQezSA4iPGk94+ErquF/a5RWr2OVNknjldxLBDNRUE+jIZBKWl3x92N9v7LVdy4dBdeGOH+M+ERJw9a6G3dt4qFup6iCIAtpw3GfvALseJWp4gvns04W4ln4Tk4IbW2+jk7LV3N9Q7tJeNnub9DnYEdNsLmrD7QqWxeym3WugfIL/RXxtyjDo8x6QO8/4Le3Lif2TcQXr9Kb1br7HdpCJqm2RaDTzSgb/F1wT13GfBC239m3s6slfZL1xVZ7FU8Sw9sdT2m3VkzYBoGMvlOcHGSMeXTfbF7WfZ1A32bycTv4Zj4WvFFO2OejgqBLDPG4gB7cEhpyR4dD12K5rhz2g8MVdrvXDPFNnnpOGK2rNbRtt79UlDJ0wNXUY/vO2DtoeOqzgGKw0tt4LpLnU1ol5k1zr3aXacfYawbY+o288pvabU4BFsr97r7a33Jz+zcsaud119/3dFrVYm4tzwy5oiaoREVaEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBEU2226W485tM5jp4262wk/FIO/T4kdcdVJmkyyjGLlCRb2SnhsdK4VcbJrrMzDYXDLaZpHVw+fwHd1O61lqZFJc6RlSx8kDpmCRjAS5zcjIAG+cJE2zhnz7x3IqLq6mjoI6ae5QU0FRTiFroodMkYyZC1xcNZO2MbOxuPMLXy2um973SJz5IaelY6UNA1OGCBp3x82M+SrbSIunl4bpmyTllZM6GmLucTEA4gR6xpGd/Dr5pDw3TSvpQ2rmHbJ4oIMxDbmNBBdvtgnG3dug5hF1cdgo5qKPL5I5yYnOcxuQGdnMrsNJ3dscbjJ8FDnstIy2CvbVT8mXliJpiGrLjI06t+gMR6ZzlBoEW6u9pp6C400cc0k9JK7Ambpw8B2CWkE92NjgjO62d5sVCbnUx0rpKcv7Q+niazUxrIS4EOcXE5Oh3j3eOwcki63huy22X2jUFnrHzz0faxBL8AaXkOIxsdmk4Gc5xlb6Tgq2Xivt8tHXPpPer6qSOAUzWshigLw7cydSGbDPfuQg80RemU3szpZZ5XOvkQo8wMjkHKLg6UOOH/rNO2k/ZLic7ArzeqhNPUywlzXGN5YXNOQcHGQfBBjRbKhstVcKVstAG1D+Zy3xMPxx56Ej5T49PFZbmaOgpTb6Xl1FQSDUVWMjI/Yj8h3u7/p1zzRdQ59rEzyxvLUIploj5tfHGKXtb35ayIuLQXY2JIwcDr1HRdDFQ2w1AdDTR1Uc1ZHSENe/THlo1FhzndxdpJzs3vWnRySLbTWSZlnfchNSmFsvLDO0R6z56dWr7sZ7+iz01qp5LM2snkcwMhfKRGzLnESsYBucft5+5BokXYO4WpCGRtqHNfEJ3TSPcxgeGSBjca3ADOodT49VgHDVG2rEDrg6TmvkbC+BjZG/DG1/xEOxn4sbEgEHcoOWRdNR8OU9RWx0/aJgHR05dIWsa1r5Whwb8TxnGTsNzg7BSG8O0s8NLHTvcyWSKIyPeM4c6V7SW4Pg3og5FF0PuahNA+vFVU9lEYe1pibrJ5mgjGrGO/P3Klz4fjoqOre2pdPPTSPZI1gaA0CTQCQXasHY5AIyQEHPoiICIiAropHxSNkie5kjTlrmnBB8QVaiCsj3SPc+RznPccuc45JPiVWN7o5GvjcWvaQWuacEHxCtAJ6bogmm63A1IqDW1BmDdAeZDnT1x9MqN2ibXK7mv1SgiQ6jl+Tk58d1jRBKjuNbFKJY6udsgdr1CQg6sYz9cbKr7lXPnEz6ud0okEoeZDkPHR2fEYG6iIglR3Gtixy6uduCxww8jdgw0/cOnglTcKyqc51RVTyucWkl7ycloIb6ZOPqoqIJNZX1dbIySrqZp3sGGukeXFu+ds+av96V/Imh7ZUcmZxfKzmHDyepI784ChogzxVtVFXNrYqiVlW1/MEzXkPDs51Z6581mju9xjfSvjrqlj6UuMDmykGIuOXafDJJJwoSINvHxPfY6ueqjvNwbUztDZZRUPDngdATnfC1BJcSSSSdySiIMkE8sBcYJXxlzSxxY4jLT1B8ljREKZ6OrqKKbnUc8kEuC3XG4tOCMEfeFlZdK5kssjKydskuNbmvILsDAyoaIK6naNGo6c5xnbPisgqpxByRNJysFujUcYJBxj6gH7liRBNjutwjeHsrahrg5zwRIcguGHH7+9TKHiOupIalodzZJyXOlkkkLgS3STgODSceIK0yIJlNdK+mkMlPWVETyGtLmSEHDRhvoBt4K0XGtEbGCrnDGbtHMOG/Fq2+8k/VRUQSqq5VtWXmpq55S8BrtbycgHIHrurprpXzQSQS1lQ+GR2p7HSEhxznJH13+qhogIiICIiAp9poGXF8kDZ2x1ZAMDH7NkPe3V3HwUBFJTKJmKiab6odFYYH01O5kt0kaWzzDdsAPVjD3u7i77h4qFw4xkvENsjla18bqmMOa4ZBGoZBHetcg2OyRFM4YcvnLvIrVQXaGne57ZCIp5eYynMPMIexoiLYmvOWgufkDo4dyjv4YpOzXGSPnFkLZpIpSX/sAHS4GMAd4OognY4C4wOc3oSMeBTW7BGo4PUZVbdXDR253HLYJWl7HXExGlEYazQX4xqB/phZ6Oy0E7KLtcU7XTTUtPpa4MMfNfMHE/DuRoHVcZk5znfxVdTs9T6oOztfDturYY6n9a0PjDuRqe4/7V7C4Fkbj0YOoxl3XuWss1mgq7rcIcPqKancQ1wLmOI1hodpDHO6d2BgkZK58OcOjiPoUa4tOWkg+SDvjwxQGeSB7tRpA6MMaHh0oFRK0vPLjeTgNaOmNxv3GDHarbT1fZ44JasvoqqVrnuLSSx0rWkNxkHDAVx4e4HIcQfHKBxBBBOQg3/EdmjooKWWjgnEcgdky6tR0hpOWloxjPUEjz2Wbh2xUd0txmlle2YvdTMaCADO/TyQfAH48/wDNXPw1U0LZWxyECRnLd35bkHHl0CwgkdCUHaScN2tturJm1Ej+Tzmcxokdh8Y2+zGW4c4Z3cMBw8N8HG1qgpJ62eKimotNXy4w8/BM0gklgwMAYHTP2h9/JhzgCATg9RnqjnOdjUSceJQdnxFamjhWknpqeNnZWR9ok5ejJc1uNBAy8HOSSTgggYGM66CgtrbcJZYJ3yimZOSJg0Eul0EY09MYP1XOlziMFxx4ZVMnxQdhPw7S07ZAIqmRjGzOdV6hy43Mkc0RuGOpDR3g5ePvlXuyU0NxuUjaOajDZqhkbJNJbM0NLg5g07AYHTOzhg7LhtTsEajg74yhc49XE/UoO6v/AA9bmR3ara/Q4TVJaImSaYi2VzWx4bGWAYA6vGNQ28eEVdTsEajg7kZVEBERAREQEREBERAREQERT7RBR1UklPWTGnkkAEMxPwNd4P8AI+PcpM0mWXLFocMMk8miGN8j8E6WjJwBkn0Vi3ddVwW6lkt1qkEjnjTVVbf95/YZ4M/v+ii8NyMh4htkkrwyNlTE5zicAAOG+e5Im2cMpy3rZriCDggg+aLqZa6C9U81K4PdNDFI+CWsqQ57nufHtqOkYDWuwD4u8Vs5YLf7rjpgLdJTw1NSZXGpGuNpiiw5g1b5cDjAOSMKtuDII6hF3FZ2GqErmvpaiqBkMMcs+GOOinG/xAdOZjcZLcb4wtLaIaV9+qWVUFPy9L9LGStLGOyMaS5wDwPDV95wg0KLtn09BJJFCHWt0dMKgAsIOs8zYNzI3PwnI1OxgHqVW601tlYaOi7Dy45KoROEzQdWlrmDUXbjqAScbYyg4hF2T7fbGw1sTexCRkEbhKZmvbq7O0uAw8HOvOCA7fbGFGsVBSy2SnqKmKl5bquVlRLLKGvbGGMPwAkZI1E7AnOAg5ZF3ENts/u+mdIaJ9SHRaA2QNbITC84d+sJxrDASQzGT0CkwW6zNbTvrYKWKqfTxSOhjc17HAySh5BdKwA4bH0ccZOB3oPPkXS19Nbjw2JqVsEcrHdXyNdJJmR2MYfkHTjILcYGQd1zSAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgK4yPMTYi9xja4uDM7AnGTjx2HoFaiC+GWSCVssMj45GHLXsOCD5FXVVTPVzumq5pJ5ndXyOLnH7ysSICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiuZGXdEFqLOKdx7iq9md4FBHRSOyu8CnZXeBQR0UjsrvAp2V3gUEdFI7K7wKdld4FBHRSOyu8CnZXeBQR0UjsrvAp2V3gUEdFI7K7wKdld4FBHRSOyu8CnZXeBQR0UjsrvAp2Z3gUEdFINM7wKxuic1BjREQEREBERAREQEREF8TNTl6jwPwVBNSR192YXiQaooegx4u/JebW8NMzA77OoZX0bSBopomx40BoAx4YXm4jUnCIiPF8f8Z4rU0NPHHTmubxRo7PbGNDWW6jAH/uWn/BXe6bd/D6P+Q38lmriW0NQRIYiI3YkDdRZsd8d+Oq5uKrlYImxVeMTQcyUTmeJzXah1du0nAyPovHHNPi/N6c6upEzzT6t97pt38Po/wCQ38lX3Vbv4fR/yG/ktFFfqqaqfFEYSHFmhzmAacytYctDyeju/B26LZ0E84mu7ZqhsroHjQ3TjSOU09M9Cc/1VnmjxXLHWxjfL1ny/wCpXuq3fw+j/kN/JPdVu/h9H/Ib+S1FPda8ugMrqdzXClc4CMgkTHBGdXdjKtivdVJG3lyUz3vZG5wawns7nStZofvucOPhu0pWfVrs9f4vWW69027+H0f8hv5J7pt38Po/5DfyWirbhWc2RnPZE+HUHStBDcCaMZ05wNnHKzTXuojNRokppHsE45IadUYja4te7focDuH2grWfU7PXmImMvWW49023+H0f8hv5J7ptv8Po/wCQ38lrZKusjr2QNli5kphaXlji0BzZScN1bfZCjTX2qbHkyUsL2xsIY9pzM4vc12nfux59VPf6pGGtPdl6y3fum2/w+j/kN/JPdNt/h1F/IZ+Sh3isnpq+FlOWh0jWNy/JA1StbnGQOhKzQ1JltlQ6tl5fLkkifLFluzXFue/H+Cl5VdsXq8sZc07+cs3um3fw6i/kM/JV9023+HUX8hn5LQ08+rEdXWSR0gqJAZY6lxb9hpa0SZyRu4/UYU59fVU3DlDUPewTuawPdNgEgtzncgatuhI71r3urWWOrExHPO/m2Hum2/w6i/kM/JXC0W3vt1F/IZ+S0cd/qpK2mjjjY5kghOC1rDIHgEuGX5GM9AD0O6yxXqZ9BHMaui1SGLXhhxTaic6/i7um+N+qVn1J09eP3estv7otv8Oov5DPyT3Tbf4dRfyGfktML1WvhnlY+ncynidIXCM4mDZHNy3fYEN81bUXWpdXN01NMx0ctQ3s5yC0MY/SXnPQ4B6d4wpWfVY09f4vWW790W0je3UX8hn5LneJuBrdcaZ76CJlLVgEt0DDHeRH+K3tgr3XCkkfI5rnskLCWtAHQHqHOB69QVsz0UjPLCe9jHidfh9TbKbh8yV9K+mqJIpWlkkbi1zT3EdVFXX+0hsbeKa7lYwSCceOBlcgvp4zcRL9zpZ9pp459YiRERadBERAREQEREGSB+ly9e4I4tgqKOKjrpWx1MYDWuecB4HTfxXjqyRylqxqacZxUvNxfCYcVhyZvpJtUxwBBBB8FXnx4xgY+i+d2XGdjQGzSAeAcVd70n/fy/iK83snm+N+QR8z0+76G50eegVeezPdlfPHvOf9/L+Ip7zn/fy/iKeyeZ+QR8z0+76I50fkgmj32G6+d/ec/wC/l/EU95z/AL+X8RT2TzP0/HzPT7vojnxnOcJzo99h6L5395z/AL+X8RT3nP8Av5fxFPZPM/T/AP8AT0+76J57PLKi1VPSVUrJJ2ucWYwBI4NODkZaDg7+IXgHvOf9/L+Ip7zn/fy/iKvstfuWPwHlm41PT7vorns8k57ML5195z/v5fxFPec/7+X8RU9k80/T8fM9Pu+iudHjG2PBVM8ZGDgjzXzp7zn/AH8v4invOf8Afy/iKvsvmfp+Pmen3fRfPZkHbI6FVE0e+wweuy+c/ec/7+X8RT3nP+/l/EVPZPM/T8fM9Pu+jOfHjGBjonOjznAz4r5z95z/AL+X8RT3nP8Av5fxFPZPM/T8fM9Pu+jROxo2wAtHxHxRRWileXysknwdETXAknz8AvDTc6g/7+T8RUaSoc8kkklXHhYibmW9L8AwxyvPO4/iv9pF3rZK6smqJnapZXFzj9VAQnPVF6334iIioEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBEVEFURMICJgquEpaURVwFXASilqK5FaFuEwVciUKY8VTCuRWhaQiuVpGFJBERRBERARMJgoCKulMJQoqK/CYVpaWpgq5VSilmCq4VUShTCYCqitBhERAREQEREBFlbBI7GG9TgFTmWSuL2tfA5hdkjX8OfvKDWItwLMGkiWrpGYxuZgf6DKgcmOOoLJHBzM41N7/ogjKq2UPu+MuEzZXjOxY8N2x5g9+FgrJqcza6WN0bQMaXO1E/fgK0IoY49GlVEbi7GMHzU8XNzHxvhjjje1unLWjfzOe9RqqrfUymWTHMJySAB/QJsMUsToz8QWMjIWSSZ8gw85WNQWKqq4bZVFlFyIi0oiIgIiICIiAiIgIiICIiAiIgIiFARUVUGdtTI2Ixg/CVY+eV3VxWNVwfBA1PPVxVPqrg1x6AoWkdQgtRXxta/OSQVsYbNWStDo6Kpe3TryI3Y04zn6INWi6WLhO6OZzH0ggZ808jYx0z3lXnh5sJd2q62qLBwQJ9Z6eDQUHMBpPQFV0O8FsKmOOKpkjhmbPG1xDZGggOHjg7rHsrQgppV8zNLs9xVig6kcI8uJ0tfe7TTAZGOaXu9AP85V9fYrDSQtDb4+oqPgJbFDlpaTudWTg6cYG+/XHdoaWJ0w/UUhkxtkknf7leY3xEskZoeOrfBIS29DeFKaI6aW5VsxyP1kjWNxvjBG+dx1Hd5rl3QO1HT9nO2TupSK0lonIf5equFM4gkuaD4KSiFonIf5eqch/l6qWiFonIf5eqch/l6qWiFonIf5eqch/l6qWiFonIf5eqch/l6qWiFonIf5eqch/l6qWiFovIf5eqCmd4qUiFo4p/NXCADuWZELYxEB3BXafIK5ELZaZkBJ7Q57R3aBnKxVMcbnEQl5Z3awM/0RELRRC9pyN8LaQXStdTtgdcKpkDRhsbXuwB4YyoqwQzvpqwSRuLHNdqa4dxRYm2yhoXTlnLirJw5ri3RGd9I3x16KtRRTUMTH1dvnja8kNdMC0E+HQLHNfK6SRzzWSNeXayWfCc4xnbyUWpuE9UR2ieaYjprcXeJ7/qUUONRIGB4eCLCZHH7LSqapD3YVRkkaHNIKjaSO5ZdEh6nCcp3zKSqkE88JJge9meunvUljnPaHSElx6kq6GGJ7NUlQyPyIJP8ARVcGNcRE/WwdHYxn7lIZl2nsvtduuNyq3XKPmugjD4Yz0JzuSMHIAB2weq3/ALYrNZ6WCOrt0MEFSZGse2BoZH9ncBvXY75815jR1c9FUNnpJXRSt6OacFZblc6y5SiSuqJJ3joXnovBnwutlxUa0Z+70/092HE6McNOlOPvdf8Ab1Wx0tmuo4LiqrDbYWXOGskqpII36v1QkDcZf/ZB8yO5IPZ1aJ6O3iOsrOx10sUzH9mDp2tfSvk0nSCftNxsCO/C8hEjxpw9w09MHoqiaUacSPGnp8R2Xup4bh6FauAaKo4sv9mrayophbA2oLjoJ7OHN5pOMjUGODh9DkDot632TWxkldBUXipFTSNjbK2GAy6Hva94cQ1pOjQGdcbk7jG/j/Mfqc7W7U7qc9VXnSZceY/LhgnUdwrU9S4eyXj2bWiouFBJGbhQQTOpoXtZTF7JddKZC6HGXOw5mHbHBf02V7PZ7aKO2XKnr4aqeeCOsfTCMNEupkUD2lxb9rAkPwnpvkA7DxjnSktJkflvT4jt9E50uc8x+dznUe/qpUlw9G4t9n1usV1sNJHdJ5m1tWKWaR0DmNxln6yNxABHxHoSNhvutxQ+ySndVxU1fNdIaiQT6IhBudE4jYScYaC06snAPiBuvIHSPeGhz3EN2GT0V3aJtWrnSasYzqOVakuHqsHsutvYrNJU3Ws5tW+Pm8ildK0B7Xkta5rS0ubpwcF3fttvqIeA6f8ATW7WiV9e+KhpRVMggY19TPkMIa0dM4fk7ZwDkA9PPxLIA0CR4DTkDJ2KCWQScwPdzPmzv6pUlw9Rg9mNHNbXTOuFZTvL3DnzwsbBDipEPKkIccS4OvAPT1W8tvsttJfcKSWaphfLA0xCtjbHURObU8v4W5weYBhmdjn714lzH6C3W7STkjO2fFVM0pdkyPJ23Lj3KVPUuHr9N7NLdcqKCeorKihLaKA8llKXyMc/mkukDGkkDQASQPqNs81xPwH7v4btNytXbqt1VGHzB8OkN/Vcxxa04dhoDviGRgZyOi4Xny5J5r8kYPxHceCc2TAHMfhowBnoFakuG5itXaoLLoYYo6glk1RpJa0mUtyT5DC2TeFaeStdFHPMYyxuHFjhocS7AOWgkfDnoB13235ISPDNIc7T4Z2VeY/JOt2T1Oeq0joIbNRPlZG6SpyXU0ZI0/alaXZ6dB/XyUWz22mq4HPqXzNdqe1vLxj4Yy/fP0x960+p3ifVASOhIUHSS8P07Y5HNkqCC0vY7SC2MCJsgDz4nVgdOn3LI/h6i7PcZGVMwNK+SNoLC4ksGcnS0gA9NyOhO65jW7BGo4PXfqmt2D8R+Lrv1QWqDMDzXfVTlhkbklFhZThji1ryG74LiM481tzbKRjZC+60oLRkBjXO1eQwOvXrju8Vo92uUhjm6H6mucSPhIdjSfp3pbTd8qwQxjXWV9RJtkxRNY36fEfotZVPp3VMhpGvbAT8AkILgPPCzNriGt5VHTNLdieXqz9c5VDTVtW8SCmedQ2LItLcfcMKoi5WYU0xAIaPxBY2wvL3MI0ub1DtlkEOw/XN9UGCnmMb2vDWOI6hwyFnlfreXaWNz3M6fctcHFrsqZEcxgrMMzEXbYUFv7XBNM6pgp443MZmXVuXZwBgH5T1VJrVXQl+ulmwyQxFwaSNQOMZ+uyvt9dDTUs8FRS9oZI9kgHM04LdWM7bj4vJbI8VVTo264wZ2ya9QcQ0jmczBaP7Xn07u9aGvbZqvlyuljMJj6te12SNLnZAA6YYd1jNpuAmERoqgSHJDeWc7bH0UuK8sp2TR0tIGRyNIw6QuIyyRmc//MPopEXEsjJp3GnGiaWWR4a/B+MsOAcHoYx3d5QaaCiqp5XxQ08r5GbOa1pJb3brLW26ajp4ZpXMLZcaQ0nIyxrt9vB4/qptrvporlPWvpmTSySiUEu3aQ7OMkE4Pf37DdRrlc3V1PDE6IMEZBBBzn4GN/8Asz96giVUTYpGNbnBjY7fxLQVsv0fq+1xU5fCHyRNlBycDLg3B26gnf6KE+oj7XBKWcxkbYw5h21aQMj+i2w4oqHytlqKeB8zXl4exgjzlzXEHSN929fMqo1Pu2t5QlFLMYjnDww4OASd/oD6FY56Wop8c+GSPJx8TSN8A/3EH71tYr+6MREUzTKOW2R2s4kYzo3HdtsT/wB6w3O9z18lM9zGMdC5z9t9Tic5P0AaPo1RUc2m4CTlmiqA/Tq08s5xnH96sbba13K00k55ozH8B+IYzt9263LuJy+rE0lLrYAcxPly0uJycgjGPLGfPO6xU/ERgjp2NpWkxtLHv1/EWluMNOMgbA4OfTZUa5tqr3Ox2SYfFoJcwgA5A3+8gK6S0VrJDG2CSR7chzWNJ04cW+GOo7lKmv0sk5l5Qzpc0ank7FwI9MAKTTcStgquc2hYS1+tmX7tOtzsZx0+Lux0G6g1TaAx3Gkp5yCJuU7LT+y8A+uCsVBRyV1dFSwlofI7SC44A8z5BZ+3iW50dRK3Q2ERMIG+zABn+iparibbVSzxxMkkdG6NusZDdWxOO/bIx5qZXWzGfNyzyd5Paa2KeqiFPJKKZxEj4mlzQB35x0xv9FZ7sr8xDsVTmUaoxyz8QxnI+5bOq4jdVQuZPRxFxAIc1xZh4Zo1YGO7G3kg4jcKl0wpGB8rCyciR3x5AGR3N+yO5YvPo88Z69b47/3z/vq1otdeWOeKKp0NcWuPLOAQcEH1V01prorhLQ9mkfUxfaZG0uOPHbu81tZ+Imuofhh1VbzOC57nEMbIGjbf4jgHqo0d9DLxVXA0cTn1AyWl2dLsgkg9249CkTn0Mc9ebnl6/wB70aez1MFuFbIYxGQ06CTqGXPbgjHiw/0WtW7ul/fX0ksDoGMEjg7IcTj45H//AJCPuWkWseb9ztozqTE9pHiLC5w1H6rMo72jWSd91qXaFJW5GQrIz+yehWZYHtwVFT4p6kOkfC57cNAeYxpGOm+FndT1MhBmqGNLhqHMmH5rWMdlpypUccIcRLOAMAgsYXZ/uwgpPHy5C3mMkx+0w5BWNZ5BStYRE6Z787FzQ0f3lYEEVwUqncDGB3hRirfood7YIobDkjUThSAyPYsjmkG2e7/PeraUyIsE+nIDInxkddTiSVi9UspMRQ/VPVWykxFD9VmhlcxrmNDMO73BSyY6MyK0yPLcPnYBjGwyf87rESwklz3ud44S0iJZ0Ud5jxhgf9SVj9VbWkxFDVMjxUspNRQdQ81Qu8EspPRa/UUy/wA0spsEUD4j1JTS7xSyk9FA0nxKrj6pZScdhkqG+Ql5x0yqYCq0ZdgAZRaNbiqHU7qpHLwcOlibvg75x6LHIQ1xDXtePEA/4oMQOCswcMdVjf4q0Y71BmL2jvVeb/aKkU1tmqGMfE1pa7YEvAV3u2T5qf8AnN/NUa9WIiyLmdVMge4Q7OI3PQ/REVnuY1O5Hc4uJ1EnBxuqDqiJDUdyp+y1WoiqiIiAiIgo5W5REFqIigqFc1EQXKiIqCqERAREQFcERBXCoURQUPRWIiSLgiIqP//Z" } }, "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": 0.92, "scoreDisplayMode": "numeric", "numericValue": 180.5, "numericUnit": "millisecond", "displayValue": "180 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": 0.81, "scoreDisplayMode": "numeric", "numericValue": 157, "numericUnit": "millisecond", "displayValue": "160 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": 51, "numericUnit": "millisecond", "displayValue": "Root document took 50 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://uptimerobot.com/", "responseTime": 51 } ], "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": 0.84, "scoreDisplayMode": "numeric", "numericValue": 4365.8686, "numericUnit": "millisecond", "displayValue": "4.4 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": "1 user timing", "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": "sentry-tracing-init", "startTime": 182.662, "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": 1, "scoreDisplayMode": "metricSavings", "numericValue": 0, "numericUnit": "millisecond", "displayValue": "", "metricSavings": { "LCP": 0, "FCP": 0 }, "details": { "type": "opportunity", "headings": [], "items": [], "overallSavingsMs": 0 }, "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": 2198.7959999999944, "numericUnit": "millisecond", "displayValue": "2.2 s", "metricSavings": { "TBT": 200 }, "details": { "type": "table", "headings": [ { "key": "groupLabel", "valueType": "text", "label": "Category" }, { "key": "duration", "valueType": "ms", "granularity": 1, "label": "Time Spent" } ], "items": [ { "group": "styleLayout", "groupLabel": "Style & Layout", "duration": 769.4640000000009 }, { "group": "other", "groupLabel": "Other", "duration": 714.5679999999926 }, { "group": "scriptEvaluation", "groupLabel": "Script Evaluation", "duration": 454.0520000000008 }, { "group": "paintCompositeRender", "groupLabel": "Rendering", "duration": 178.89200000000017 }, { "group": "parseHTML", "groupLabel": "Parse HTML & CSS", "duration": 65.73999999999998 }, { "group": "scriptParseCompile", "groupLabel": "Script Parsing & Compilation", "duration": 16.080000000000002 } ], "sortedBy": [ "duration" ] }, "guidanceLevel": 1 }, "bootup-time": { "id": "bootup-time", "title": "JavaScript execution time", "description": "Consider reducing the time spent parsing, compiling, and executing JS. 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[Learn more about server response time](https://hpbn.co/primer-on-web-performance/#analyzing-the-resource-waterfall).", "score": 1, "scoreDisplayMode": "informative", "numericValue": 25.623, "numericUnit": "millisecond", "displayValue": "30 ms", "details": { "type": "table", "headings": [ { "key": "origin", "valueType": "text", "label": "URL" }, { "key": "serverResponseTime", "valueType": "ms", "granularity": 1, "label": "Time Spent" } ], "items": [ { "origin": "https://uptimerobot.com", "serverResponseTime": 25.623 }, { "origin": "https://static.cloudflareinsights.com", "serverResponseTime": 8.978 }, { "origin": "https://o4505555361792000.ingest.us.sentry.io", "serverResponseTime": 5.501000000000005 } ], "sortedBy": [ "serverResponseTime" ] } }, "main-thread-tasks": { "id": "main-thread-tasks", "title": "Tasks", "description": "Lists the toplevel main thread tasks that executed during page load.", "score": 1, "scoreDisplayMode": "informative", "details": { "type": "table", "headings": [ { "key": "startTime", "valueType": "ms", "granularity": 1, "label": "Start Time" }, { "key": "duration", "valueType": "ms", "granularity": 1, "label": "End Time" } ], "items": [ { "duration": 16.758, "startTime": 68.327 }, { "duration": 10.889, "startTime": 87.263 }, { "duration": 18.563, "startTime": 171.214 }, { "duration": 103.698, "startTime": 197.468 }, { "duration": 53.383, "startTime": 302.525 }, { "duration": 35.31, "startTime": 358.388 }, { "duration": 20.522, "startTime": 1271.827 }, { "duration": 7.907, "startTime": 1359.667 }, { "duration": 9.205, "startTime": 2230.442 }, { "duration": 11.72, "startTime": 2288.648 }, { "duration": 7.331, "startTime": 2304.927 }, { "duration": 5.215, "startTime": 2988.058 } ] } }, "metrics": { "id": "metrics", "title": "Metrics", "description": "Collects all available metrics.", "score": 1, "scoreDisplayMode": "informative", "numericValue": 4366, "numericUnit": "millisecond", "details": { "type": "debugdata", "items": [ { "firstContentfulPaint": 2995, "largestContentfulPaint": 4361, "interactive": 4366, "speedIndex": 4997, "totalBlockingTime": 181, "maxPotentialFID": 157, "cumulativeLayoutShift": 0, "cumulativeLayoutShiftMainFrame": 0, "lcpLoadDelay": 476, "lcpLoadDuration": 476, "timeToFirstByte": 476, "observedTimeOrigin": 0, "observedTimeOriginTs": 1334562410909, "observedNavigationStart": 0, "observedNavigationStartTs": 1334562410909, "observedFirstPaint": 2296, "observedFirstPaintTs": 1334564706538, "observedFirstContentfulPaint": 2296, "observedFirstContentfulPaintTs": 1334564706538, "observedFirstContentfulPaintAllFrames": 2296, "observedFirstContentfulPaintAllFramesTs": 1334564706538, "observedLargestContentfulPaint": 2296, "observedLargestContentfulPaintTs": 1334564706538, "observedLargestContentfulPaintAllFrames": 2296, "observedLargestContentfulPaintAllFramesTs": 1334564706538, "observedTraceEnd": 4633, "observedTraceEndTs": 1334567044314, "observedLoad": 393, "observedLoadTs": 1334562803499, "observedDomContentLoaded": 354, "observedDomContentLoadedTs": 1334562764527, "observedCumulativeLayoutShift": 0, "observedCumulativeLayoutShiftMainFrame": 0, "observedFirstVisualChange": 2296, "observedFirstVisualChangeTs": 1334564706909, "observedLastVisualChange": 4162, "observedLastVisualChangeTs": 1334566572909, "observedSpeedIndex": 2548, "observedSpeedIndexTs": 1334564959085 }, { "lcpInvalidated": false } ] } }, "resource-summary": { "id": "resource-summary", "title": "Resources Summary", "description": "Aggregates all network requests and groups them by type", "score": 1, "scoreDisplayMode": "informative", "details": { "type": "table", "headings": [ { "key": "label", "valueType": "text", "label": "Resource Type" }, { "key": "requestCount", "valueType": "numeric", "label": "Requests" }, { "key": "transferSize", "valueType": "bytes", "label": "Transfer Size" } ], "items": [ { "resourceType": "total", "label": "Total", "requestCount": 35, "transferSize": 447293 }, { "resourceType": "font", "label": "Font", "requestCount": 4, "transferSize": 191533 }, { "resourceType": "script", "label": "Script", "requestCount": 9, "transferSize": 104784 }, { "resourceType": "image", "label": "Image", "requestCount": 14, "transferSize": 59921 }, { "resourceType": "document", "label": "Document", "requestCount": 1, "transferSize": 40281 }, { "resourceType": "other", "label": "Other", "requestCount": 4, "transferSize": 29535 }, { "resourceType": "stylesheet", "label": "Stylesheet", "requestCount": 3, "transferSize": 21239 }, { "resourceType": "media", "label": "Media", "requestCount": 0, "transferSize": 0 }, { "resourceType": "third-party", "label": "Third-party", "requestCount": 2, "transferSize": 11293 } ] } }, "layout-shifts": { "id": "layout-shifts", "title": "Avoid large layout shifts", "description": "These are the largest layout shifts observed on the page. 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[Learn more about source maps](https://developer.chrome.com/docs/devtools/javascript/source-maps/).", "score": 1, "scoreDisplayMode": "binary", "details": { "type": "table", "headings": [ { "key": "scriptUrl", "valueType": "url", "subItemsHeading": { "key": "error" }, "label": "URL" }, { "key": "sourceMapUrl", "valueType": "url", "label": "Map URL" } ], "items": [] } }, "csp-xss": { "id": "csp-xss", "title": "Ensure CSP is effective against XSS attacks", "description": "A strong Content Security Policy (CSP) significantly reduces the risk of cross-site scripting (XSS) attacks. 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[Learn more about using a strong HSTS policy.](https://developer.chrome.com/docs/lighthouse/best-practices/has-hsts)", "score": 1, "scoreDisplayMode": "informative", "details": { "type": "table", "headings": [ { "key": "description", "valueType": "text", "subItemsHeading": { "key": "description" }, "label": "Description" }, { "key": "directive", "valueType": "code", "subItemsHeading": { "key": "directive" }, "label": "Directive" }, { "key": "severity", "valueType": "text", "subItemsHeading": { "key": "severity" }, "label": "Severity" } ], "items": [ { "directive": "includeSubDomains", "description": "No `includeSubDomains` directive found", "severity": "Medium" } ] } }, "origin-isolation": { "id": "origin-isolation", "title": "Ensure proper origin isolation with COOP", "description": "The Cross-Origin-Opener-Policy (COOP) can be used to isolate the top-level window from other documents such as pop-ups. 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[Learn more about mitigating clickjacking](https://developer.chrome.com/docs/lighthouse/best-practices/clickjacking-mitigation).", "score": null, "scoreDisplayMode": "notApplicable", "details": { "type": "table", "headings": [ { "key": "description", "valueType": "text", "subItemsHeading": { "key": "description" }, "label": "Description" }, { "key": "severity", "valueType": "text", "subItemsHeading": { "key": "severity" }, "label": "Severity" } ], "items": [] } }, "trusted-types-xss": { "id": "trusted-types-xss", "title": "Mitigate DOM-based XSS with Trusted Types", "description": "The `require-trusted-types-for` directive in the `Content-Security-Policy` (CSP) header instructs user agents to control the data passed to DOM XSS sink functions. 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For proper navigation, each access key must be unique. [Learn more about access keys](https://dequeuniversity.com/rules/axe/4.11/accesskeys).", "score": null, "scoreDisplayMode": "notApplicable" }, "aria-allowed-attr": { "id": "aria-allowed-attr", "title": "`[aria-*]` attributes match their roles", "description": "Each ARIA `role` supports a specific subset of `aria-*` attributes. Mismatching these invalidates the `aria-*` attributes. [Learn how to match ARIA attributes to their roles](https://dequeuniversity.com/rules/axe/4.11/aria-allowed-attr).", "score": 1, "scoreDisplayMode": "binary", "details": { "type": "table", "headings": [ { "key": "node", "valueType": "node", "subItemsHeading": { "key": "relatedNode", "valueType": "node" }, "label": "Failing Elements" } ], "items": [] } }, "aria-allowed-role": { "id": "aria-allowed-role", "title": "Uses ARIA roles only on compatible elements", "description": "Many HTML elements can only be assigned certain ARIA roles. 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": 1, "scoreDisplayMode": "informative", "details": { "type": "table", "headings": [ { "key": "node", "valueType": "node", "subItemsHeading": { "key": "relatedNode", "valueType": "node" }, "label": "Failing Elements" } ], "items": [ { "node": { "type": "node", "lhId": "1-0-ASIDE", "path": "1,HTML,1,BODY,8,ASIDE", "selector": "body.bg-neutral-950 > aside#ck-consent", "boundingRect": { "top": 723, "bottom": 807, "left": 16, "right": 332, "width": 316, "height": 84 }, "snippet": "