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r2lqzxMe6WJ7GscGOJGtOI2B9gWxS5aCaxYe+dpEclsV9DQYx0RDA3Q6DetDzLx4lynhxtbseE9rNDK17pC5wAjI1o+glWVpJtKhRwik3U14KqoFVbmJpwVQqBVC8g91lwVwVoVwUlS4qqoVcrFWVCqFQKoVkVZcFcFaFcFZFT1nnmszGWxLJLIQAXyOLidDQ6n2K1WjvVylFWVCuCtCuCsirKhXBWhXBWKsuVVRVUoqXBXBWhXBSVKhXK0K5WKsqFcFaFcFJUqr1Yr1ZFWVCuVoVysirKhXK0K5SVKhVVAqqSDTgqhUCqF5B7rLgrgrQrgpKlxVVQq5WKsqFUKgVQrIqy4Lcfkix9XKfKPg6l+Fk9Z8ri6N4213KxzhsecbAWnBb38h/wD4qYD/AGkn/Ces7d0spNbP0L2CraxT3R9cfzfw3qqh7uz8k/m/h/VVD3dn5KTUHxvfsYzhbIXKUhisRMBY8MDyPKA7iDvvXykFKclFPU+nnhhFya0Mn+b+H9VUPd2fkn838P6qo+7t/JaZT41uVIZWPjmyjnWJIqz5IjBI5sbGl/M1rCQQ46A5Rv2d6yMpx3OytYkrY5zK/LOyOd0wbI2SOB0p3GWnXdrqfq9O7u1rX+zn63YUr+Da/wCb+H9VUfuG/kniDD+q6P3DfyWsZrjO5ThykdehGJ6tZ80Uk8uhKWsDiQ3l6jqe476deXe1W7x5JUlvMdinSeBxv7VzJHECRsXaEb5NBv8AZ5t735lCu9s9PUl3mwTz9DZ/EGH9V0fuG/kniDD+q6P3DfyUXmc3kqMWEkFOs027HZ2GGYu7NvK53kkN6nTfR7PPsYEfG8r44G+KwLNtsD6kfhHkvbKXa53cvkEcp2NH2EqqsrSSqvUtK2sYuj9DY/EGI9V0fuG/kniHEeq6P3DfyWo4rjey2rRZdrCxYll5JnMcR2XPO6KPuZy62NbJG9HW1sHCnER4gFgtqGAVwxkm5OYtmIPPH3D5vTr599w0pnY2sKt8CLO3sbRpLV+BneIcR6ro/cN/JcD/AJSOJoY7K4aahUhrvnikEnZNDQ7lLdbA8/lFfRy4B/Kh/wC+8Pf7Of8AzYun6XJ9Ziq7+hz/AFSEerSdNvU4cFcFaFcF9afJlVerFerIqyoVytCuVkVZUK5WhXKSpUKqoFVSQacFUKgVQvIPdZcFcFaFcFJUuKuVpVysVZUKoVAqhWRVlwW9/If/AOKmA/2kn/CetECn+BM8OGOLcbmHwmdlWQudGDolpaWnXt0SqW0XKzlFatMtZSUbSMnwaPudeN2rBdrPr242ywv6OY7uPXa5GP5QXC5/9PzO/wDZR/8AUVf1geF/V+Z+6i/6i+ZV0t1mos+id8sGqOSOnW8Birj5HWaMUjpJBK4kHZeG8u/p10+hRUvBWNnzr8jPuRrmub4PyNazyo+zO9AE+TsdT5/oWjfrA8L+r8z91H/1FX9YDhj1fmfuo/8AqLSNheo6JmUra6S1aOlv4dxD55pn4+AyTMdHIS35zXDR+0dD6VY7hnDOc9zsfCS+LsXEg+U3l5dH/d6b79Lm/wCn/hj1fmPuo/jVf0/cMer8x91H8ajq167rJ6xdN0dVu4+rdjiZbgZK2J7ZIw7+y4dxCwWcM4VleaBmOrtimc1z2gd5adt16NHetdy5z+n3hn1fmPuo/jT9PvDPq/MfdR/Giut5WSiyXerq3VtHRBwrhA6u5uNga6uQYiB8wh3MNfQ4k/WVlYTFRYmrJFE90j5ZXzSyuABe9x2SdAD2fUuY/p84Z9X5j7qP41X9PfDXq/Mfdx/Gpd1vUlRxZCvV0i6qSR11cA/lQ/8AfeHv9nP/AJsWxfp64a9X5f7uP41yv5X+OqvG+RoPx9WeCtUjc0GfQc4uI30BIA8keddf066W0LxGUotJV9Dk+o3uxtLvKEJVbp6mgBXBWhXBfTHzRVXqxXqyKsqFcrQrlZFWVCuVoVykqVCqqBVUkGnBVC2vwWD9zH/hCeCwfuY/8IXF1WW56PXY7GrBXBbP4NB+5j/whPBoP3Mf+EKeqvcr1yOxrRVVsng0H7mP/CFXweH90z/Cp6s9yHe47GuBVC2LweH90z/CE8Hh/dM/wqVd3uR1qOxr4VQp/sIf3TPsVewi/ds+xT0D3I61HYgR3q5TnYRfu2fYnYRfu2fYp6B7kdZWxCBXBTPYRfu2/YnYx/sN+xT0L3K9YWxDhXBS3Yx/sN+xV7GP9hv2KeiZDt1sRSqpTso/2G/YnZR/sN+xOiZHTLYjQrgpDsmfshOzZ+yPsU9GyOlRgBXLO7Nn7I+xORv7IU4COkRhBXBZfI39kfYnI39kKcBGMxVesjlb6AnKPQFKiRjPAK5evKPQmh6FNCuI8wrldoehNBTQipQKqrpNIQERFICIiAIiIAiIgCIiAIiIAiIgCIiAIiIAi9HwysiZI+N7Y375XlpAdrv0fOvNQAiIpAREQBERAEREAREQBERAEREBtuHrwv8Ak34hnfDG6eO3WayQtHM0Hm2AfMpLJcCY+vcyOOrZt82VqVfCxAavK1zQwPLebm+do77tKFxeTqQcB5vHSy8tyzZgkij5SeZrd8x3rQ1vzrYrHEmJf8oOYybbW6VjHOgjk7N/lPNdrNa1seUCNkLzbTpoym4V4vTXKNPyehDonCOOnBa6Zyr+NTEzWHxT+CeFn4wyuyVyWWMOMDW9s7naCHHm7mk6HfsehY+V4Mr1qmW8CyUtm9imh1mJ1YxscOYNcWP310T5wNqkWboM4W4c5bGsjhrj5TVMbv6ZrpGu2Hdw1rzrO4uz0WQiydirxfkZ4bRJixpZKOUOOyx5J5OUDY6E+boqp28ZKKbpV6r93lpTy88iZKxlFyaVaLj+3z1r5+WZM2gPHua6D/8AGGf8Ji1yHhqTLDhasLEEMdmnLO+UQBvZMY95cXEHbzod515gs2xxHinZbKTNtbjmwLaUZ7N3WYMYOXu9IPXu9qph+I8fBPwxG50sscWPnpXGxRuLo+0L+oGuugQem1lCNtZxrFOtFw/a/wAl5OynKknlXf8AcvwRV7hahJhIshgspLe7S8yi2OSv2R5nNJ33n2favfLcF16tTLeB5KWxexTQ6zG6sWRuHMGu5H766J84ClpBRwHAlSxjbxyTI85HPz9g6EOLWb5QHdT5tn2rF4vz0ORjydirxdkZobRLosYWSjl5jsseSeTlA2OhPm6K8LW3lNKLdK608tcvPYrKysoxbklWm/g9M/Lcsn4Gx7Z3UYc1I/KmiLrIDV0wjs+ctL+bodb8yxs5j8LD8nWDuVnzeHyyzAuMDW9oQWczXO5u5u+h8+/MpAcSYr+fcWR8K/7G3F+DGTs3f1ng/JrWt/O6b7lA2r1C5wDQpOtGLIULMrxAY3HtmycvUOHQa151eHTOUHNvg9N068PLyqVn0KU8CXFa7NZ6+fmZPya5OSLiHHYx1elNUtWmCUT1mSOIOgQHEbCzhCeMOIclRvz1MbUxsdiwJYKbG6axwGncuiei1rg27Xx3FeKuXJOzrQWGPkfonlaD1Oh1UpgcvRq5nieeefliuUrcMDuRx53vPkjoOm/arW9m42krSzWdFR041f4KWVonCMJvKryrwojCyOCqxcPS5ejdksQC94JGHxchc3k5uY9Tr0aUu/geKLiDKUpshIKmOqR2pZY4OeRwc1p01gPXq7v35lj4K1ibvB0+FyuSONkZdFyOUwOlbIOTlLdN7j5+vRS2WzeGu8dZG/UzFuiHQQtp34mOAa9sbQ4PZrmIOiOn4hRKdum455Vzp4xpw2rp9i0YWWFSdM6ZV8HXj5a/ccF4HAO4wjry325OpLUfPCBAD/5byRI0u8lzdbA6+buWiBlTxlydtN4D2uu17Mc/Jvv5d63rzb+tb+ziXCxcfY2/2zXQtpur3bsNcxtllcxzTII9A/2h5gTruXPLccUNuaOCYTwseWslDS0PAPR2j1G/QVpd8cptzrmlr5vw+bGdvgUEo0yb0/jx+bnTeOsY3OccV8LTyE0dOrXD3tmj1FUibE1xc0A9dgde7r0Wr2uGKUtKpew2TfcpyW205jJB2T4nO+adbOwRvz+ZS1zifF/pDu3u0kmxN2p4HLJGwhwa6FrCQDo9CPwWL4xw+FxEGMx2RdkO2yEVuxYEDo2xsZ3NAd1J67P/ADWFl01nGMY10XDzrXLVfKm9r0VpKcnTV8ftTPT5kQ/GeGoYHKvoUci+9NC9zJy6Dswwg9AOp359/QoBTHGNyDI8VZW5Tk7SvPZfJG/RHM0nodHqodehYYujjj1pmcNthxvDoERFqZhERAEREAREQBERAEREARbrw7isNZ+T/iG9bmkF6B0Aa4V+bsiXOADTzDfNrROuntU7kuGqWebwxWGVjqZKfExiCv2Bd2jgHHynAgN33edcc75CEnFp5Ojye1TqjdJyimqZquq3octRbPh+Ga8+JhyOXyRoV7E7q8HJXMxeW65nHRGmjYG+v0KIz2Lnwmat420QZq0hY4t7j6CPpGit420JSwJ5mMrKUY4msiPXtTtT0rMdipNJDPGeZkkbtOafYV2efHmbjOLEv4ax54ffXYZbIpCPs2mIOc/tQBog+1c+xvC1SWhXvZLKmlWuTvhqctczGQNOi92iOVuyB5/oXNZ3yFov1rbx1rt5Zo6LS6Tg/wBL38NKb+ZDZrPZTNujOVuy2ey3yBx01u+/QHTajFs7OGa1S9lK+ey8GP8AAJhCQxnaySuJPVrNg8uupPtCncXgzgrfGFGWWOyGYd0sczW6DmuLHNOj3HRV3ebKzjSHss6fxxKKwtJus/mv88DnaLaPk3r173FDKFuKKRlyCaBnaNDg15YS0jfcdgdVMeJaY+S3fYM8c9p4fzcn9J2PadjrffrfXSm0vKs5qDW3OvsRZ3dzg5p78qe5z9F0TiPhqpZ4jyjO2gxmKwtaCKzPHDzEvLQNco1zOc4nrvzKPqcDsuZ7EVK2UZJjspFJLBd7EjXIHFwcwnoQRo9fOkb3ZuOJ5ZV47V+9M6EyutopYUq5050+1cq6Glot7qVKVbg7jKPH3BfhYaXLP2Jj2TIdgA9e/p7VL8NcMUsHnp61nLRy5iLHzumpCueVnNCToSb0SAQe4Ks75GCk6aeeye2WvEmN0lJxo9fLdrfPTgctREXYcoREQBERAEREAREQBERAEREAREQBERAbVwzeoN4T4lxd22Ks1sQSwOcxzg8xucS3oOhOxrfRTdDiHFxcXcG3JLYFahRjisv5Hf0bgH7GtbPeO7a50i5Z3WM2228681T0OiF5lBRSSy/Dr6nQ8FxI08J1cZX4hfg7VSxK8uLHlk8bzvvYCdg76H0rS87ZNvMWpnXZb/M/pZlbyulA6AkeboFgIr2d3jZyco8fL2rzK2ltK0iovh5+9OR1C5xlTtcYWa9jIzS8NXabKkvzy2I9m0c7WHzh48w9KxcTxEz+a2PxVXiV2Gnx80zXPEchZZjc7mDhygkEdeh9K5yix6jZ0UVwptwqq6eJr1y0q5PjXfi06a+B0LB5mg2LNl2eNXLS2Wujyk9Vz3ywgEEDQJY4nRWXmuJcTazfEVmO+Zo7mFZWikfG4OfKAwEEa6HyT7PauZIjuMHLFV8vDw8CFe5qOGi5+Pj4mfgL3izOY+9vQrzslP0BwJXRBxXhP0pduZh/NvwfwPn5Ha5OXm3rW/6z2LliLW1u0LV4pbNfPFcClleJ2SpHdP7fjc3ehnaOSPFNLK2jUjzEzbEdosL2xvZI5wDgOuiHa6dylMTxDh8ZmOGKTL3a0cTDaEtzsnNa98zXHTW65tA6G9LmiKkrnCVVV02/jD6Fo3qcaOiqvevr/JsuCydWrwfxLTlmDbdp1UwM5SefkkJd11oaHpW3eOOHp+KLvErswIpLlSRngTq7y+OR0PJouA1rY6EekfSuWIptLrG0bdWq+XFJbeCELzKCSonT8NvfxYREXUcwREQBERAEREAREQBERAEREAREQBERASOOwmUyULpsfj7VmJruUviiLgD6Nj6VgzRPhmfFMxzJGOLXNcNFpHQghbvhK0dngSAS08paDchLoUD1b/Rx/O8krJrU6ZrYzGz4uuJLONtTTTSMInEjDLyne+hHIPN9K4utOLdVo3yr4+B1dXqlR6r1p4eJzxF1hmCx8lmhz4iKtXFuGAsmjcx3lMd0D9lswcRvYII6dNFRuKwsON4bjt5PEMNtte5KGWo3N5uUxBpI6HQ278UV+g9F8zJdzmtX8y9zns0MsPZ9tG+PtGh7OZpHM09xHpHtXmujWm0qfDz8kMXRmsGvSLRKwljC8zc2hvz8oClouHqUPEFWvj8JDerT5N8douY5/g7ByENBB8kacTs9/wBSh32MVmt+WZKukpaP48jkjWucHFrSQ0bJA7h7VfYglrTvhsRvilYdOY8aIPtC2zhOSRmO4rr1q0czzV21pi53aErAdewA7+oFbZeq4zOcT5evk6laCOrcqjt4wWveHu5XBzt9d/grTveCTTWS/r3K2d2xxTTzf9+xyNFuHHdanDDSNfFWaE5kkY90tbwdr2jl0A3ndvWz5Xn37FtjOHcXYt1vCMS2rWZP2YidE5kjnCJ7msDublmDnNHUEHu7tpK+QjBTa1ryEbrKUnBPSnM5Gi6Zbx1HwexaocPyuycVdpbWs1TGJAZNGQQhxPQaHo670rK/DjLuUwYiwRh3lHMvQM3KImcsB5XEdzesh0e7qPMo69ClWvTapPVJ6J+u9DnUMMs7nNhjfI5rS8hjSdNA2T9AHVWOa5h09padA6I10PULoRhpROo1Y8dUbvDWLb5eU875BHNrZ3rQ0OmvMs+9Qr8Q5l1W9XhqvFSlbisNj7PnhbCztgD5wA4kejk0od9SlRrKledArq2snn/VTlqLacDVhvcfUGWMeIqdyyJGVnN00xOJLR9GtLYqtCvHi35DKYCrWvR1rbm1nxvY17WdlyPLSd9C54359LS0vUYNJrN+Xj7FIXdzTaeX+e5ziaCWERmaN8YkYHs5mkczT3EekdD1Xmuk1sRjs02lVkigqTOpQZB0rRy/0Ye8TNH+6Q4D/RWTBicdfwk9huIYyOxRs3WSQ13ObCW85YDLzdCOUDlDfp71m79GOqLq6SlozlqLpNynQx+SmjucPQDBwyxRRX9lpdG8a59k6kJB5uncR6FrnGeHGFdBj2QsdJSaGXLLBsOmk28NJ9jAND2FaWd6jNpU1+e33KTu8oJtvT57/Y1lERdRzhERAEREAREQBERAEREB7wWbMLXNrzTRt7yGPIH09Fa6ScntHPlJ0RzEnuO99fbs/auj/JvfrVcdTjku1mRutP8AC457QhDWFrQPI75N9R12B6BsleLs7E6KLHy3mPxgwZa6uHjkMo2QNft7A151xO8yxuKhp82OtXeOFSctfm5pEVa7Yxk9oPcatMsBDnnyS8kDlH1FY0lixKCZJpnjuJc8nv8AN+H4LofFWQM2BzwOWq2KVixA7H145wSyMF3QM72aBA107l64a/VbweKrrtV1Y42Zr45bQYRN5RDRCNbO9HmOyfT3BV601DG48fxXYnq8cWFS4fmhzqvFatzx1Ye0e+RzY2s33negPxWw0b+X4cpGYVq/aPsStZNI0uljkjDQ49D1A5m65tjfULafDq1K9lMvFk6jYrdmlJD2U47XkDhz7aOo0Ng7Tx/LTy2Mgky8boZsvO+2W2A9r4XCIN5zv5vLzDR6dD6FnO8StMsFV/VX7F4WEYZ4qP8Aum/8nL2SSscXxve1x2C5pI3v2rJp1buQux1a7ZZLFlwa1pOuc+0ldHObpx8P1oaRx3gArNikZJbLXNl5vKIh87ubyg7Xd51dW4p5+I7M1rKgxQ56PsHGTo2ue1DuX/Q6M35u5Xle50bUNCqu0KpOepzS1FY7KCWeXtDJtrWmTme3lOtEd49iyKNC/k2wx1XGZ3OWRw9qOYabzEhpPQaHet4qX+zxMVduUrR57srLY7Jst8l5nYT/AEm9AuYHaO+vXr1WXi842rbp+EZiq62bvLPPC/ka7dYN24+cc2gXdxI2jvU6OkdK/NNBG7wqqy1p811OYmaz2/aGSbtgPnFx5tfT3q2KeePnMUsrN9XFriN/St5sX2t4QnyFqXtMywPw/ac3OJGl3OXh3n00ubv2henCmQbFjcKK2Tq06leZ7srBLIGmZpdvq0/1gLPJAG+oPdtaO8NRcsOjp8y+3iUVgnJLFqq/M/ualcxtmpiaV+eyweFtIih5ndp2e3NJ7tBuwRre/YrKWVtVKlmGJjXGeLsu1eCXxx/2msO9AHuPRSvFmV8NxmAgZafLBDWduHtN9me1k0CPMeXlH0aW55jiqrVLJqjcfLiXSxCGNtpz5BFrTmiL/wAvyC5p7u/zqkrWeFKUa1b5PImNlCralSiXNZnOauZvQZankuYSWKwY2Lmb5IDBpo0NdwWC6WxKS5z5Xkt5SS4nyfR9C6jSyuMx0l3EYizXmdTijjq2JLJribbi+YtkHcSXN842GLCzPF8lQ4ySlPXEfhs0lurUk3HINs6HY2Q7yu8a6lRG8ScqQs/xlquHxlpWEVGsp/nOtHx+I5wXyaB5n93IDs93o/H8VVs8rGcjJZGs6+SHEDr07ls3ygCvRyMGFoPL6mOaQHEaLnvPO4n2gFrf91aquyzl0kVKmpy2kMEnHYyqd19exBJLGy1HCSWwz7dH9mwvW/lrt8WBZm5m2JzZkAaBzSaI39QJ0PNtYCKcEW60IxNKgREVyoREQBERAEREAREQBERAS1DBXMjUgkx8E9iaWSRgjazppjWkkHfU+V1Glls4Qywq5GaeAQGlE2VzJHAF7XEAFvXr3737Nd6ysHnqlLh7wOUyCfluDyW9P6WJjW9fpaVkQ5/HvwopTPlY/wAWsr83Z8w7Rk5kAI33EaG1xStLdPJZV24V9jrjCxazedN/D3IRvDOad4PrG2CbBDYhy9XEjYHsJAJ6q6XhbNxQzSyY2w2OEEvOu4AbJ9uvPruW6SccU3Zbw4XJmwzyiWSqyjGws8l3R0g6v0T0Po71GcOcQ4qjia0c0r4po69iGRngjZHSOkDw1wkJ21oDh0HnB9JVOnvGGuHk/Ev0NhWil6eH+kBR4VzFt1MilLHDaexrJXjTQHHo4+gej0+ZVtcM34ZxWjhlnuGzJXDI2BzTyNa7YcD6DsjXQKXs53GOyQy8dm8LMvgwkptYGsb2Zj5gXb8oeRsDQ669HXJHEWJiit02z2H17c1sunbDp0bZmx6IbvrosII33KXbW9a05P578CvR2Olefz+uJrbOF82+3LWbjp+2iYJHtIA00nQdvu17VGXas9G3LWtxOhnidyvY4aLStsvZ7HM4Znw1OWeYNrMhjnfHydo7tzI7ps6AB0FB8U34cnmpLVbmMbo4m+UNHbY2tP4graytLSUv1rLP8epnaws4x/S8/wDfQiURF0nOZFi7Zs168E88kkNcFsTHHowHv0FjoihJLQluuoREUkBe1SzNTsx2Ksjopoztr294K8UUNVyZKdM0XzSPmlfLM9z5HuLnOcdlxPeSVYiIQERFICIiAIiIAiIgCIiAIiIAikPEmV9WXvd3/kniTK+rL3u7/wAlTHHctglsR6KQ8SZX1Ze93f8AkniTK+rL3u7/AMkxx3GCWxHopDxJlfVl73d/5J4kyvqy97u/8kxx3GCWxHopDxJlfVl73d/5J4kyvqy97u/8kxx3GCWxHopDxJlfVl73d/5J4kyvqy97u/8AJMcdxglsR6KQ8SZX1Ze93f8AkniTK+rL3u7/AMkxx3GCWxHopDxJlfVl73d/5J4kyvqy97u/8kxx3GCWxHopDxJlfVl73d/5J4kyvqy97u/8kxx3GCWxHopDxJlfVl73d/5J4kyvqy97u/8AJMcdxglsR6KQ8SZX1Ze93f8AkniTK+rL3u7/AMkxx3GCWxHopDxJlfVl73d/5J4kyvqy97u/8kxx3GCWxHopDxJlfVl73d/5J4kyvqy97u/8kxx3GCWxHopDxJlfVl73d/5J4kyvqy97u/8AJMcdxglsR6KQ8SZX1Ze93f8AkniTK+rL3u7/AMkxx3GCWxHopDxJlfVl73d/5J4kyvqy97u/8kxx3GCWxHopDxJlfVl73d/5J4kyvqy97u/8kxx3GCWx9ooiL89P0QIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIqOOh3bPoWFYgvyPPZW4Y2ejsiT9vMgM5Fr9B2RtWLsQuRt8Gl7LfZE83kg7+d7VmeB5L+Pi+5PxICURRfgeS/j4vuT8SeB5L+Pi+5PxICURRfgeS/j4vuT8SeB5L+Pi+5PxICURRfgeS/j4vuT8SeB5L+Pi+5PxICURRfgeS/j4vuT8SeB5L+Pi+5PxICURRfgeS/j4vuT8S8WtuuuPqjIx9s1gkI7B3zSSB/a9hQE0ii/A8l/Hxfcn4k8DyX8fF9yfiQEoii/A8l/Hxfcn4k8DyX8fF9yfiQEoii/A8l/Hxfcn4k8DyX8fF9yfiQEoii/A8l/Hxfcn4k8DyX8fF9yfiQEoii/A8l/Hxfcn4k8DyX8fF9yfiQEoiiJYL0TQ6XJQMaSBt0RHU9APnL1jq5FhB8OhI33GE/EgJJFawu7n65vSO4q5AEREAREQFo6vJ9HRXIiAxKD6r5LZqAB4lLZiBrbwB/y0stYmOqRVfCXQvL+2mdK4k7049CPwWWgCIiAIiIAiIgCIiALEjrQtyk9pryZ3Rtjc3Y8kAkjp9ZWWsClSfBlchbe5pFjswwDvAa3XX69oDPREQBERAEREAREQBERAYOYpOv14omvDA2aOQ7HeGuB1+CzlH5COzJkccYebsGPe+Yh2v7JAB9PUrJnt14LFeCaeOOawS2JjnAGQgbIA8+gNoD2f3b9HVVTY9IRAEREAREQBEVk5cIJCwEuDToD0oDEw1R9KkYpS10jpZJCW93lPLv8is5YWDbYbiKguF5sdmO05+/m8+1moAiIgCIiAIiIAiIgCj8Qyw03XWufb7LzGHHuZ0A17Oiz3u5WOd6BtYWCtS3cTWs2A0SSt5yANDRPT8NIDOREQBERAEREAREQBEUTxBnqmEgD7BLpHfMib3u/wDhVlJQWKWhDdNT2ZZmfnpaw/7vHXa89O95cfP9A/FRPEfDD8xlIcgL0kM1VjfBWtaC1jg/mcT5zzANb010B9K1WT5Qr8krzDWrsYDoB23H7VN4DjmG3M2DIxtrvcdCQHyPr9C54X2yk6JlFaReRC4fgDJ1cvirM9qp2UUH9O1sTtMkBgILBzfPPZP2/wBvcunrEbLJaeDAeSuDsya+f7G+z2/Z6VlrqNAiIgCIiALCzdx1DE2rUYBkjYS0HuLu4fis1YmStx1I4e0jMgmmZCG+1x1v6u/6kBlMJLGk95HVVREAREQBERAEREAREQFsjuSNztb0CdelI+sbTy8vTu9C87VmGv2Qndy9s8RMGt7cfN+BXsgCIiAIiIAiIgCIiALifFF9+RzdqZziWh5YwHzNHQLti4jxPRdjs1bheCG85cwnztPULzvqVcCpoY22hFRlpbto6HqrlaxoawAdQO5XLyE6aGB1XhTOA8MV5LBLpGSisN95JIA/A/gtsXOalGWjw9hO0Ba6a8yVwPm2en4BdGXu3WcpLDLgkehgpZxluERF1lAiIgCxLngklmpFZ0ZucyQtO/nNHU/UCstYklRkmUgtl/lwxvYGf6xHX/8AlAZaIiAIiIAiIgCIiAIiIDEu047Vio+R5BryGVrR/aOiP+ay1HmlI7PC65zexbXMTW76hxdsn8ApBAEREAREQBERAFDZHifC46UxXMlXjlHezm2R9IC1H5YM9kcZTr1aIdFDZ2H2Gnr0/sD0LihJJJJJJ85XpXW4dNHHJ0R5l7+odDPBBVZ9PYviDFZV3Lj78E7+/la7yvs7148T8P187TcyQclhrT2cg8x9B9i+aoZZIZWyQvcyRp21zTogrt/yc8Uz8RYe1RtSHxlBGQJB0L2kaDvpB/5Kl9+nKzhVZxJut/Vu+jmqMjX/ACf5OMhsc1Z7R5+Yj/kpvAcCx1Z2z5OVs7mnYiaPJ37fStsxPbeK6nhQcLHZN7QO7+bXXay14sblZRdaHcrOKzMPJUWXYI2O6GORkjT6C0grMRF1KKTqa1dKBERSQEREAUfVpyR5i9bkLSyZsbIwD1AaDvf1lSCjsGbL6sz7nOHunkLWvGi1nMQ0fYPxQEiiIgCIiAIiIAiIgCIiAj8b4SbmRfZ5xGZgIWk9OUNHUfSdqQWBgrkl/GRWpQ1pkLiAP2eY8v160s9AeVt/Z1Jn8zm8rHHma3mI0O8Dz/QtGy3FuQxMtOKtStZaSdzA9xhEDWAtaW633l23ec6LSNBb8iA1dnFkDsU2zZbNTmbJJDK11Z8rWPY8Ru6t728zho+cdfSvHHcXx3vCTJHPWZHIwxbrSF80bgwh3KQOXmLtAb30PnBA2mrWgqQNhqQxQQt3qONoa0bOzoD2kr1QEBw5xA/NXrzGVXR04eXsZyHATg76gEDWtaPtBU64v528rWlvnJOiFciA4j8qOZqTOOHgfNJJDafPNI9mtOPQNHsAK59qPXz3b/1f/ldM+WDheaK+7NU4y+vKAJw0fMcOnN9BXMF9Jc8LsVgf+nzF8xK2amv8C3X5IZjDxhG7mDYuxk7QnuA1vr9elpS3nhDFTUmSWLLXRySAAMPQhvf1/BWvk1GxafE0+mXeVveIqPDNnTJuKnRWbMcbGzs5txP+aA3Q6H09drzj4tnDx2leMt9DSQVrJ7lYznbvnII9K+dajFVZ9wrrZ6UOjYzN1L4013Zy/sP7/q9KlFyjHSF2UqeYdsz/ANwXV1590vkb05OCyT+5yXu7qwkkuIREXYcoREQHhfsCrRsWD1EUbn/YNqmOmksY+tNM1rZZI2vcG9wJG1ZlbcVKoZJ2GRjntj5AN7LnBv8AzWWBoADoEAREQBERAEREAREQBedqdlatLPKdRxML3H2AbK9Fi5N1ZtCYXyBWe3kk3vqHdNdPpQHpTkbNUhlYwxtkYHBhGi3Y3peyo0ANAb3AaCqgCIiAIiIAiIgKPY17C17Q5pGiCNgrUMn8nXD16V0ngz673HZ7B5aPs7luCK8LSdnnB0KTsoWipNVNXw3AmBxM7ZoanazN6tfM4v19Xd+C1nIknIWS753aO39q6ctC4qouq5J8oB7KY8wPt84VuklN1k6nXcIws5OMVSpDLzc7miJHcj/LdyDu/tK8jY0VjebN2tjOEdWmerF/qqW4v/7nU/2zP/cF1lcnxrS3KVAf3zP/AHBdYXh/Q4uMZp61OX6m6zj5BERe6eYEREBiX21Zn1oLei50gfE0k9XN8r8NLLWHYpNmydS0ZCDXa8Bmu/m0N/h+KzEAREQBERAEREAREQBYmVptv0zXkeWNL2u2PY4HX4LLUfmaktuKs2EgGOzFK7Z15LXAlASCIiAIiIAiIgCwKmYx9y5JUq24ZbEfNzMa7fzTp2vTokA67j0Kz1pWU4WybsXLTo5MBjHE1OWMRvhc6UP53P683LojQA2Cd7PVAbhBZgna90MrHhjixxB7nA6I+1edq9VqyV47NiKJ9iTsomucAXv0Tyj26B+xaBd+S+Gd57C+yCFsheyJsBAeCfmykPBk5f7PUa9qkJvk9rSsjPh88csBdJC+Ma1KXhwkf18sjkYBvzA+lSDc2WIZJ3wska6VgBc0HqAd6/yP2LGzEUU9QwyxiR0h5WN/0vT9XeoHCcGRYjMV8hXs7fHB2MkfZ6a/q4l/f0eSR19AI8/TZ2V4Y5TIyNoed7drqoCbWaNNtcK2oN+CubM32nlcsWLh/JSO14Py+1zgAugorY2dKvc0qGuYnhmKu5s1x3aStIc1regaQe/2rY1rmc4jmx/EWPxcFNs3hLQ98rjJ5A5w3uZG4efflFo9q2NUwpNumbMZ2krR1kwiIpKBERAYMVR7c1YtuI5HQMiZ17iC4n/MLOVADzE76ehVQBERAEREAREQBERAFH5p9lkVU1OfmNmIP5RvyC7yt+zSkFg5u6/H42S0xgeWFuwfQXAH8CgM5EHUIgCIiAIiIAiIgCIiAIiIAiIgMK1i6dq5DbnhDrEQ0yQOIIG966HqN+lZqIgCIiAIiIAiIgCIiAIit7Rna9nzt7TXNy7669OvQgLkREARWOljbK2Jz2iRwJawnqQO8gfWEjljl5+ze1/I7ldynej6D7UBerJmtfE8SMD2a6tI3tXogMbG2479GG1CCI5W8wDu8exZKxqsVelqtAOTmL5A3qe87OvrPcslAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBa43/xEf/8Aqx/xSiK0eJWXA5xkMxk2YDiWRuRuNkizIijcJ3AsZs+SDvoPYo7jjN5WvxBlY6+TvRRsliDWssPaG7Zs6APREWq1MXobtxE9/wCkn5PjzO26G5zHff8A0Te9aXi79ytShNa3YhM3FVhsvZyFvaAubsO0eo+lEVv+F5fllX/6fzgjMsZjJjLzsGRuhgz4hDRO7XZ8z/I7/m9B07l21EWMzaBE5olt/DkHRNkjY9HZu6KWRFQ0CIiAIiIAiIgCIiAIiIAiIgCIiAIiID//2Q==" 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" 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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": 6439, "timestamp": 153181947058, "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, "scoreDisplayMode": "numeric", "numericValue": 11077.5, "numericUnit": "millisecond", "displayValue": "11,080 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, "scoreDisplayMode": "numeric", "numericValue": 1243, "numericUnit": "millisecond", "displayValue": "1,240 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": 0.64, "scoreDisplayMode": "numeric", "numericValue": 0.192849, "numericUnit": "unitless", "displayValue": "0.193", "scoringOptions": { "p10": 0.1, "median": 0.25 }, "details": { "type": "debugdata", "items": [ { "cumulativeLayoutShiftMainFrame": 0.149292, "newEngineResult": { "cumulativeLayoutShift": 0.192849, "cumulativeLayoutShiftMainFrame": 0.149292 }, "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": "Could not fetch prices TypeError: Cannot set properties of null (setting 'innerText')\n at n (https://www.digicert.com/etc.clientlibs/digicert/clientlibs/clientlib-base.lc-d4c15ae63bfae0cb38f777caef27e5b7-lc.min.js:6228:294006)\n at https://www.digicert.com/etc.clientlibs/digicert/clientlibs/clientlib-base.lc-d4c15ae63bfae0cb38f777caef27e5b7-lc.min.js:6228:296385", "sourceLocation": { "type": "source-location", "url": "https://www.digicert.com/etc.clientlibs/digicert/clientlibs/clientlib-base.lc-d4c15ae63bfae0cb38f777caef27e5b7-lc.min.js", "urlProvider": "network", "line": 6227, "column": 296419 } }, { "source": "console.error", "description": "Could not fetch prices TypeError: Cannot set properties of null (setting 'innerText')\n at n (https://www.digicert.com/etc.clientlibs/digicert/clientlibs/clientlib-base.lc-d4c15ae63bfae0cb38f777caef27e5b7-lc.min.js:6228:294006)\n at https://www.digicert.com/etc.clientlibs/digicert/clientlibs/clientlib-base.lc-d4c15ae63bfae0cb38f777caef27e5b7-lc.min.js:6228:296385", "sourceLocation": { "type": "source-location", "url": "https://www.digicert.com/etc.clientlibs/digicert/clientlibs/clientlib-base.lc-d4c15ae63bfae0cb38f777caef27e5b7-lc.min.js", "urlProvider": "network", "line": 6227, "column": 296419 } }, { "source": "console.error", "description": "Could not fetch prices TypeError: Cannot set properties of null (setting 'innerText')\n at n (https://www.digicert.com/etc.clientlibs/digicert/clientlibs/clientlib-base.lc-d4c15ae63bfae0cb38f777caef27e5b7-lc.min.js:6228:294006)\n at https://www.digicert.com/etc.clientlibs/digicert/clientlibs/clientlib-base.lc-d4c15ae63bfae0cb38f777caef27e5b7-lc.min.js:6228:296385", "sourceLocation": { "type": "source-location", "url": "https://www.digicert.com/etc.clientlibs/digicert/clientlibs/clientlib-base.lc-d4c15ae63bfae0cb38f777caef27e5b7-lc.min.js", "urlProvider": "network", "line": 6227, "column": 296419 } }, { "source": "console.error", "description": "Was unable to locate \"M2_VENIA_BROWSER_PERSISTENCE__cartId\" in localStorage to be included as CartId in priceUpdate request headers", "sourceLocation": { "type": "source-location", "url": "https://www.digicert.com/etc.clientlibs/digicert/clientlibs/clientlib-base.lc-d4c15ae63bfae0cb38f777caef27e5b7-lc.min.js", "urlProvider": "network", "line": 6227, "column": 287271 } }, { "source": "console.error", "description": "Was unable to locate \"M2_VENIA_BROWSER_PERSISTENCE__cartId\" in localStorage to be included as CartId in priceUpdate request headers", "sourceLocation": { "type": "source-location", "url": "https://www.digicert.com/etc.clientlibs/digicert/clientlibs/clientlib-base.lc-d4c15ae63bfae0cb38f777caef27e5b7-lc.min.js", "urlProvider": "network", "line": 6227, "column": 287271 } }, { "source": "console.error", "description": "Was unable to locate \"M2_VENIA_BROWSER_PERSISTENCE__cartId\" in localStorage to be included as CartId in priceUpdate request headers", "sourceLocation": { "type": "source-location", "url": "https://www.digicert.com/etc.clientlibs/digicert/clientlibs/clientlib-base.lc-d4c15ae63bfae0cb38f777caef27e5b7-lc.min.js", "urlProvider": "network", "line": 6227, "column": 287271 } }, { "source": "console.error", "description": "Was unable to locate \"M2_VENIA_BROWSER_PERSISTENCE__cartId\" in localStorage to be included as CartId in priceUpdate request headers", "sourceLocation": { "type": "source-location", "url": "https://www.digicert.com/etc.clientlibs/digicert/clientlibs/clientlib-base.lc-d4c15ae63bfae0cb38f777caef27e5b7-lc.min.js", "urlProvider": "network", "line": 6227, "column": 287271 } }, { "source": "console.error", "description": "Was unable to locate \"M2_VENIA_BROWSER_PERSISTENCE__cartId\" in localStorage to be included as CartId in priceUpdate request headers", "sourceLocation": { "type": "source-location", "url": "https://www.digicert.com/etc.clientlibs/digicert/clientlibs/clientlib-base.lc-d4c15ae63bfae0cb38f777caef27e5b7-lc.min.js", "urlProvider": "network", "line": 6227, "column": 287271 } }, { "source": "console.error", "description": "Was unable to locate \"M2_VENIA_BROWSER_PERSISTENCE__cartId\" in localStorage to be included as CartId in priceUpdate request headers", "sourceLocation": { "type": "source-location", "url": "https://www.digicert.com/etc.clientlibs/digicert/clientlibs/clientlib-base.lc-d4c15ae63bfae0cb38f777caef27e5b7-lc.min.js", "urlProvider": "network", "line": 6227, "column": 287271 } } ] } }, "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": 67, "numericUnit": "millisecond", "displayValue": "Root document took 70 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://www.digicert.com/", "responseTime": 67 } ], "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, "scoreDisplayMode": "numeric", "numericValue": 44129.03155, "numericUnit": "millisecond", "displayValue": "44.1 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": "6 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-Q35G17LVRX:15:17", "startTime": 0, "duration": 3438.6, "timingType": "Measure" }, { "name": "GTM-G-Q35G17LVRX:5:17:14", "startTime": 3438.6, "duration": 182.881, "timingType": "Measure" }, { "name": "GTM-G-Q35G17LVRX:15", "startTime": 0, "timingType": "Mark" }, { "name": "GTM-G-Q35G17LVRX:17", "startTime": 3438.6, "timingType": "Mark" }, { "name": "GTM-G-Q35G17LVRX:5:14", "startTime": 3621.481, "timingType": "Mark" }, { "name": "pendo-initialize", "startTime": 5551.335, "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": 752.438, "numericUnit": "millisecond", "displayValue": "Est savings of 750 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://digicert.com/", "wastedMs": 752.438 }, { "url": "https://www.digicert.com/", "wastedMs": 0 } ], "overallSavingsMs": 752.438 }, "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": "Uses deprecated APIs", "description": "Deprecated APIs will eventually be removed from the browser. [Learn more about deprecated APIs](https://developer.chrome.com/docs/lighthouse/best-practices/deprecations/).", "score": 0, "scoreDisplayMode": "binary", "displayValue": "1 warning found", "details": { "type": "table", "headings": [ { "key": "value", "valueType": "text", "label": "Deprecation / Warning" }, { "key": "source", "valueType": "source-location", "label": "Source" } ], "items": [ { "value": "Synchronous XMLHttpRequest on the main thread is deprecated because of its detrimental effects to the end user's experience. For more help, check https://xhr.spec.whatwg.org/.", "source": { "type": "source-location", "url": "https://www.digicert.com/etc.clientlibs/clientlibs/granite/jquery/granite.lc-543d214c88dfa6f4a3233b630c82d875-lc.min.js", "urlProvider": "network", "line": 5, "column": 382 } } ] } }, "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": 25038.56799999995, "numericUnit": "millisecond", "displayValue": "25.0 s", "metricSavings": { "TBT": 11100 }, "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": 18848.484000000026 }, { "group": "other", "groupLabel": "Other", "duration": 2190.019999999924 }, { "group": "styleLayout", "groupLabel": "Style & Layout", "duration": 1907.0999999999992 }, { "group": "scriptParseCompile", "groupLabel": "Script Parsing & Compilation", "duration": 1282.4919999999984 }, { "group": "garbageCollection", "groupLabel": "Garbage Collection", "duration": 387.1000000000006 }, { "group": "parseHTML", "groupLabel": "Parse HTML & CSS", "duration": 264.536 }, { "group": "paintCompositeRender", "groupLabel": "Rendering", "duration": 158.83600000000018 } ], "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. [Learn how to reduce Javascript execution time](https://developer.chrome.com/docs/lighthouse/performance/bootup-time/).", "score": 0, "scoreDisplayMode": "metricSavings", "numericValue": 19451.35199999998, "numericUnit": "millisecond", "displayValue": "19.5 s", "metricSavings": { "TBT": 12000 }, "details": { "type": "table", "headings": [ { "key": "url", "valueType": "url", "label": "URL" }, { "key": "total", "granularity": 1, "valueType": "ms", "label": "Total CPU Time" }, { "key": "scripting", "granularity": 1, "valueType": "ms", "label": "Script Evaluation" }, { "key": "scriptParseCompile", "granularity": 1, "valueType": "ms", "label": "Script Parse" } ], "items": [ { "url": "https://www.digicert.com/etc.clientlibs/digicert/clientlibs/clientlib-base.lc-d4c15ae63bfae0cb38f777caef27e5b7-lc.min.js", "total": 8138.504000000021, "scripting": 7174.336000000021, "scriptParseCompile": 449.168 }, { "url": "https://www.digicert.com/bry-Say-I-double-We-well-Mighties-in-finde-And-i", "total": 4046.2639999999715, "scripting": 3744.5999999999713, "scriptParseCompile": 82.06 }, { "url": "https://www.digicert.com/", "total": 2066.5319999999997, "scripting": 69.67999999999999, "scriptParseCompile": 20.49199999999999 }, { "url": "Unattributable", "total": 1888.7919999999617, "scripting": 435.87200000000007, "scriptParseCompile": 0 }, { "url": "https://cdn.pendo.io/agent/static/78322bff-a9ab-4229-9f12-c78b3512e4d4/pendo.js", "total": 1572.219999999994, "scripting": 1464.911999999994, "scriptParseCompile": 74.36800000000001 }, { "url": "https://assets.adobedtm.com/80bda08f0087/1015fcf0b78f/launch-EN214b022a648841a199bcc6b7b217acc1.min.js", "total": 1510.3439999999905, "scripting": 1296.4199999999903, "scriptParseCompile": 45.86000000000002 }, { "url": "https://transcend-cdn.com/cm/11d09020-8c40-4962-b7b6-e4f2271d297e/airgap.js", "total": 745.9879999999948, "scripting": 597.8319999999948, "scriptParseCompile": 32.99999999999999 }, { "url": "https://eu-assets.i.posthog.com/static/array.js", "total": 447.9640000000004, "scripting": 420.47200000000043, "scriptParseCompile": 16.4 }, { "url": "https://js.qualified.com/qualified.js?token=9mHuKTj6Pwggzkja", "total": 426.416000000001, "scripting": 362.580000000001, "scriptParseCompile": 40.792 }, { "url": "https://www.digicert.com/etc.clientlibs/clientlibs/granite/jquery/granite.lc-543d214c88dfa6f4a3233b630c82d875-lc.min.js", "total": 413.1560000000002, "scripting": 395.8320000000002, "scriptParseCompile": 1.364 }, { "url": "https://script.hotjar.com/modules.6a0f3932cb1341a35c18.js", "total": 377.9680000000004, "scripting": 343.85200000000043, "scriptParseCompile": 22.784 }, { "url": "https://www.googletagmanager.com/gtag/js?id=G-Q35G17LVRX", "total": 338.072, "scripting": 279.15999999999997, "scriptParseCompile": 51.304 }, { "url": "https://transcend-cdn.com/cm/11d09020-8c40-4962-b7b6-e4f2271d297e/ui.js", "total": 327.00000000000057, "scripting": 225.17600000000053, "scriptParseCompile": 37.256 }, { "url": "https://js.qualified.com/packs/js/multimodal_v2-f8a905b1.js", "total": 271.3040000000004, "scripting": 234.30000000000044, "scriptParseCompile": 31.183999999999997 }, { "url": "https://www.gstatic.com/recaptcha/releases/gTpTIWhbKpxADzTzkcabhXN4/recaptcha__en.js", "total": 211.572, "scripting": 119.93200000000002, "scriptParseCompile": 91.03999999999999 }, { "url": "https://www.digicert.com/etc.clientlibs/digicert/clientlibs/clientlib-cif.lc-3ca3383ae19093e87029e84eef1a27e3-lc.min.js", "total": 201.46000000000012, "scripting": 178.04000000000013, "scriptParseCompile": 19.392 }, { "url": "https://www.googletagmanager.com/gtag/js?id=AW-993558844", "total": 198.2999999999999, "scripting": 132.71199999999988, "scriptParseCompile": 62.504000000000005 }, { "url": "https://www.digicert.com/etc.clientlibs/clientlibs/granite/jquery.lc-7842899024219bcbdb5e72c946870b79-lc.min.js", "total": 164.85200000000003, "scripting": 102.25600000000001, "scriptParseCompile": 20.072 }, { "url": "https://js.qualified.com/packs/js/4463-0b2f2910.js", "total": 136.25599999999997, "scripting": 135.052, "scriptParseCompile": 0.7000000000000001 }, { "url": "https://www.digicert.com/etc.clientlibs/digicert/clientlibs/clientlib-dependencies.lc-f387ef617ecfd387b67935070b9ca4f1-lc.min.js", "total": 120.80400000000004, "scripting": 93.06400000000005, "scriptParseCompile": 24.832 }, { "url": "https://static.ada.support/embed2.84129bb.js", "total": 116.62400000000002, "scripting": 87.45600000000003, "scriptParseCompile": 28.344 }, { "url": "https://trk.techtarget.com/tracking.js", "total": 113.96000000000001, "scripting": 109.62, "scriptParseCompile": 0.72 }, { "url": "https://assets.adobedtm.com/80bda08f0087/1015fcf0b78f/4bfcd2ee8645/RC7f2b02b022284dc681ffb95a10722ef7-source.min.js", "total": 106.62000000000005, "scripting": 104.61200000000005, "scriptParseCompile": 0.36000000000000004 }, { "url": "https://www.digicert.com/etc.clientlibs/digicert/clientlibs/clientlib-base.lc-4f0c29ce0fd9f9401e0bb23f8b69adee-lc.min.css", "total": 96.136, "scripting": 0.08000000000000002, "scriptParseCompile": 0 }, { "url": "https://www.digicert.com/_Incapsula_Resource?SWJIYLWA=719d34d31c8e3a6e6fffd425f7e032f3&ns=23&cb=388414754", "total": 76.23200000000008, "scripting": 67.34000000000007, "scriptParseCompile": 8.388 }, { "url": "https://cdn.userway.org/widgetapp/2026-04-14-10-40-20/widget_app_base_1776163220800.js", "total": 62.23599999999998, "scripting": 44.447999999999986, "scriptParseCompile": 14.616 }, { "url": "https://transcend-cdn.com/cm/11d09020-8c40-4962-b7b6-e4f2271d297e/xdi.js", "total": 57.44400000000002, "scripting": 52.09200000000001, "scriptParseCompile": 2.624 } ], "summary": { "wastedMs": 19451.35199999998 }, "sortedBy": [ "total" ] }, "guidanceLevel": 1 }, "diagnostics": { "id": "diagnostics", "title": "Diagnostics", "description": "Collection of useful page vitals.", "score": 1, "scoreDisplayMode": "informative", "details": { "type": "debugdata", "items": [ { "numRequests": 213, "numScripts": 82, "numStylesheets": 15, "numFonts": 8, "numTasks": 4730, "numTasksOver10ms": 109, "numTasksOver25ms": 72, "numTasksOver50ms": 29, "numTasksOver100ms": 8, "numTasksOver500ms": 1, "rtt": 0.8999999999999999, "throughput": 31340605.865537364, "maxRtt": 176.098, "maxServerLatency": 222.785, "totalByteWeight": 6707060, "totalTaskTime": 6259.641999999971, "mainDocumentTransferSize": 30126 } ] } }, "network-requests": { "id": "network-requests", "title": "Network Requests", "description": "Lists the network requests that were made during page load.", "score": 1, "scoreDisplayMode": "informative", "details": { "type": "table", "headings": [ { "key": "url", "valueType": "url", "label": "URL" }, { "key": "protocol", "valueType": "text", "label": "Protocol" }, { "key": "networkRequestTime", "valueType": "ms", "granularity": 1, "label": "Network Request Time" }, { "key": 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