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[Learn more](https://web.dev/viewport).", "score": 1, "scoreDisplayMode": "binary", "warnings": [] }, "without-javascript": { "id": "without-javascript", "title": "Contains some content when JavaScript is not available", "description": "Your app should display some content when JavaScript is disabled, even if it's just a warning to the user that JavaScript is required to use the app. [Learn more](https://web.dev/without-javascript).", "score": 1, "scoreDisplayMode": "binary" }, "first-contentful-paint": { "id": "first-contentful-paint", "title": "First Contentful Paint", "description": "First Contentful Paint marks the time at which the first text or image is painted. 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" 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" 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" 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" 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N4Tka70oz69Ht2LGu2CVeAx3AthhycdDjr2rW5l7PschqH7YXjPxVdXMWhQabp6AjCBNzp2ALMcEk5rGUrb6G8KbeyucXY/F7xUmvwS6xdM9yrb0NyxIOMjK89OTyPeuOfK1dO53wg78slY+hvA/xwsfGkttZanAimRo4o7iEHaWbAAIJOOcUo11flkZ1MJye9A9SuPB1o+f3Q/Kuz2MTznOSKE/gS0c58sZ+lR9XiP2kjPuPh9aMp/dgVnLDRLVZmJcfDa3KqVUdB1qfq6WxXtT1GAgovJzj+8a9A5LFqJQxHf05prcLFkEAHB7etWncm1idCB1/LNVYk+fv2sPiYfDnh2PSLK5zPdhkmggb94Pu4LEZwOSMd8+1eVipczUEz1sHT+20fFOoxzNEkuoagYYJPn8vzTuByQQcc//AK6im0tFqd1VN6vQ4VNa+x3UwtvPNkvBdzgk+mP0/Gu9abnlSIbjUGFwpZHis+nnbyAw6jOO/Wne+worqXfB1uJL1jGxuI/NCbueAQSCcfXvXNWaTsddBXOp1DxkLDxJJYSRIscDGLdjG7/gXYd/xrJQ9y50udp2Z6b4A162e6JijlhmiIaF1Yc+wI6D0NcFRWdz0KfvRasfbPws8Ux+MvBtndi4ae5jLQTliQ4dWI+YepGD+NevhpuVPU+cxFNQqWR1AtwQud3b+I11HMRyQLz1/wC+jUiKj2yHjkfjRYZWjucKOTge9AFmG+G4AE4pXHYtrdgjGW5qloIkW775I+tO7JcbnxD8edTu9R+Iuo7ovNeO5aKN5MII2HA+oHHP09q8KXvVJNn0mHSjTUUj588WQrJqZsEdvOZgSQe3Q5NddJ2VzKsrysc3p+iDVvFTaZEvzMQokbOFOMk1vOpyQ5upzUaPtqigfUHgz9l3R9e0RluLpmV1XueuPWvJeNneyPb/ALPp017x4v8AEb4R6p8Ir67n0+5Mtqj7cHBwvXNdNPERr6VDmq4SVD95S2OMl8y4vLGfUSXe4i3ySFcnnOGwPpXbKyXKjzY3lJN9T0fwNNJZTxm3vz9lQCQqCSMLyR6jv6V5s7dUepT02Z9v/szeKLfxD4WuYYJWJtpTuVl7MSVIPf065/DFdmFuotHkYtfvOY9hwAB1rtTZ5xHKmOhIqgK0kfTnvQguc1ECQPnY/lWdgLIUKQQxBq7DvckEpH8bZ/ChoCVLhlYAuTn6UhWPmn9qLRNYj1m21PT7BLiGW3k8x4lLOixhSzMM+hPTjGc151eN5J7HsYOqoxcWz5Mkmi864kSKLbESZp5l2uq4Hv8AUDr2rNXb0O1bNss/Ci3Go3El9JHJJJJKcFCATj0z7UYq+x04Gy99n1t8MvE9hJazpHdMDbjMiOMMmBkhvTHNeFUi4vXqe83GcdCh48udP8b6DqDLBElqxMDSsS5yVOCTxt6f3TXRGElaSRzc1rwufKcmlosbaZcxsl1AzhHDYCnBO0jv2OfavV59OZHiSgk+R7nR+EdHl/tSztIome+lk2FITk7uOnvk9Kzk3KxNlBXZ99/Ar4c3nw50C/gu4IbZrq5EscUf3kTaOHPqDkYHAAr0KEWlqeLiJKpL3T0llI610HGRyJnHJqkBC6cjBNMLnFpqManPlYHcFyaQtSxHq0ZPES5/3j/jRzInUsrqsec+Qg/OquNEyalE2P8ARlyO4JFLRjZU8QaXZeKNIubK4tlV5YZYo5x9+IuhUsp7cGlKKmtRwk4tNH5g/G3wnrPgXxRfaRehFeEL5yRMXXLLuXnGPukHHOMjp0rlpwUXqerKq5LQ7D9nbwrb+L9Jkm/tKXSp7adxHJAWBJ2qcDBB/i6iuDF1PYy2ue3gKCxMWr2sfRvwU8OaTd+J9ellnF1HJbNDKZuNzAkHknk8H868yrPntfQ9V0vZR0dzf0zwH4A0nxVNd3IVLoKSkFxGPLPcMjdDzzjPBqXWnyWYvq12po+V/ibqNrZfE3XlsVSaJJwsS4+83lLnH45r0aUeaCPHrT5asrI9t/ZM+FWta7qTeIdY0yWysor2C+hnJMRdl3thVK5Kk7QwBAxxz27qdBSPHq4i10faJOAMsSfWvT5UjyeZkZZeu40uRC5mMaVOMlqfKguRs1sSN0jj1o5UK55wWx3rK5rcVHwc5pCLEcmTQLYuRSbeho1Dcsy6jDp0Xmzbm7hUGSa87G5lQwEU6r3OvD4aeIl7q0PEvjV4u8L32h6zZ3/hBdVe7Kzs125x5ioqBhtOVIUY+Uj9a8OGeU67vTR7UctnFas+V/CGnHwVf6lbae0kcIiFwXbcJCrHbgjcV+Xk5ABPetqmKVbllLqelhKMqDaT3PXPgT4csNV1i5uLrV3sXSQKyx8CaMtzuBkUdM9M/hWrVOVkzrSqqN4a6nefFOfTNOeOW0nkvbK3wkCKF2M/+xgZJOcck/j1PHNxi7LY6oSmqd57lj4SfBy0vtOOqeOPCVl/wkaXWRMZGaOddobzAgIGcnacjqPavnq2cSws/wBzLmR5dXDe2V3o+p9P6LqCy2yxpBHDFnaNvC8dcD2r0KHE8kkpxPEqZYlrcuXUfk4IIZT0NfX4HNaONVtpHlVsNOkUmYV7BxkbnI680FcpVkYE+goG4nnhcCuc1HI/OQaALUbDAxzQBagJALBS+Odo6muLG4qODoSqz6GtGk681CO5Ucm4nUMeZScn3xkfyNfimMxMsXVdWXU+8oUFSioowvEvhS31SJYZkBL5QnHsa5qNZ03dHdGR4lrPwzutL1CH7MA1xFuWFZD8koP3o2/DOD64r6GnjoyhqzRwXQd4d8Dw6RfnfLc2DscmCRQyqc87T0Iz9RXbHM5QhaC5iVSjvE9T8OaDpdprNvq87y6lqSL5cBn5WPt8iAD5sDr1968LF47EV7xk9OwnSsen6NYz6k8rzjaZBscofuL2UY7/AE9a8fpY5ZuxvtJHDcRQJhIYlAx2A6AVpF2OWS5joNOvI5rdo2A+ft/WvXwWJdGpGS7nBiKXPGxlynYSOhHFfuMJqrHnR8fy8ujK7yGtNgKssh71LdwPOEm3GsLlk6OfamGxYt1LtweKFroK+pbuPNihZrXL3MCiYRZwJBnoPqARn3r8w4gzH61P2NN+71Pqssw3s0qkkQ6g6rp8eoQlhAoW6Ugc7R82D+G4fjXxCum4s+jj1LOt7TbQXSYKblf5fTFRbldgjpoc74l0QXkb7W2M2GWQDlGB61pTnbQ2Uu5jrBFfjyr2ERTKfmbYGVz/AHsHg/jW7birwZd+x2Hhjw/YQ/vA+SBg+VEsOfYla55SfU5ZzlsdzZusURZEWKFPuoowKyWrOSSMLUr94b23XO2Nw9xK4bkKuAFPsdxP/AK6LaXZUYmn4P1VrkLI+S/93P3e4/TBrSD5ZIwqxN7VYPJl3jlH5445r9lyXFqvhknutz43FwcJtmO75Jr6Hc4LkMrYIz7Uhpnl0U+SMda5bm1i9Bucc8CnvsKxr6bE0rYCtsXqQK+TznNp4ZOjR+L0PVweFjV96ZfdFHluFO6LKjjqp7V+XzUn3/Hc+thyxRz9jeia/wBc0KVi0ePNiLD/AJZyhsr+DBvoCKudGdozS9ToUo2TuS+E521TwelvMSZ4N8D565Ukf4VlWpTjO9hzlHnVmaGng3un4fl4+G/CsZQkpbBzLuEWl2n33QHHbmq5ZLZMly8zX0+yFww6QwDkIOprNxk+hDlbVGrduqIsS5CnrmnGLWtjG/Vnl/iXxEUl1+6Z8Qo0NmmP7q7mf89x/KvQp03JqLO2MVY1/hl4l/tbSYLssS0wMm3HQMcgfgMD8KMRT9lKyOWskeqR3AvrRom+9/Cc969nKsfPB14yvo9zxcXQVWD7mFcfuZCrcEZFfsFGssRTU4nyM4ShKzKzyZIPuK2YkeUafC+obl5VSCC3pXgYjMcNh1781f5/5Hq0sJWqv3YnmcWu3mkStCly+ImKjk9jiu6ny1Iqa2ZjKDjJxe6Ni3+I2qxgKl5IPxquXSwrdzSh+KWsx9LyT86ycbdWFkTD4w6xF/y9t+IpWv5hZL/hxU+OGsx9Ln9Kuz2svuIsWovjrrQ63PH+7U2fZfcK7/plmP476xn/AFy/itFn2X3Cu/6Zbi+OmsSHHnJ/3wKVu8V9w05dzRg+M+qyYzMjf8BqWkvsorXuTt8Vr2QEHySD13RA0JpbJFct93+Ii/FW+jGEMKf7sQFDlzbpDUfMcfi7qif8tU/790ly3+FD5H3M+/8AiffX3MrruHcLjNbqb6Gbpxbuyx4e8T3mtanDGz4iXLPgdQB0rSE5N6mcopbH3lF8MvCMAxF4X0aIeiWEQH/oNXLLsHN3lSjf0RCxFZKym/vKTfBb4fO5dvA3htnJyWbSLckn/viu2MIRVooycpN3bD/hSvw9ByPAnhoH20i3/wDiKfKg5mH/AApb4fH/AJkXw3/4KLf/AOIo5V2HzMP+FLfD3H/IieGv/BRb/wDxFHKuwuZ9xP8AhSfw8/6EPwz/AOCe3/8AiKdl2Fd9wHwU+Ho/5kTwz/4J7f8A+IpcsewrsX/hS3w+x/yIvhr/AMFFv/8AEUckew7sUfBn4fjp4G8Nj6aTb/8AxFLkj2C7JF+EHgRPu+C/D4+mlwf/ABFHs4vdBdjv+FS+B/8AoTtA/wDBXB/8RR7OH8pXMw/4VL4I/wChO0D/AMFcH/xFL2cOwuZh/wAKk8D/APQm6B/4K4P/AImj2cOwc0u4n/CovAp/5kzw/wD+CuD/AOJp8kewczJrf4YeDrJt1v4U0SBiMZj06FTj8Fp8kV0FdnTE4BNN7CKNtrdheajPYQ3tvNfW4DT2qSqZYgc4LKDlQcHGetVaVk2vz/AV1e1y8TikBBcX0NqYxNKkXmOI03sBuY9FGepPpRoA2DUbe5uJoIp45JoceZGrAsmem4ds4P5U3o7NPXqPS9iyOlJeYDVfd2P40bbiTuOY7RmgZFBdxXLSCKVJDGxRwrA7W4yD6Hkce9GqtdWuCaexNQAUAFABQAUAIeooAz/EcN/ceHtUi0qVINUe1lW0llGUSYoQjEDsGwa6MPKnCtCVZXimr+l9fwJkm4tI/NjwxbaP4bm+CekeGfhrBP8AE7w5r9pb+NpdV0zUYdUsrua4WNrttQgdIpopHMxCyvMpSWM7NiOB+i4ioq9TFyrYleznH3UnBqSSvy8rfNF6LorvbU8aClBU0qeqet15rrsbXhHx18ZPjP8AD/4u6H4m1rVo9WTwrrDar4Yg0uRLm2uyVNrBAh0xURXhDRGMXU8kizF1KOuVzrRyvA18PVw/K+WcLSTW275vfcrpu93FWat0GvbzjNO+z0s+5678dpW1b4HfBDxhp95rfirw/wCHPG2j+IdW1i8sCt5HYxGZJZ3to4Y2IQuo2xxZ2jdtIy1fK4Vx+sYik7R5lJLVct9HZO9rNJpO+/qjtqJqnBpbNHh/hnWPiJqv7RniLxX4Gm1/w74D+JXjDTtPj1xNJVZLuyitZhLNGlxEzRqPNUrKyBd3rsZR9TJ4KllFOniVCdalFtR5k1dzurWdnpuk7ryucaVR4hyimlJ727Jial+0J8cPDPhT4W6vrGu+INTu760ubWbw7pmk/Y9S1G8TVLmJZFkbTZ4HxbpCDBuV8APj5gzFLDZVWdayhBu1m2mleCbS9+Ml719UmuhEpYhJat6Po+50vwu8X67+zvqHxAl1jVfE8enxfF2abXjdaI0ok0i5trlYb7MVqCxuJ0g3GLgFIdqoJP3nLmXscfGi48nN7GKXvLSSavHV6WV7c1r9G3Y1o89Jy3+LszY1v48fEBjoN14p8QeKfA/hzUrbWBpGoaN4ZW41C/1dNYnis7Ce2eByoFqkG1CkJkLMDKSDjOWHwVGvP6vThU1hdOcYq3J71pNrWUuqu42WmwKpVlFc11o+jNj4T+KfiF4O/aC8QJ4htrrR/hzrfiyVJLqz09fPn1h7CyEcd0rGUx2jIjBXiJxKpV5NgBOVaGCnl8fZSTqxjs5bR56jaV7KUtY6bta21Li6iq+8m437eSPttRiviVpoz1B1MAoAKACgBD1FAA2Npz0xzQAwIM55J96evcLIURjBGDg+9AWAr069fWjfUA25GMcehpahZCbQDk9fXFO77k2Dy1Jxtx7ind9x2AR46kmi77hYXYP7tJtodh9IAoATPOKAAHNAC0AIeooAr6lcy2enXU9vay308UTPHawFBJMwBIRS7KoJPA3MBk8kDmgDxvwZH8WNP0m30/xO9xc6jbLc51TQpLOe2u2ZPMBdLhYXQqzGKFUGAU/e5XBYAyr2/wDjXFDrP2ex1O8jFlHJpZRtKt55DujxFLlpES4GZfMlAeFkA8uNGNAHZLdeOh4W8XvJY31zqcWqyppMbtaO01t8vltGkc1uFjBJ+SWdZCEYlvmCUASfDQeOoNFubTxYsy6zCk2/UjPBcQXLPIzW4gEYj/1UZEbloYdzgEBhlqAOD1zQfjRN438JmO9nutEtr/U/7Qnjnt4DJai0hSz3opUOzSiVzheGJ4RMAUrAaMh+NX9nssIjjv4ZjJtAtWhmjS1u2ijR2YtiSUaeku/DB2uDG3l7GSQOg8YXPxKTVdYOg7zaefCtupgtnTy/LO0wlpAxImA88SgZhJEBEi5YAzb+f4sXmtaj5CXVnpVrb6iYTbDT2ku5ftJFoqb2IXdbOCC+3a6KXDDKOAanhvUvildXGo/2ppVnY5tIPLZ7iOaGOVoQX8lUVXdkk3b1kZFbKBHUBiQDlrfWfjRd6Fc+TpdxDqkCbGgvZLEF4wV3bJkBQ3pj5UlPswdmDEgBaANbXNM+I/ibwxc2T3eqaTqkyWcdxPYtZxQqWCi4azcMzphS4YTBiHIMTELuIB0HwWj8bwaDaweNzONTh0+zScEwSW5n8oeZ5UiOZWbP+sMowXP7slQSQD0igBD1FAFfUpbiDTrqS0jSa6SJmijlZlR3AO0EqrEAnHIUn0B6UAeT+Cfif4u1PX7Rdc8OXtro97YRtBL/AGHdQSpeGeaJVlG+QRo6QGX58eUJI1dsspYAzPhp8T/HHiHxn/ZWt6bbpDd3MlwqSWUunzWlpFawmUiKZvNmX7VMkKyBQreXK/ClFpgZEHxf+LNtoC3V/wCCTLe3dlFNDDZ6LdN9nnMdjIYpVMuSGa8mhLZXyzZySFWG6NADbk+KXj251KDTtP8AC1wVubho01G50W6ihhhbUXtxK6l1OUi8pzHlTIHaQFEQggGPrPxZ+I1t4o0vSrLwvqH2aOJp729k8PXLQxBNNebG9CROWndFCIIm3QmPP7wMAD27wdrs/iPw7YX93YXOl3s0EUlxZ3cDRSQO0auUO4cld2DjIBBGcg0gNqgAoAKACgAoAKACgBD1FAC0AFACBQCT3NFgFoAKVgCiwBTAKACgAoAKACgAoAKAEPUUAfm5/wAPkbX/AKJRN/4UA/8Akav1P/Ub/qKX/gD/APkjxP7U/wCnf4h/w+Rtf+iUTf8AhQD/AORqP9Rv+opf+AP/AOSD+1P+nf4h/wAPkbX/AKJRN/4UA/8Akaj/AFG/6il/4A//AJIP7U/6d/iH/D5G1/6JRN/4UA/+RqP9Rv8AqKX/AIA//kg/tT/p3+If8PkbX/olE3/hQD/5Go/1G/6il/4A/wD5IP7U/wCnf4h/w+Rtf+iUTf8AhQD/AORqP9Rv+opf+AP/AOSD+1P+nf4h/wAPkbX/AKJRN/4UA/8Akaj/AFG/6il/4A//AJIP7U/6d/iH/D5G1/6JRN/4UA/+RqP9Rv8AqKX/AIA//kg/tT/p3+If8PkbX/olE3/hQD/5Go/1G/6il/4A/wD5IP7U/wCnf4h/w+Rtf+iUTf8AhQD/AORqP9Rv+opf+AP/AOSD+1P+nf4h/wAPkbX/AKJRN/4UA/8Akaj/AFG/6il/4A//AJIP7U/6d/iH/D5G1/6JRN/4UA/+RqP9Rv8AqKX/AIA//kg/tT/p3+If8PkbX/olE3/hQD/5Go/1G/6il/4A/wD5IP7U/wCnf4h/w+Rtf+iUTf8AhQD/AORqP9Rv+opf+AP/AOSD+1P+nf4h/wAPkbX/AKJRN/4UA/8AkWmuBn0xKf8A24//AJIazO//AC7/ABPzOGM8nA7kDNfqzairs+fSu7I6q4+FHi+2s3u5vDmow2q6bDq/nSwMqGzmKiGcN0MbswVWBOWIUZPA8hZrglZyqLdx6u3Lv32trtZanR7CaV0i5p3wW8a6t4ji0G18PXn9sSXUVl9llURmOeWZoUikLECJy6OCrkEbHJwqkjWpmeFp0lXqTVtbe7Lpu9tuq7rXYlUZt2sUbP4V+ML+zubq38NalLb2+0ySiAhV3fd9yTkcAHqPUVLzXBqyVVO9rWTe9vLzX3opUKj6E+m/Bzx3rLtHY+D9du5VvJtP8qHTpWb7VEMywcL/AK1Ry0f3gATjANOtmmDpNKc0tFJb6xez22fciNKctlcsxfAv4gXMSSweD9YuIZGt1SaKzdkcXE3kW7BgMFZZfkjbpIwIUna2Es3wMlze0j179Fd9Oi1fZFexqdhdQ+BnxA0proXXg7XIhaQy3Fw32CQrFHG2yR2OOFVwyEnADqy9VIEf2vgna9RK9l9rqrrp21XkHsaj+ycrr/h7U/Cur3GlazYT6ZqdsQJrS5TZJGSARuHbIIP0Ir0aNaliIe0oy5o9zKUXF2Zn1uQFABQAUAFABQAUDQYzwQCPQ007ahseqeHfhH8bJNHmudB8D+PH0rWra3ZptP0i9eC7hVo5YG3KhDqCkbqckcKRXzFXEZLb2VSpB2cnut3e6/Gx2xjXSukdFY+Af2kdL1661uy8G/Emy1e6QJPe2uiX0Usg84THLLGDkyAOT1JyTnJzlKrkUoxpyqwajove6afmtPkPkr72HaR4C/aN0XV9G1GHwF4/ll0e5t7yyjuPDt5JHFLCyMjBTF/ejjLf3ti7s7Rjmm8iaahVir3T95bO+nlpaz6adiksQuhE3w9/aRk0/VrKTwf8TJbXVpZbi/ik0e/dbmaT/WSuCmGkOW+c/N8zc/Mc9Uq+Rz5eapB2Sj8VvdTvsvRf8MTGnXjsjYu9M/aqvbqW4m8P/FF5ZGgZm/se+z+4k823H+r+7DJ88Q6RMWZNpYk8ijw9y8rnDrf3+61t2vs7NX63Hy4jsYs3w5/aQuJLuSXwd8TJJbuGe3nd9Hv2aWKaUzSoxKcq0paXb08x2cYZiTu6uR6e/DRp/E90rLr0SsJQxC6GPr/wJ+OfirVJNS1j4bePtRv5Ejje4uPD14zlY0WONc+X0VEVQOwUAcCu7D5jlWFpKjSrwSV+q6u7M5Ua0ndoz/8Ahmf4wf8ARKfG/wD4Tl5/8brf+2cu/wCgiP3on6vV/lD/AIZn+MH/AESnxv8A+E5ef/G6P7Zy7/oIj96D6vV/lD/hmf4wf9Ep8b/+E5ef/G6P7Zy7/oIj96D6vV/lD/hmf4wf9Ep8b/8AhOXn/wAbo/tnLv8AoIj96D6vV/lD/hmj4v8A/RKfG/8A4Tl5/wDG6P7ay3/oIj96D6vV/lEb9mn4vIpLfCrxuAO//COXn/xuj+2cu/5/x+9B9Xq/ynnBG0kHqK9hNNJrYwSBThgfQ0p6Rdwjuj+hz4JYPwb8B8Af8SGw6DH/AC7pX8t153ryaW8mfbwXuL0O2xUal2DFGoWDFGoWDFGoWDFGoWDFGoWDFGoWDFGoWDFGoWDFGoWGuQiM2BwM07MLA4BQ5GaU/hdxNaH84vjD/kbda/6/Zun++a/pzL/ewVKXkvyR8XU/iSP/2Q==" 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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": null, "scoreDisplayMode": "informative", "details": { "type": "screenshot", "timing": 1811, "timestamp": 348245408153, "data": 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" } }, "estimated-input-latency": { "id": "estimated-input-latency", "title": "Estimated Input Latency", "description": "Estimated Input Latency is an estimate of how long your app takes to respond to user input, in milliseconds, during the busiest 5s window of page load. If your latency is higher than 50 ms, users may perceive your app as laggy. [Learn more](https://web.dev/estimated-input-latency).", "score": 0.01, "scoreDisplayMode": "numeric", "numericValue": 266.40000000000003, "numericUnit": "millisecond", "displayValue": "270 ms" }, "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](https://web.dev/lighthouse-total-blocking-time).", "score": 0.04, "scoreDisplayMode": "numeric", "numericValue": 1675.6870000000035, "numericUnit": "millisecond", "displayValue": "1,680 ms" }, "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](https://web.dev/lighthouse-max-potential-fid).", "score": 0.01, "scoreDisplayMode": "numeric", "numericValue": 817, "numericUnit": "millisecond", "displayValue": "820 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](https://web.dev/cls).", "score": 0.81, "scoreDisplayMode": "numeric", "numericValue": 0.134375, "numericUnit": "unitless", "displayValue": "0.134", "details": { "type": "debugdata", "items": [ { "finalLayoutShiftTraceEventFound": true } ] } }, "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](https://web.dev/errors-in-console)", "score": 1, "scoreDisplayMode": "binary", "details": { "type": "table", "headings": [], "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](https://web.dev/time-to-first-byte).", "score": 1, "scoreDisplayMode": "binary", "numericValue": 390.742, "numericUnit": "millisecond", "displayValue": "Root document took 390 ms", "details": { "type": "opportunity", "overallSavingsMs": -209.25799999999998, "headings": [], "items": [] } }, "first-cpu-idle": { "id": "first-cpu-idle", "title": "First CPU Idle", "description": "First CPU Idle marks the first time at which the page's main thread is quiet enough to handle input. [Learn more](https://web.dev/first-cpu-idle).", "score": 0.12, "scoreDisplayMode": "numeric", "numericValue": 11283.645000000002, "numericUnit": "millisecond", "displayValue": "11.3 s" }, "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](https://web.dev/interactive).", "score": 0.02, "scoreDisplayMode": "numeric", "numericValue": 20253.4315, "numericUnit": "millisecond", "displayValue": "20.3 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](https://web.dev/user-timings).", "score": null, "scoreDisplayMode": "informative", "displayValue": "1 user timing", "details": { "type": "table", "headings": [ { "key": "name", "itemType": "text", "text": "Name" }, { "key": "timingType", "itemType": "text", "text": "Type" }, { "key": "startTime", "itemType": "ms", "granularity": 0.01, "text": "Start Time" }, { "key": "duration", "itemType": "ms", "granularity": 0.01, "text": "Duration" } ], "items": [ { "name": "snaptr", "startTime": 1936.988, "timingType": "Mark" } ] } }, "critical-request-chains": { "id": "critical-request-chains", "title": "Avoid chaining critical requests", "description": "The Critical Request Chains below show you what resources are loaded with a high priority. Consider reducing the length of chains, reducing the download size of resources, or deferring the download of unnecessary resources to improve page load. 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Arizona State University

", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1", "nodeLabel": "Arizona State University" } }, { "node": { "type": "node", "selector": ".hp_course_card_bundle.grid > .column12 > a > .hp_course_card_single[data-ch-course-amp-tracking=\"PSY\\ 201\"][data-ch-school-amp-tracking=\"University\\ of\\ Mississippi\"] > .hp_course_card_caption > .course_school_name", "path": "2,HTML,3,BODY,5,DIV,0,DIV,5,DIV,0,DIV,1,DIV,1,DIV,0,DIV,1,DIV,0,DIV,1,DIV,0,DIV,1,DIV,0,A,0,DIV,1,DIV,1,P", "snippet": "

University of Mississippi

", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1", "nodeLabel": "University of Mississippi" } }, { "node": { "type": "node", "selector": ".hp_course_card_bundle.grid > .column12 > a > .hp_course_card_single[data-ch-course-amp-tracking=\"ECON\\ 101S\"][data-ch-school-amp-tracking=\"New\\ York\\ University\"] > .hp_course_card_caption > .course_school_name", "path": "2,HTML,3,BODY,5,DIV,0,DIV,5,DIV,0,DIV,1,DIV,1,DIV,0,DIV,1,DIV,0,DIV,2,DIV,0,DIV,1,DIV,0,A,0,DIV,1,DIV,1,P", "snippet": "

New York University

", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1", "nodeLabel": "New York University" } }, { "node": { "type": "node", "selector": ".hp_course_card_bundle.grid > .column12 > a > .hp_course_card_single[data-ch-course-amp-tracking=\"ACC\\ 701\"][data-ch-dept-amp-tracking=\"\"] > .hp_course_card_caption > .course_school_name", "path": "2,HTML,3,BODY,5,DIV,0,DIV,5,DIV,0,DIV,1,DIV,1,DIV,0,DIV,1,DIV,0,DIV,3,DIV,0,DIV,1,DIV,0,A,0,DIV,1,DIV,1,P", "snippet": "

Louisiana State University, Shreveport

", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1", "nodeLabel": "Louisiana State University, Shreveport" } }, { "node": { "type": "node", "selector": ".hp_course_card_bundle.grid > .column12 > a > .hp_course_card_single[data-ch-course-amp-tracking=\"COM\\ 204\"][data-ch-school-amp-tracking=\"Saint\\ Leo\\ University\"] > .hp_course_card_caption > .course_school_name", "path": "2,HTML,3,BODY,5,DIV,0,DIV,5,DIV,0,DIV,1,DIV,1,DIV,0,DIV,1,DIV,0,DIV,4,DIV,0,DIV,1,DIV,0,A,0,DIV,1,DIV,1,P", "snippet": "

Saint Leo University

", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1", "nodeLabel": "Saint Leo University" } }, { "node": { "type": "node", "selector": ".owl-item:nth-child(6) > .hp_course_card_bundle.grid > .column12 > a > .hp_course_card_single[data-ch-course-amp-tracking=\"BIO\\ 101\"][data-ch-school-amp-tracking=\"University\\ of\\ Maryland\"] > .hp_course_card_caption > .course_school_name", "path": "2,HTML,3,BODY,5,DIV,0,DIV,5,DIV,0,DIV,1,DIV,1,DIV,0,DIV,1,DIV,0,DIV,5,DIV,0,DIV,1,DIV,0,A,0,DIV,1,DIV,1,P", "snippet": "

University of Maryland

", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1", "nodeLabel": "University of Maryland" } }, { "node": { "type": "node", "selector": ".owl-item:nth-child(7) > .hp_course_card_bundle.grid > .column12 > a > .hp_course_card_single[data-ch-course-amp-tracking=\"CHEM\\ 112\"][data-ch-school-amp-tracking=\"Boise\\ State\\ University\"] > .hp_course_card_caption > .course_school_name", "path": "2,HTML,3,BODY,5,DIV,0,DIV,5,DIV,0,DIV,1,DIV,1,DIV,0,DIV,1,DIV,0,DIV,6,DIV,0,DIV,1,DIV,0,A,0,DIV,1,DIV,1,P", "snippet": "

Boise State University

", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1", "nodeLabel": "Boise State University" } }, { "node": { "type": "node", "selector": ".hp_course_card_bundle.grid > .column12 > a > .hp_course_card_single[data-ch-course-amp-tracking=\"ECON\\ 1014\"][data-ch-school-amp-tracking=\"University\\ of\\ Missouri\"] > .hp_course_card_caption > .course_school_name", "path": "2,HTML,3,BODY,5,DIV,0,DIV,5,DIV,0,DIV,1,DIV,1,DIV,0,DIV,1,DIV,0,DIV,7,DIV,0,DIV,1,DIV,0,A,0,DIV,1,DIV,1,P", "snippet": "

University of Missouri

", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1", "nodeLabel": "University of Missouri" } }, { "node": { "type": "node", "selector": ".hp_course_card_bundle.grid > .column12 > a > .hp_course_card_single[data-ch-course-amp-tracking=\"ACCT\\ 326\"][data-ch-school-amp-tracking=\"Central\\ Washington\\ University\"] > .hp_course_card_caption > .course_school_name", "path": "2,HTML,3,BODY,5,DIV,0,DIV,5,DIV,0,DIV,1,DIV,1,DIV,0,DIV,1,DIV,0,DIV,8,DIV,0,DIV,1,DIV,0,A,0,DIV,1,DIV,1,P", "snippet": "

Central Washington University

", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1", "nodeLabel": "Central Washington University" } }, { "node": { "type": "node", "selector": ".hp_course_card_bundle.grid > .column12 > a > .hp_course_card_single[data-ch-course-amp-tracking=\"BIO\\ 2870\"][data-ch-school-amp-tracking=\"Wayne\\ State\\ University\"] > .hp_course_card_caption > .course_school_name", "path": "2,HTML,3,BODY,5,DIV,0,DIV,5,DIV,0,DIV,1,DIV,1,DIV,0,DIV,1,DIV,0,DIV,9,DIV,0,DIV,1,DIV,0,A,0,DIV,1,DIV,1,P", "snippet": "

Wayne State University

", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1", "nodeLabel": "Wayne State University" } }, { "node": { "type": "node", "selector": ".hp_course_card_bundle.grid > .column12 > a > .hp_course_card_single[data-ch-course-amp-tracking=\"MPTM\\ 622-102\"][data-ch-school-amp-tracking=\"Georgetown\\ University\"] > .hp_course_card_caption > .course_school_name", "path": "2,HTML,3,BODY,5,DIV,0,DIV,5,DIV,0,DIV,1,DIV,1,DIV,0,DIV,1,DIV,0,DIV,10,DIV,0,DIV,1,DIV,0,A,0,DIV,1,DIV,1,P", "snippet": "

Georgetown University

", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1", "nodeLabel": "Georgetown University" } }, { "node": { "type": "node", "selector": ".owl-item:nth-child(12) > .hp_course_card_bundle.grid > .column12 > a > .hp_course_card_single[data-ch-course-amp-tracking=\"SPAN\\ 1060\"][data-ch-school-amp-tracking=\"University\\ of\\ Virginia\"] > .hp_course_card_caption > .course_school_name", "path": "2,HTML,3,BODY,5,DIV,0,DIV,5,DIV,0,DIV,1,DIV,1,DIV,0,DIV,1,DIV,0,DIV,11,DIV,0,DIV,1,DIV,0,A,0,DIV,1,DIV,1,P", "snippet": "

University of Virginia

", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1", "nodeLabel": "University of Virginia" } }, { "node": { "type": "node", "selector": ".owl-item:nth-child(13) > .hp_course_card_bundle.grid > .column12 > a > .hp_course_card_single[data-ch-course-amp-tracking=\"GEOG\\ 1014\"][data-ch-school-amp-tracking=\"Virginia\\ Tech\"] > .hp_course_card_caption > .course_school_name", "path": "2,HTML,3,BODY,5,DIV,0,DIV,5,DIV,0,DIV,1,DIV,1,DIV,0,DIV,1,DIV,0,DIV,12,DIV,0,DIV,1,DIV,0,A,0,DIV,1,DIV,1,P", "snippet": "

Virginia Tech

", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1", "nodeLabel": "Virginia Tech" } }, { "node": { "type": "node", "selector": ".hp_course_card_bundle.grid > .column12 > a > .hp_course_card_single[data-ch-course-amp-tracking=\"SLAV\\ 2360\"][data-ch-school-amp-tracking=\"University\\ of\\ Virginia\"] > .hp_course_card_caption > .course_school_name", "path": "2,HTML,3,BODY,5,DIV,0,DIV,5,DIV,0,DIV,1,DIV,1,DIV,0,DIV,1,DIV,0,DIV,13,DIV,0,DIV,1,DIV,0,A,0,DIV,1,DIV,1,P", "snippet": "

University of Virginia

", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1", "nodeLabel": "University of Virginia" } }, { "node": { "type": "node", "selector": ".hp_course_card_bundle.grid > .column12 > a > .hp_course_card_single[data-ch-course-amp-tracking=\"BUSA\\ 427\"][data-ch-school-amp-tracking=\"Pacific\\ Lutheran\\ University\"] > .hp_course_card_caption > .course_school_name", "path": "2,HTML,3,BODY,5,DIV,0,DIV,5,DIV,0,DIV,1,DIV,1,DIV,0,DIV,1,DIV,0,DIV,14,DIV,0,DIV,1,DIV,0,A,0,DIV,1,DIV,1,P", "snippet": "

Pacific Lutheran University

", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1", "nodeLabel": "Pacific Lutheran University" } }, { "node": { "type": "node", "selector": ".hp_course_card_bundle.grid > .column12 > a > .hp_course_card_single[data-ch-course-amp-tracking=\"SOC\\ 1\"][data-ch-school-amp-tracking=\"University\\ of\\ Houston\"] > .hp_course_card_caption > .course_school_name", "path": "2,HTML,3,BODY,5,DIV,0,DIV,5,DIV,0,DIV,1,DIV,1,DIV,0,DIV,1,DIV,0,DIV,15,DIV,0,DIV,1,DIV,0,A,0,DIV,1,DIV,1,P", "snippet": "

University of Houston

", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1", "nodeLabel": "University of Houston" } }, { "node": { "type": "node", "selector": ".hp_course_card_bundle.grid > .column12 > a > .hp_course_card_single[data-ch-course-amp-tracking=\"GEOG\\ 4054\"][data-ch-school-amp-tracking=\"Virginia\\ Tech\"] > .hp_course_card_caption > .course_school_name", "path": "2,HTML,3,BODY,5,DIV,0,DIV,5,DIV,0,DIV,1,DIV,1,DIV,0,DIV,1,DIV,0,DIV,16,DIV,0,DIV,1,DIV,0,A,0,DIV,1,DIV,1,P", "snippet": "

Virginia Tech

", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1", "nodeLabel": "Virginia Tech" } }, { "node": { "type": "node", "selector": ".owl-item:nth-child(18) > .hp_course_card_bundle.grid > .column12 > a > .hp_course_card_single[data-ch-course-amp-tracking=\"BUS\\ 18\"][data-ch-school-amp-tracking=\"DeAnza\\ College\"] > .hp_course_card_caption > .course_school_name", "path": "2,HTML,3,BODY,5,DIV,0,DIV,5,DIV,0,DIV,1,DIV,1,DIV,0,DIV,1,DIV,0,DIV,17,DIV,0,DIV,1,DIV,0,A,0,DIV,1,DIV,1,P", "snippet": "

DeAnza College

", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1", "nodeLabel": "DeAnza College" } }, { "node": { "type": "node", "selector": ".owl-item:nth-child(19) > .hp_course_card_bundle.grid > .column12 > a > .hp_course_card_single[data-ch-course-amp-tracking=\"CHEM\\ 121\"][data-ch-school-amp-tracking=\"Thomas\\ Edison\\ State\\ College\"] > .hp_course_card_caption > .course_school_name", "path": "2,HTML,3,BODY,5,DIV,0,DIV,5,DIV,0,DIV,1,DIV,1,DIV,0,DIV,1,DIV,0,DIV,18,DIV,0,DIV,1,DIV,0,A,0,DIV,1,DIV,1,P", "snippet": "

Thomas Edison State College

", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1", "nodeLabel": "Thomas Edison State College" } }, { "node": { "type": "node", "selector": ".hp_course_card_bundle.grid > .column12 > a > .hp_course_card_single[data-ch-course-amp-tracking=\"AFAM\\ 228\"][data-ch-school-amp-tracking=\"Lake\\ Forest\\ College\"] > .hp_course_card_caption > .course_school_name", "path": "2,HTML,3,BODY,5,DIV,0,DIV,5,DIV,0,DIV,1,DIV,1,DIV,0,DIV,1,DIV,0,DIV,19,DIV,0,DIV,1,DIV,0,A,0,DIV,1,DIV,1,P", "snippet": "

Lake Forest College

", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1", "nodeLabel": "Lake Forest College" } }, { "node": { "type": "node", "selector": ".hp_course_card_bundle.grid > .column12 > a > .hp_course_card_single[data-ch-course-amp-tracking=\"RUSS\\ 1010\"][data-ch-school-amp-tracking=\"University\\ of\\ Virginia\"] > .hp_course_card_caption > .course_school_name", "path": "2,HTML,3,BODY,5,DIV,0,DIV,5,DIV,0,DIV,1,DIV,1,DIV,0,DIV,1,DIV,0,DIV,20,DIV,0,DIV,1,DIV,0,A,0,DIV,1,DIV,1,P", "snippet": "

University of Virginia

", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1", "nodeLabel": "University of Virginia" } }, { "node": { "type": "node", "selector": ".hp_course_card_bundle.grid > .column12 > a > .hp_course_card_single[data-ch-course-amp-tracking=\"ECON\\ 104\"][data-ch-school-amp-tracking=\"Pennsylvania\\ State\\ University\"] > .hp_course_card_caption > .course_school_name", "path": "2,HTML,3,BODY,5,DIV,0,DIV,5,DIV,0,DIV,1,DIV,1,DIV,0,DIV,1,DIV,0,DIV,21,DIV,0,DIV,1,DIV,0,A,0,DIV,1,DIV,1,P", "snippet": "

Pennsylvania State University

", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1", "nodeLabel": "Pennsylvania State University" } }, { "node": { "type": "node", "selector": ".hp_course_card_bundle.grid > .column12 > a > .hp_course_card_single[data-ch-course-amp-tracking=\"MPTM\\ 680\"][data-ch-school-amp-tracking=\"Georgetown\\ University\"] > .hp_course_card_caption > .course_school_name", "path": "2,HTML,3,BODY,5,DIV,0,DIV,5,DIV,0,DIV,1,DIV,1,DIV,0,DIV,1,DIV,0,DIV,22,DIV,0,DIV,1,DIV,0,A,0,DIV,1,DIV,1,P", "snippet": "

Georgetown University

", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1", "nodeLabel": "Georgetown University" } }, { "node": { "type": "node", "selector": ".owl-item:nth-child(24) > .hp_course_card_bundle.grid > .column12 > a > .hp_course_card_single[data-ch-course-amp-tracking=\"HIST\\ 230\"][data-ch-school-amp-tracking=\"Lake\\ Forest\\ College\"] > .hp_course_card_caption > .course_school_name", "path": "2,HTML,3,BODY,5,DIV,0,DIV,5,DIV,0,DIV,1,DIV,1,DIV,0,DIV,1,DIV,0,DIV,23,DIV,0,DIV,1,DIV,0,A,0,DIV,1,DIV,1,P", "snippet": "

Lake Forest College

", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1", "nodeLabel": "Lake Forest College" } }, { "node": { "type": "node", "selector": ".active.owl-item > ._noSideMargin.grid > .column12 > .blue.hp_practice_cards_single.isMedium > .hp_practice_cards_tag", "path": "2,HTML,3,BODY,5,DIV,0,DIV,8,DIV,0,DIV,3,DIV,2,DIV,0,DIV,0,DIV,0,DIV,0,DIV,0,DIV,0,DIV,0,A,0,P", "snippet": "

Biology

", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 4.26 (foreground color: #ffffff, background color: #6776c0, font size: 11.3pt (15px), font weight: normal). Expected contrast ratio of 4.5:1", "nodeLabel": "Biology" } }, { "node": { "type": "node", "selector": ".owl-item:nth-child(2) > ._noSideMargin.grid > .column12 > .green.hp_practice_cards_single.isMedium > .hp_practice_cards_tag", "path": "2,HTML,3,BODY,5,DIV,0,DIV,8,DIV,0,DIV,3,DIV,2,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,0,DIV,0,A,0,P", "snippet": "

Macroeconomics

", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 4.26 (foreground color: #ffffff, background color: #6776c0, font size: 11.3pt (15px), font weight: normal). Expected contrast ratio of 4.5:1", "nodeLabel": "Macroeconomics" } }, { "node": { "type": "node", "selector": ".owl-item:nth-child(3) > ._noSideMargin.grid > .column12 > .blue.hp_practice_cards_single.isMedium > .hp_practice_cards_tag", "path": "2,HTML,3,BODY,5,DIV,0,DIV,8,DIV,0,DIV,3,DIV,2,DIV,0,DIV,0,DIV,0,DIV,2,DIV,0,DIV,0,DIV,0,A,0,P", "snippet": "

Microeconomics

", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 4.26 (foreground color: #ffffff, background color: #6776c0, font size: 11.3pt (15px), font weight: normal). Expected contrast ratio of 4.5:1", "nodeLabel": "Microeconomics" } }, { "node": { "type": "node", "selector": ".owl-item:nth-child(4) > ._noSideMargin.grid > .column12 > .green.hp_practice_cards_single.isMedium > .hp_practice_cards_tag", "path": "2,HTML,3,BODY,5,DIV,0,DIV,8,DIV,0,DIV,3,DIV,2,DIV,0,DIV,0,DIV,0,DIV,3,DIV,0,DIV,0,DIV,0,A,0,P", "snippet": "

Biology

", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 4.26 (foreground color: #ffffff, background color: #6776c0, font size: 11.3pt (15px), font weight: normal). Expected contrast ratio of 4.5:1", "nodeLabel": "Biology" } }, { "node": { "type": "node", "selector": ".owl-item:nth-child(5) > ._noSideMargin.grid > .column12 > .blue.hp_practice_cards_single.isMedium > .hp_practice_cards_tag", "path": "2,HTML,3,BODY,5,DIV,0,DIV,8,DIV,0,DIV,3,DIV,2,DIV,0,DIV,0,DIV,0,DIV,4,DIV,0,DIV,0,DIV,0,A,0,P", "snippet": "

Biology

", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 4.26 (foreground color: #ffffff, background color: #6776c0, font size: 11.3pt (15px), font weight: normal). Expected contrast ratio of 4.5:1", "nodeLabel": "Biology" } }, { "node": { "type": "node", "selector": ".owl-item:nth-child(6) > ._noSideMargin.grid > .column12 > .green.hp_practice_cards_single.isMedium > .hp_practice_cards_tag", "path": "2,HTML,3,BODY,5,DIV,0,DIV,8,DIV,0,DIV,3,DIV,2,DIV,0,DIV,0,DIV,0,DIV,5,DIV,0,DIV,0,DIV,0,A,0,P", "snippet": "

Biology

", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 4.26 (foreground color: #ffffff, background color: #6776c0, font size: 11.3pt (15px), font weight: normal). Expected contrast ratio of 4.5:1", "nodeLabel": "Biology" } }, { "node": { "type": "node", "selector": ".active.owl-item > .hp_twitter_container.grid > .isFirstColumn.column12 > .hp_tweet_single.panel.reveal > .hp_tweet_profile_info > .tweet_profile_name", "path": "2,HTML,3,BODY,5,DIV,0,DIV,10,DIV,0,DIV,1,DIV,0,SECTION,0,DIV,0,DIV,0,DIV,0,DIV,0,DIV,0,DIV,0,DIV,0,DIV,1,DIV,1,P", "snippet": "

@tsolllkurdian

", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1", "nodeLabel": "@tsolllkurdian" } }, { "node": { "type": "node", "selector": ".owl-item:nth-child(2) > .hp_twitter_container.grid > .isFirstColumn.column12 > .hp_tweet_single.panel.reveal > .hp_tweet_profile_info > .tweet_profile_name", "path": "2,HTML,3,BODY,5,DIV,0,DIV,10,DIV,0,DIV,1,DIV,0,SECTION,0,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,0,DIV,0,DIV,1,DIV,1,P", "snippet": "

@Jenneigh_

", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1", "nodeLabel": "@Jenneigh_" } }, { "node": { "type": "node", "selector": ".owl-item:nth-child(3) > .hp_twitter_container.grid > .isFirstColumn.column12 > .hp_tweet_single.panel.reveal > .hp_tweet_profile_info > .tweet_profile_name", "path": "2,HTML,3,BODY,5,DIV,0,DIV,10,DIV,0,DIV,1,DIV,0,SECTION,0,DIV,0,DIV,0,DIV,0,DIV,2,DIV,0,DIV,0,DIV,0,DIV,1,DIV,1,P", "snippet": "

@_racquelpillar

", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1", "nodeLabel": "@_racquelpillar" } }, { "node": { "type": "node", "selector": ".owl-item:nth-child(4) > .hp_twitter_container.grid > .isFirstColumn.column12 > .hp_tweet_single.panel.reveal > .hp_tweet_profile_info > .tweet_profile_name", "path": "2,HTML,3,BODY,5,DIV,0,DIV,10,DIV,0,DIV,1,DIV,0,SECTION,0,DIV,0,DIV,0,DIV,0,DIV,3,DIV,0,DIV,0,DIV,0,DIV,1,DIV,1,P", "snippet": "

@BlewTgod

", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1", "nodeLabel": "@BlewTgod" } }, { "node": { "type": "node", "selector": ".owl-item:nth-child(5) > .hp_twitter_container.grid > .isFirstColumn.column12 > .hp_tweet_single.panel.reveal > .hp_tweet_profile_info > .tweet_profile_name", "path": "2,HTML,3,BODY,5,DIV,0,DIV,10,DIV,0,DIV,1,DIV,0,SECTION,0,DIV,0,DIV,0,DIV,0,DIV,4,DIV,0,DIV,0,DIV,0,DIV,1,DIV,1,P", "snippet": "

@__erinnnnnn

", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1", "nodeLabel": "@__erinnnnnn" } }, { "node": { "type": "node", "selector": ".owl-item:nth-child(6) > .hp_twitter_container.grid > .isFirstColumn.column12 > .hp_tweet_single.panel.reveal > .hp_tweet_profile_info > .tweet_profile_name", "path": "2,HTML,3,BODY,5,DIV,0,DIV,10,DIV,0,DIV,1,DIV,0,SECTION,0,DIV,0,DIV,0,DIV,0,DIV,5,DIV,0,DIV,0,DIV,0,DIV,1,DIV,1,P", "snippet": "

@Dr_Jordan4

", "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1", "nodeLabel": "@Dr_Jordan4" } } ], "debugData": { "type": "debugdata", "impact": "serious", "tags": [ "cat.color", "wcag2aa", "wcag143" ] } } }, "definition-list": { "id": "definition-list", "title": "`
`'s contain only properly-ordered `
` and `
` groups, `