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31 31, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAACXBIWXMAAA7EAAAOxAGVKw4bAAANbklEQVR4nO2de6wWxRXAf4M8NkoIpQ0x1Fai1lBRwUcbitRSHgpalYq0f6jRGimrRSwlWhtrjCWtUWJVxLjUR4toqqEgiEVbHt5aMWgVH0VUokgtIUiUUANmi8j0jz0XvvtxuXfO9+3s7qXzS26Ay+zO2dmzs7PnnDkHAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCXR5TtgC+SGMOB04FTgQGA8cAA4D+QB/gcIvpZrB7gU+BT4BtwBZgI/AmsA5YGyV8WvwVFMMhowBpTHdgJDBe/hxqMd2aPa8oyGtAC/A00BIl7Gn2vFWhSytAGgMwCrgMmGAxfXz3abCfAIuBecCqKPHdo1+6pAKkMX2AK4BrLOaYsuQw2I3APcBDUcInZcnRDF1KAdKYvsAMYFoRT7srMivMBu6IEnaULY+GLqEA8n6fCtxsMX3LludgGOwO4BZgTldZJ1ReAdKYEcD9FjOobFlcMdi3gclRwvNly9IZlVWANCYCZlnM1LJlaRSDnQNcFyWkZctyMCqpAGnMIGChxZxQtizNYrDrgYlRwttly9IeTX8n500acyHwyqFw8wHkOl6R66oclZoB0pjrLea2vM5nsFuAF4BXgfXAJmArsAPYLc16An2BI4GBwAnAKcBwixmQlywiz8+jhNvzPGezVEIBxKBzt8VMa+Y8BguwBlgAPBUlbGhSrkHAOcAkYJjNYbgMdjZwbVUMSKUrgNz8uRbz40bPIZ9fDwBzo4R3cxKtDWnMccAU4MpmP0UN9nfAlCooQRUU4IAnX57kNrT39MmNnwXMjhJ2+pKxljSmNzANuK4ZRTDY2VHCtflJ1qgcJVL/zq+98bU3vP734qBJgJuihO2FCFtHGtMPmAnEjTqdqrAmKE0B0pgLLWZhW2Fsu0967f8b2GDhsihhjXchHUhjhgHzLea4Ro432O9HCYtzFsuZUj4DZXE1v/Z37U379dis1WNVufkAIssQg32kwVM8KuNRCoXPAGLhO+A7v7Onv67ttVHCbB/yNUMaMw24U/tKEGPRaWVYDMuYAWY1a+SxmLvTmMtzkic3RCknGuzuThvXIOORm/1DQ6EzQBozwmL+3r4g7jOAtN8LTIoSFuUlX16kMWcBSy2mp+Y4g/120Q6kwhRAXLr/PJhXr3UNoFSCPcC5UcJf85AxT9KYCWT+DOdZVryIJxXpSi7yFTC1I5duI1Y2i+kOLBGXcaWQlf10zTEyPoV6PwuZASSS5/3ODCeNzAJy3E7gO1HC2kZl9EUaM99iLnFtL8ato4sKMStqBpjhYjXLjDxsMNg/aU5uMb2B5WV+TnXAFIN1Nk/LOF3nUZ42eJ8BJIDz3y4xfLKwOwN4GVhiMedo+jLYrcC3ooRNjcjqCzEWrXZdD0iM4ZeLMG8XMQNcoQjgTKKENbIImmiwLZqOLOZI4Nk0Jlc3brOIscjZ9SPjdaU/ifbjdQYQT997LqHb8u47tta2L46XlRbzTU2/spo+oyw/QXuI7+A9VweShJwf69tj6HsGGKWI259Vf8NkCjzbYNdpOpXV9HJ5/VQCubZZru1l3Eb5kyjDtwJc5tJInv52TbsSZz9WnghnLOZU4M9ieq4Ks+X97orT+DWDNwUQw88Ex+YPdLTgiRK2At812M0aGSxmBPCEyFI6co0PKA6Z4Ft2nzPASMeVP8DcztpFCR8Aow32I40QFjMO+GMaVyYAdq6L5xP2LQZH+hTG56CMd2y3xjWMS2L8RiunUSzmIuBBWZSWilyDxp3tOo4N4XUGcGy3QHPSKOENsoWhas++xVwO3K05xiOaax7pSwjwpACSnGGoY/OntOeX7+oLGnC7TktjZmr788AyRduhMp5e8DUDnOpi9TLYLY2GbkcJK4AfivXQGYv5ZRrzs0b6zIso4W3Zs9ApMo6uD5MaXwpwomO7F5rpRDxu6k8li7kjjYuxtHWA5tpP9iWELwUY7Nju1WY7ihIeMdirGjj0/jTmB8323wSvK9q6jqcaXwrgav1bn0dnUUJisL/QHCMu50fTGJXDKUc01z7QlxC+FMDVGbMph75GAm9FCTOf36JeD3QnMxSNrD8f8Jn8vIUfk6zGsnmUh/4BfwrQ37Hd1hz6uhcYBHQf+yTdXv7QzcjSisTtLU1jWh1O+84nP4PI8gDlzTZFW9fxVONLAVydMHnk0zm+9h8XPAHrPlbPBL2Bv6QxJ9afr70+ckLjqfTm1PKlAK7frarveBe2A5OWsddgn9QcJ27alVO8LbcOQHPt3hxaXhQgjwSNCg7IvLFpF+uASQa7SnMii+n/62HsvfhrnfdRJLJW8YKXG6Uwzqji5g/CT8hu0B75WQ9cEyXsBs4zWNU2siN6mJ6/HcHuCQPbni8HOetxvnYJf/eCryfV1U6fR8q354CvAz3kZzBkmyskx+/ZBvuG5oR9epmej41jXRrzRTlfSw5y1tNP0dbbljFfCuDqrTvSU//7kPDq0QarMjlbzFCyhaEvO7xmZe8tRNyXArh+4gz01H8booSPyJTgA81xFjOMbONJHq+qejQpbjWfjCp8KYCTo4MsIVMhRAmbyZRANZgWMwZ43ENAiebaVZFQGnwpgKuV6xRP/beLBJ6MlhhEZyxmAjAv54CSIYq2m3LtuQZfCvCmY7vhnvo/KFHCOhoLKLmEzEqYF5prdx1PNb4UwCmM22IGpLEXK1uHRAkvAec2EFBydRpza7P9pzGDlDkIVV8xGnwpwFqFLeB7nmTokCihhWz3keob22JuSGOub7J7Zw9kTcUSL3hRAPn+dhV6kgcRBgBjyLZa3wssAV4E/gV8DOwCPo8Slsx/hz2uUbqtWMxtaUwzKwLNNb/ms2aRz5jzFrKiTZ0xLI05rskEj4OAcWQbS4fj7o5m8rNE0WFwkTLHl8Xcl8Z2Z5SgSg4lr7xhikNaVIIp8Wmzf9qlkQRmTGng/MPJnu73yXz2dwIXobj5rVy6ApZt0s0CwjzJBKJhijL/gdM4NopPBWhRxO9fKRtBO+OrwK1kU/lq4GpyMiZNfAZaNqtfBd32WhYuGs89OJi15RqdYxFl/FpUQinxpgCyxdspAaK4YjtKFD0GWEp2428gU4RG2AN8RGZY2Qi8K3/fBuwe/xS8uFWnBMaYbmO/wtSbv8GHwO+B0ztorq11tNh3viDf28NHWcxKN0EO3B4OnA/cRMeDWs9mYC2wgUxhPpDftd7ojug3uB8DVlzAnX17mTGKPtn9ueVX/4A7sqXvc2Rp3/bF/2u3hwMY7OgoQeXS1uJ70+Qqg93oskXcYvoa7Ewy9y7A4+AUtfsy2YCvBF4ie8IbZfub29n+hV6cDXaBxTgXeeh5mOHG0y279kCyjjOBM4Fn2L+1a6by5m8Evzc/68czacxPLeZON2GyFDGy82cX7UcW7SV7Ly4AFuHJUSIOoKUWc5bmuJ27LTNWw8PvANkrp4c2RQyAwU6PEu7S9N0IlcoRBCAJlYZECf+h7Qy1gmxWWExzT7kzkltguWwzd2bHfy1T/wYLN0IacwTwuiaZ9CGVI0j88c55fWWg5rL/nf0b4GhgLNne+kJuPoDk7j3XYFXp5/r2Msw+kz3nD2QDWTEMbSbxwuofVCpPYC27PrM3fulBbofyCzDKAm61unahtZuN4Shl9tNDL0+gpHm5RXNM7x7MTONy/AT1yJfJaIPdpDrQmKPALRV+DbcUWYe4yOjdOZK9ywlZMD0uiZdLJ0rYQpamRrWZpfXpd1ECGZ85jcjXKIUpgBg0JmuOqdm1ozW3ekESUI42WFX6OYUSTC665nCheXOihOelnKozogQLpRhD6UQJ68mylqkWaZ0pgRSRKrzWcGUqhrhgsA8DV/l0j7oiGcqXW4xq1057dRHKrBhSStEoSer8isWoQ67FTnBpFeoGpTHjyIxFzhbV+ozoEpp2Wlm1hUtJnSYXe2kjx8o39eo05l75PCsF6fs8oJtmld/OJ+HFZRaWrlTdQC1VKRzZQLmb1vqH/791A1tpr3KoFlGEh4D7PJaOPZ79pWMPMGsrq54B3BUluooiPqiCAkCTtYNbqSsevazZqVVbPNpFCaT45R8s/CjUDhbyqh5eT035+NfJdvluJPMvbKdt+fh+ZHv1jiHbsTOEBsrHu5S8MdgVwNgq3HyoiAK00uyaoAp0Uv94UZQwsXipDk6lFAD2lVt7tJFPxCpR92WQkpWLf7gkcQ5K5RQA9r17FzZbYbQKiJFnYpmfeh1RlRTqbZDBOs1gK1cfWIPIX5qRx4VKzgC1iMn1frUvvkTEqze5DNu+lkrOALXIIJ5ksNO127qLxmB3GOx0svKvlb/50AVmgFoksmgG+vh6r0gM32yywleFBXPkQZdSgFZqdthco6hKljsSun0PndQ8qjJdUgFaEQPSKLKU8ROKmBXkaV8MzANWVcWg0yhdWgFqkepaI8k2YowEhuaRsLJmf34L2UbNlqKjdnxyyChAPTVla04my/U3kCzrdn+y3LuRxXSXBBEpWSq2bWTh6JvI0rK8gef9+YFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAg0Bz/A29WaGrkiXo9AAAAAElFTkSuQmCC) 31 31, auto;}
}
div.testarea{
animation:rwdcur175352 4.6666666666667s linear infinite forwards;
}
