@keyframes rwdcur154045 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGOklEQVRYhe3XbYxcZRUH8N/cDtPtum2WpTG1lheb0kATasECoanY1IYgQYJARNEAH1CUoLwEsJHwQRuaVKMEAYkUIqQaNKTBmCogkVqqwrKIKVELLVuwS1ubZZidzt6dmc7L8cPcnW6LYOGLXzzJSe49z33u//885zznnIf/y/9Ych9oVpiNeZiNvszaxluZ7pZT+2AEwhychZflvHHE2AKsxDn+Zqn9TjKhV1tbj7x+e53gFR/xPLbij3LG39/K2u7TUhVuFBJQlAhf1fK0x1R8U1iubq7UdBV5JcdKLZK6VN33hBcNCz8RVhwteEHDbYoqysrClWAA4W4v2+OLGmaroo5WV3NTnjtadbq6NaoqtgnXHA2B5fbb7zmp8FOhP7Pf70kjTlF/B3BHG5kesiWZraDuc1LDdr43idDvbZv9Tmq37cKFmX2dQXscr4pG98f9KlareEbdK1q2a3lK3U1KZqh0SeSy71cp2+V14Yr/BE44z4iWtYrCLzP7CjV/d7qq3BTwqxSVpGp+o221sEa4Rcstqv6kpOFaxS7hyXlXqirZJiw5kkDeuI0ekXrcHuH6zP6IO5TNUO+u5lYlYZ9wm/BzoSLUhYYwIqwWrtCyzwZFVKfsRN16IdzfdW8GNMdbUpcoSQ0Ki4QzVAw5s+vjlpVKwqiwzgFFD6g4PgOhbKWiQQ0HDQqrNL3q+0pTYqLl4yq2S4VlUwlcbJeGxcrCFjWJcI3H7TNXvRtkw0rCQ0r2uVratc9Ql+8GYd2PlTVtF1YpKVmhPIVE1c+EcI/QC4mWT3hRzTxNHNCjjRPtNKCkjcRiB8yXaJnlKbM8LO9DOF/N7Q64yrgTHJTIu07BJnNxg373ulUfmgIUbDRhv/OYJNCWGMYsvTrptGMvqqlm72dJhF0alnpQE4nPqHlC4nYDHtRjg6Y5DsopuA4sx3YnG3eqWjepbXbQuIWY2wEKjOkzoYZ81zU5STdRHyOfrWLAqESibUkWwD8ybpumc+Vdpiavba8+Q8Zxgj7PO0vB5HLH9KiA+ULGqoW98ujT0oO6D0v0ZuM71OTMM81rPqWpLW+TxA1qbsieafq0pjymadsmj8QMb5qTEZC54V8OauuRk61ypnFFver6JBZit1MdMJAReFafMb0K9vq6Pica97we9+gBJ2cESmS+7pDoSFsimeLetjEFByd9nWhbIPGWts3mYBmedZ43nJhNaCi4SRNnWOgZmyS+q+ZaTRtxob3gFwoaGeRSUNMwoKRmcrdJzFRzzOSGhIsNayH1DVXhUXU9wn0eUDEzSyTT1d2hnCWc35sw6IBXhW3CPvcqmqUup+EkRaEorDRsxPIp6ZmGISF8fpLAHG9LzVdymoYdhoWLhHnCX3xW2k2p0zWsUjRkVCgLdW8q+opRM7OsR8uTSlmmvMALApVuxSwo2SFEtkdC3oSN1mZl9lsawuPCgHCZpj3OVjbtiNyeqMtndeJQrWi5w4jwurBI2aCbpaZmwxUq9hoVnWN4qBjtFKZLHSf1aw3hzmzsamGfrxk1U0MhA5yqBQ19qn5gVNgpLBDuNCSQyk0h8ENVNRtEt5XTKcfjtlijipbFKoZUhe8IfcJKYdCrXne9oiVSCzQs0HCG1I32+6cRYYtwinCzN4SFR9SC41S8JISLNLtBiQMIK+1StCzbstOUbRZaNgpLM5d8QXhUeE54OtOtwgbhy1khW2e78EnFLvik21ZrqNgizPMOCQVhtS1SH8s6n+NU3CW8YkS4OwvORRmhJcIyYYWwXLjRfn/1mJaTswI0bQr4YlUvKwuXeOmd8JMkZgvr/Uq1S4K65VLrtDwh9Q+DxmzUcrcJG+y22VYjHtRyuaokc+PUjugkdZvUhbuEWe8Gf+hYhvX+IHVOt+x2Gs2PSp2r4VLhS1ouF87XsKgL3Dgs4Gg4R2qLVHjoUOT/N+n4+za7jFoj1ZslksMb0cMb0qlHkZZeFWukdikK39a5zLwP6cTEuVKb7RDWqlqo6PDO+MiOuPPNWlU7hdTW7AQV3g3mva9mo5itH0tVXavmAmN6DKp5TduYPjn0mzAfZ+txrJoevzXDerygYuy9vH50d8NOhcujH8u0nKkt3618OSSaphnCnzGG5tH8/d92MVc64x3eDwAAAABJRU5ErkJggg==) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGS0lEQVRYha3Xe4zcVRUH8M/MTofpsltLqbVpaYUGm4JYweCrVpFakDSG8DBVYiLYIOADQwlBUIQ0DZiKgEQiAUQ0aDQ2hEeQh4SUBlDoK2BDEOo2lLK0dLudnc7O+3H8Y3+7TLcsFPQmN7/fzO/c8/2ee84951z+lxEI6QOe73OkPgBoDt2YiXnacmrIausC27Eb+zWUZf9fBMIULMC53rLMsBMUsVvdkKxedR+RNRXd9pjmITn34QUpu9+3oePAFwq3eFneH4VzlEyVRwUtNMaekww6VdHNarYIRU8KZyYGfCDwb8rb7E7hRMUO0Ja0xkFz9BstRyq6SsO/5IWbhJnvF3yFPn3OV0FtDDQ1DkjH71QHsdFvn1TxsIpwlzD9UMEv1GebpQokoG8rrTlOwfkqrtRytXCJii8oofgORBqOVrNeSbhKvFdohiWGvehsJQ7Y3oYvK/ibllcVvOlxeffIu8ce9+vTb4OwUgklxpH4vJLtBoUlChOD9wh3WK0iq9ZhecWNCvIKwrXCOcIVwpXJvExYJCxTsNFGYb5BtHSNua1htZKSp4VpExE4wyZ9TlIbs56Gew1q2iYsEe4XBm2w0112+Z1+W/ULA8IfhPnC9V4TFickRt3XrehVISw7OHGFnLDGLwQqY4suNqjlLWGpppc8oGCWwph1Ixa2HG3Qo/JCn3CscLmXtXwskR3Vd4OKsgeFzHgC871pnXOTiKclpyivIaxQt9Fv5FGT0jJJw2QNuTESIwDX2ilsE44XbrJWS1pFKtE536B9asKs8QQWe06/j3ec9ZXyKp4XrrFBAzVpLbNU/EjeAwbcY8AZCqaojVl5swFhvbDQbi9artLh0prtWsI54wmc6THhiCSCaXlcTctPhH6nJv6cq2K9olASCkJeGHSbAb2J63pU7NAvrBAu91uNZBdGCP5ZSdPq9LgoSKtqKqonVaJtroy0OmZYJyOj7TRVX5LxorYbZPxVTtmQH2harixQl/ErWZyGLRbYbYGRqgl9aMuOJ0BaWpfMWISOEOlFG1mTtM3TRNZT2n4q7RvaHjMT+6xK1jWwXjeOAnNtN1cm0dOW1y0YT6DscGVHjv2f9qam0EDTHGUVaU/LoupSOT9UR8bfUZQ1W4+0JtifyFH3Ya/7UEfUp0YBDhx7zfC6eR2CT6irOwUPuyZJoU/rtlzbz9VtkkHGbEyyH9Wxbe407DBDMtoJZtpUZemDCbzhBFt8SobEittRsQhbnafpAnUlbWvlXCvrOTkfNexs5AzbpD5GoEcdPcgqOEpVOnEB86SlNA8kkLIHz/qiqumJ4JCcy1RxqV53usV+f9G2VNknNF1q2GO6He8ZzHO1tBQmYbEqXkfZLkfZo5nsQN1nZXXZ7KAR5mt5wnljZ34kFV8pL7wl3KrpTyp2KCuo2SisFXa6Tt5hyVnv1fCKHcIFwlkeVTI7Od4TJqK3SXzfVrss6KgHKQ1L5G2XF/LaNmt7XthpSMF3DMomhLs0XGJA2ChMF261RstoMzNhKh4deRnh1x7Vb06SPDobjIUGXSjve4q+YsCkRPGo3GcUhF3CUuFk/7bT4sT6bkXbJipGnWM1wu2et8tJKiYnu9HZ/Yzvino1fE1JU3+y9T1a1rpFkKwfKcfPTlyOR1zQ+X6jqpf8TNHJWmapmaxC0nQcrmKOmsVq7lAUNgvLk7WrrBOOTLqkzoakOKL+4LY8zMWZ2IeHpewXluB8RQs8aa5XTbMvSdczpC2w3+le02UL1mAYK21yhRXqtupxtKbfazrF9fillPpE1p+lpaIgnzSRp3d8O1G4ULheWJPMVcK3hXmGpIUzhPs8pGZhYvkxah5QEe5+76Y0zNR2u0FF/1Syw1bhXuEiYf5B8k3ZpO6vEO71ilf8WMP0JOgWKSXN6N3eoS1/55tRmK7pIvus9IJum5Udp+qr3jBZFUOJZAbdaqZYZ4ZHzPCUjK3aDtN0jbRvKTvGTbhTyt5DIzBCIotF8lYZttg6dQ+q+o+MOap6TVFWtkvGXt32aiuqO0bdd+V8Xc5sz+h2HZ6ZyOfvfjccxDRTcbKSi1UtU5C1SdV25PVoYYqyY6V9TtYRqnIeMdld2KBo6N0uZYd2OR05lhlMxSItn9Ye1zOkNXXZiH8YcVHzULT/FxshQZ2olM+1AAAAAElFTkSuQmCC) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur154045 0.66666666666667s linear infinite forwards;
}
