@keyframes rwdcur20747 {
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12.5%,24.9% {cursor:url(data:image/png;base64,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) 9 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 9 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 9 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJHklEQVRYhe2XW4xdVRnHf2vt27nPOXPO3G/MMJ3OlMqllEtbikBIEQgohAAV4yUBYzCCb4QYbHhQE3wAQzXRB6wBjEEiBCK2UKGIQAudVtrSTjt0Ou1M53rOnPt1772WDwMNlAZ9MTHRL1nJyped9fuv/8r6vrXhfz2M/8SilmkCohPkZUKIC6Rh2I4TWPI8V539rXl2Qgi5CsHXLNPZoJQX931vGuQO02zZ5rpzCsCwbKmV6tZan4fWcSFE2jDMMdetL5mmfXF3V++vB/o71zYn47JaqXJy6jRHxsZPCSEftyzzN41Go3KG9yn0oG0Hnuzs7N90wciw7OpIIaUgl82wc9cbpDNLvzIM+ZBhyPubk/H7orHAgBOwpOsq8rkymcVszXX9V9auWXP9Aw98PdZ3fitKa4r5KoV8ldE9R9n29HNk89lJIcRmrfzdZxyQUn5306YvPz442Bva9food9y5gWQqQrXcIJspMTzcx09//uS9PX3tt4+s7mlPtjlICVKCRlCr+GTT9cC+9z+6fXionwsu6qFvRQvxUAqFT7VWJxwO0NXdyupL+s97/Iltf3l1+1vrtPLHTMMwzb6B7oce2fL9UFtXiJnpDDfcfCmJRIx0Ns3Jo/PEYyGGhwbs1p5Qe0dvmEDIxrQtQhEH5SmyCxWCoQBHDoUJhhysgIlhmAhhYmARDjgkEhEabpXDBye47paN8R2v7HrWdoJXmL7yv53PVgZOzi/xxGPPsnJoBa2pNoSAVHOSfKpMfqlCrClMNG4TSwRxgg6RaIhYPIxpmkSbCqTn84QiksV0jlrVpVSu4lhFhDCZm81Qq9VZnCuxe/ffcJwQLam2NenM4h2mbdr3DA+u5qmtz5OMpejubSWTzdCcSKBQaAFIgdaQSMVItTYTb44QTUYJJyJIIbBsGyENuvuSjH90gpnJDJVSjQk5j2FKFmcKpBeKNCeauGbdOhp1j6ZklJdefuk+MxgOrl65op+AZdFzXop4PMTo3jGCQQvTNFicK5CeL7K0lKe1YxAnGGJ21uWDfVPk0hXKhTpKKUIhg2AgwUfHD7J/33H6elqplhv4Gnou7sLxfaKVOgaCRrnOZesu5I03X19llorFdKo/niLvozzF1IlFnNYwuXSJUrZCMVvh0MHjmEGTQ3vzFPIZfE9RKZdp1KsorT52wSIcjtLW0cEzv3+Be++7B7/s4sQDNFyfWqmGtCTSlBiWQetgM67rbTMAKxQPfGXl0CC5dJlCrkpmpkBmoUApX2Ehk2f79jdp6+imkC3j18p0JoN8abCL3o52Ll49wEBXKy3xMIWlLNlcgXRmiRMTU6y6ZATLscidzuPVPdyKhzAMUv3N7Hjt9VOHRsfuNoJNsUMnjk5846vfvLFJCEExX6VUqeMLyBby7Nzxd5LJOBHT45orV3HrDVdw7dWrWbOmn989t5/mtgHuvG0VK1d0MjLcT29HB1PT80zPzPPhocMMX7iS9t7k8s5tg+ErV7BYzNS2/uyp2z3XGze8er2hlR4bHzt+94OP3itXXTaIJxXHxo7x9l/3Ew47bFjdx+bbNnL5Zf10dEUZHEoRidk8vvUVRkZGuPXmfuKJIKDpbE8wNHAeM7Np8iWPN17dRT6fJxgNEmuPYYSk+vEPHrs/l8m9cKYQKaW2jx+e/M5Nazf/4tobNzbPnMxSnPdxHPjWLRtYf9Ug54+kcIIWhmkgLYNcqYoQAssySHTFEEqRbI+QXSjT3hklFr2Nx7Y+R3vrWiaPZDm492UWM1OHhZBbtPaf/6T+yk8mWvvPNBrqJ+/s/JBaIYCyG6y/cJCrrx6itSuKE7KxwjZmzEGGgzSUiRAC27EQMoi0wtiRMKmuJjp74wyvamPzrVdTKGdp6Wiho+V8LMuZ/DT8MwKWG5H5juvVcSJQLCxxwWAPqfYwTfEgRsBEOibIIEI41OsaIQQCeG/PaQ4cWGDqVBXDCRKKOQysbOGqdStJhoOYAbBiEtCdZze/zwqIRQ9r3JKQGoCp2Rzbdx7DdAxMxwLpIIQB2NTrGt/3effdvWx55AV+9PCLvPinY8uLOjau5/P+B6dpT8UQAgxLo9Fn8z8roDI3XSiXC+/5vocdCCLxuGnTSgx7ufMIDMACTAbO7+Wmmy+lo9Omq9sgGKrgerkzTbaQrzE3naUpEcSyBFJoBGLmbAGfew94nvdyNpO5rime5LX39nPX9OUk2iOf0rs8LMvgyV8+CNoDPECA0KBdNIqwbXDRSDsLB+fwFhSe5+L73tgXOgAghfHM4sJsyTAsqkry2z+8Q/pUnvx8EY0LqI+HXoZigjBBiI9zmnK2xOSxRcZnZ9GWpFZT5HM5tFY7zuZ97kmmtao03HpzwAmujze3UtU1piYyrBnpJhx3wADB8nlqrZd3jYvAR+NRLxU5tGeCXbsPUxBFjh7JU634zM+ePlApVx8Gpb5QAIBhmHuKxdxdsaZUQimThlFmdHSatmAYqTxCEYmQPvtHT5BKRUFXqRSLZKYW2Pv2OPvGjpOp5Rh9f4pKxaSQL3jTpybuVso78S8d+NiFuobdxcLSPZGmFqtWFdjRBgcnppibzFOcrdLIVXn66XfpSVmcOjbHe2+Ps2d0nPH5aRZyed56cwLPi1KtNdTJiaM/rNUqfzwXS5wrCRAON7Ur5d7rK/Vod++QTCRTJJOCjh6bSMzGr2mEB15D4WtFJBHADlnse/8kc6c9YrEE5VKehbmpiVKpvKFcKsyd0+1zJQPBSMS2rSv7+jrv3HDFhsEDB0e9fDYjfd+mVLDIZRQKE+k4iIBDqSI4Pl7h6IcFPC+I1opTk8e8jevXyt7eROLI4Ymjlu0c89xG42zW564hgJSG6TYaF153/eWbGr5UUpr7fM9dmvjoSKvWujMUijSHQiHbdhyklDQaDVzXw7TsUq1a+ketUvmz73tdez/Y9z1dp+I4Adt13XOyznkEth0MmJZ5jZR6i+0Edvue3oFWcyCahRCrgR7f9yMa7aGpIFgEpoWQk2g9p5SfE0KaSvtrDWmawIFqtTLjeQ3v3xIAEAiETWmYAeW7tVqt6oHGshzTdgJxKWQEgdJa17RSNc9XNd9reMt/PmeX20/qw//jvzT+CcCtIZexoWa6AAAAAElFTkSuQmCC) 9 8, auto;}
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87.5%,99.9% {cursor:url(data:image/png;base64,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) 9 8, auto;}
}
div.testarea{
animation:rwdcur20747 0.66666666666667s linear infinite forwards;
}
