@keyframes rwdcur145673 {
0%,4.6619047619048%,100% {cursor:url(data:image/png;base64,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) 5 8, auto;}
4.7619047619048%,9.4238095238095% {cursor:url(data:image/png;base64,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) 5 8, auto;}
9.5238095238095%,14.185714285714% {cursor:url(data:image/png;base64,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) 5 8, auto;}
14.285714285714%,18.947619047619% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADeklEQVRYhe1Wz2sTURD+5u26ibFNW63SVuqvSrFY6g9Q8CBCUUEUBBHBgzdP4sWTIvTkQUGKB0HBg39AEQ+CeFLUg3jSClUplSQqMZrGxsSYJs3uGw/Z3e6vpGmbnvSDx8Duvvm+mXn7ZoD/+NdBS9wnFngvV0KAqGFrkXttIJQGicm0irnU9vZ2bV33lp5QNKIUcznDfE6Ob53BcS3nC2VAOJbaN7j3BKnqSRI0TKAu2ztziZjfGNJ4XPo9M5aMx7+jGrkEoKNONuoJsIm3Du05rKradQINVgkliDwVYAaIIJmLUpd3vqfio8VMpuAQ4FwLCrDJt+/aN0JCXAUAIoKxpgOF/oMo9QxArm7F2hf3EZqOOXQwiAjMxkQu9/NsOhb7YorwCgEAqPXI+3btvy0Ucd4Z8Y/jl1HYcQhKKQ81Pw0ORVybici0ymBbe+dT3iKPTCcSCfO1sxyBGbBr3je076KiKqMsGSTmP9Oj6yHDrdDSMTQCZjnxNTF1rJTN5gHMeTLh+wsIgLJx28AmbXX4AcAqCXetRbkI5U+2IXIAIKINa1raZDadeoX5v8G2Tu929OFoywgRhX0HbQlgZiiqcqGjt7cL1ZJbPDapE6K1pyciSJxZNrMJIgKRiLS1dZ7ykIsgAVjf2X2UiMLNEmBBVVcdgz8DwlcCgrKn2eQAIIgG4b7YXBmwhZDCXb7dzQBRNBqNRrDQGQBTy4oIACBCrT7fvjPALNMrQc4M/dd0csb73H8TMn9uPjkDYKtBuWBlwO5WpdnZZ80WQETQK8ZzBHRFXwmSUx8+sJSfWNZs4UvCXKX4BO5GJL0C7E5l6HM3nff/ciGlMZ6c/PgS/m4ovRmQAGRsYnyMYYwvl5iZwVLK2T/5a6gxF3gzYFk9l82fY4lM9QAtHtKcCyp6+UZyavI15mcCV0sOzAAAPR2f/FIqFM4CyCyeXEIQwaiU7yUm3t0NIK/Zjq1wCQDyM+mUEo48CmnhAySoiyXbA0cQrGkIjOJcefZK/P27u6jOANYcYJiLLa4gb65B1Fza5p27T2uadolI9NcRUDB0/eHP1LdbuUwqbZJa5N4MzEfaoAgVgOjetK0/1BIdFkLphaANAOfBRkYvV97++Pz1VbmcLwUQBpLXE+AVYQlxWmcjcx5g7zgeOIw2IsByHiTG1VId5F4RNcdxC38Bh+2FuqU/QjYAAAAASUVORK5CYII=) 5 8, auto;}
19.047619047619%,23.709523809524% {cursor:url(data:image/png;base64,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) 5 8, auto;}
23.809523809524%,28.471428571429% {cursor:url(data:image/png;base64,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) 5 8, auto;}
28.571428571429%,33.233333333333% {cursor:url(data:image/png;base64,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) 5 8, auto;}
33.333333333333%,37.995238095238% {cursor:url(data:image/png;base64,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) 5 8, auto;}
38.095238095238%,42.757142857143% {cursor:url(data:image/png;base64,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) 5 8, auto;}
42.857142857143%,47.519047619048% {cursor:url(data:image/png;base64,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) 5 8, auto;}
47.619047619048%,52.280952380952% {cursor:url(data:image/png;base64,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) 5 8, auto;}
52.380952380952%,57.042857142857% {cursor:url(data:image/png;base64,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) 5 8, auto;}
57.142857142857%,61.804761904762% {cursor:url(data:image/png;base64,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) 5 8, auto;}
61.904761904762%,66.566666666667% {cursor:url(data:image/png;base64,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) 5 8, auto;}
66.666666666667%,71.328571428571% {cursor:url(data:image/png;base64,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) 5 8, auto;}
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76.190476190476%,80.852380952381% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEaUlEQVRYhbWXXWwUVRTHf+fOdLfdlrYh2LQ1FgRDYkEoQTQaJRENiSYqUSIhUeObDz4ob2riByFGE2IkMQbig2BCQkA+/EjsiyHEB8ITtIpghVBbKFtLP5ey3XZn7vGhO9Pt7Ha71fJPTu7u3dnz/99zz9xzLpSLj4+5vHEoBriAS2ury4nsV3zb/3A4By77uhrZuNEFTM4WBYaT/kFO2cvs+70ZiPHq7hq+V+W79G6gEohxePgFTtksx9Kv5wTNK6B8hdnMQWAFLa3t7Dpaz+GPPFQ9VGoAONi3mer6o6heorP953I5yhewo/osmds7EGnl8W17AYP1z5HNdPPON0upbzqB6g06fnmeT15OLdj/PDBMhzTGoeRWDlzdDNSE9tAT9RxJ7WbP6dVAgmBLytgGKZN8LiNvtDkLPnt5c8F8AZwyBEjOnHzy6urq2NLGlqaKRFwy4+PZ3Hz+gjTiJ/o9dF4KAaELuCvXbHjOVLgvijFbBGkMPatmUD3v+177xNjg8WRvbz/TEYhGoSASpQSE5CvWtT1T4cY/FWTtNKFFJLK1qiCCVU1bzz+QvNn9+cTQUIp5tmMuASH5A+s3fSDGvA8gUvzxTHMr6rhUXf8NVUVEUPUvjo0O7hzo7u6dIxpA8RwIyVetf+RLx3HeBi1ccR76t33I0FNvcrv1aWIjfcRG+hAxDfGqxHYnXvFTenQ0eC01Rx7mQ1RAmGSr1m16y3Gd99QqYkq/zjV/niE2fIOJ5W2MPrqDqp4OKkaTCFJdWZl4Mj2ZPu5lMtkIuRYTIIBz78oHW2JVlcdB3fnIAcT3iPf/Rd2FH4gPXCPRcx7xvenfRBqqa+rsyEDybJQc0HwBweqdhuX37zXGbJxrz+cUYi3xW9dCcgBVxRhp0wpzJJNK3WEmChbQ6PLMkubmhBHzyoKYS4kSQcQk6uqWvUSRA6wgvvcsa9oqIpWLJSCA61Y8y8zRHIrIF2AAIzgbFpscwIishcKjPHqeI442Fvx7MSBSW1tbm2B2BAq2wIT1/S7AxJcU+C7IAVU7cDfIVfFGb/UNR+fdIk/2LD65AtpPkWKUX8sBbGZi4vRiCxARvKx/htn9wiwBIfquXLqk1l5VW7R8/2dMZdPtFDYtswSElcr3pvaKWdgpWArW+h19XZd/pbAa2mgELGCvXew4pvgd/5dYVVFr7cSd1B7maE6iEQhGb2wk9ZpaBqcTaOGwub4g601+1nel6xwzPUEghKiAgNwC3kB3V29mfHwnMLhwcosRwc9Ofv33xc79RcjDCETLcbBcAUgNDySdysSP8VjlY2KkUa3O2RUBYTeEkp6anHi3+4/O/cBUzjzAz5kGXMW85Z/VwZ0vtnxN2/ZYLLZLxKwuIWDc97yTQ8mbX4wNJgdypAF5NAIzKy1ThAuYppaVq+M1tVuMce7DSANoCvUHvcnshX96rp+dnExlihAWJS8lICoiEJI/5hey/AQO8ygyLrgtD5wXExO9HQXkUREl7wQA/wKJEeSjUKPVkwAAAABJRU5ErkJggg==) 5 8, auto;}
80.952380952381%,85.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAENElEQVRYhbVXb2gbZRx+fu9dLjFNU5XZpdu6aStzsrJNtwnzS6U6ZSj4BxUGil/0S9UP+7YvA8UPCiITpqsIug+CsFKtCFoQFBWZ+6Td7CqhdU032rg0abokTS7J3fvzQ3K35O6SJi574LjjLnmf5/e8v3vf54BW8da4ijenNAACgIr9+1V8ZZzCFysHAKj28WE0guFhUf1dBzFpnsGkjOKT2W0AVLx+OohvmDGuvw1AA6DibO4ZTMoyJgovVQVsKKJVlQK6fgbANmy+bwqHXlDx8agBZh1EQQDA51d2QQueBfNFzP/+fc3YTTlat+lo12/IZ5+FKS+ipFfura+9gsXZzwAILFxahVH+CH/98iSOj+RaHZZa/F2tnc5rC9JxLWvu1T6rg9oiuVOIlwDRgKghOQAoLQggB7EKQAmFQtqdkR19vq6A0LNZw0OQE9xo8GaoJRUDux98SviUp0mIEQJF7JGZdTD/YZrmd3o2NbEci/2LSuUG6qfD5UYzATb53Xv2PeZT/e8SaKhCKEHkKJYZIIJkzktDno4vXz5ZSKUyDYTYaDQFNvm9ew+eUBTfGIBeoope65y/5wBSj7yGYu8ghDSgZlcAZp+iiIfDPbc/oQYDP66n01lLYq3cZg7Y5IN7HzqlKOJVz4oBZIcOI/noKMrhzQARuubPY+uXx2pYZGJtNXF4JRaLVV2wDtsFpwC72Qb3HHxDUZUPWDJING8V6Q8ht2sYZJbRPfND3TNmOXM1NndET6czAEqonw7XFBAAZevA/du12wITAKskNl6ryCzBf20O/sQ/7mdEvV2hHplOxM/hhvX22fMdD4RDJ4go4GV7u2BmKKoyekd/fwTVtwk1r6uTQXRv2RIUJF68aeYqiAhEItjTs+k5eCxirhLv2tT3OBEFOiXAgqr6jsDtgHBNAUF5oNPkACCIhmrIbRGuNZ0Ujrj+3QkQhcPhcBAb9QCYQrdEAADh73aN7eoBZpm4FeTMMNZWllad993bMfNi58kZAFsbVB0sB+zgoBcKP3VaABHBKJs/wyOguKZgaW52lqWcZ+m5ff9vlMr5KXikJGekkgCkaZTe32j9bwdSmtNL0b9/hUdUczogAcjLM9PjDHP6ZomZGSylLKxn3kGDcOIVKiUA43o68zJLJCsN1D4kM4gIZaP43tJc9DwabMeeDgAwEgvRK3oudxRAsn1yCUEEs1z8NDZzYcyDvOF2bJVLAJBZTcSVQPBbvxY4RIIiLNlOQ17gatVg5EvFwvGFSxfGUMkAVg4wqwdbXM0SkRVGVQDajt37ntc07RiR2NlEQM40jK9T8eWT15PxRJXUInc6cKPSFkWoAETf9oGd/lB4RAilH4J6Ac6AzaRRLP95bfHquWIxo3sQepI3E+AUYUdzeGypqG9gu48c57ZjuTW4lxjnF5JF7hTR9JsAAP4DB+bJ2JHm1osAAAAASUVORK5CYII=) 5 8, auto;}
85.714285714286%,90.37619047619% {cursor:url(data:image/png;base64,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) 5 8, auto;}
90.47619047619%,95.138095238095% {cursor:url(data:image/png;base64,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) 5 8, auto;}
95.238095238095%,99.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
}
div.testarea{
animation:rwdcur145673 1.4s linear infinite forwards;
}
