@keyframes rwdcur65076 {
0%,4.2478260869565%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.3478260869565%,8.595652173913% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.695652173913%,12.94347826087% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.04347826087%,17.291304347826% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.391304347826%,21.639130434783% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEJ0lEQVRYhcWXe0jdZRjHP6/Hu7WNqUeda4n3nFqtdWwiaoYQriCYIxCiLTYigliuHCbMagxcgkq1P6wN/+g2cTCQbJbbkMoGmgtF83K8xXDqOep0zdvZcU9//I56zHVuFj3w4/e+v99z+b7P+/I+30fhpsi7iP1claPc9bHO3qPgBruPrZsD4uW2xUrwfFk/91AcArBP9+rYFlgptQbEsHFrXBVvZwrrHBuAiwp10E7h4qaOgHMAD0qx1G0qppsAWjeCMc3CxCzML0GgH4RtBf1/BcDudPtfe5mFz0chNquEmJnTDJkgWg+DEzDQDTrFe8tCBbDoIZ4Hy0fwTJA3w/ER/DZejEid9vRWrY3Hi5EnI+gI8mYYSHLVt84FnaQWL74rOkDlq9n0pzzMc7pg7UeIGdiujX3/hLwEwoIiONXSQ/V94TJgdubc2Rb4B+i4XHSA8tIcppmhhuQo0AWAZRy4rWllG/EljqhBKH2aXoTyM5doWLDyGE62w+E9oFMUPqJnOn0nocxQw2t9YPgB9tZDQPSaYnOc9o4BjDQk7iQwMphpL0WhkwU6vj59vBhrKKF4TzR3g+d21fHUs7ByAYmAuRG6JiAOlrMG6fsqhuZuMPbA3j0cPfQpH1iFSGcg/klSd2yhXerIkzJEzEYR84DI5KDI1LDI1IjItWwZegf54iCSk4wAUluI3DuFSB2Z+gDagFRHQRydgeTIUIZWZ8ZS8PLXxkrxx9hdTnwySO1V7dNLBuj79UfihzOhDwCrPoRe002SgE5PAGybXyL6659JKwgHEk4DCpQXC4tLnDhznNqrNwGoyoOjBRA4nKlZClQ3ke4HicB1TzMw4+/LQEEGP9EPdL8JfhGgFO0dE+yLmiTjWDKGsC4M9wA/O0uB13O5Uvktu4FpTwF0jZp4G7ACkFJtO4CKjARFRt/7MFEPN+wsnjdBox5b+bKOmokHKj0F0Dk5x476NvT7EsgNPZfaRHou+GwDscJcHyyOa8F22ywatYpgscL5RsLnrOzCwf6Dk3vgPpx9q4bjTR0kEnU7jV+uQOKHkFQGs22a0kqx3m/LdBfcugMnv6QU4awj/84BCBW3pgi53s88YCVq+nEqwrWVWi2aUrJNuWH7KmrzPM1TFvQCVc4AuMImknSK7w/nUJIWi2/uE9x4dJz21cAAL97BcmkLoy2wbIH4zxgR2A/87oJ/lyRJpzCGBdHy8WFypI5YObm+GprOI2VZiIIe3KiG7vApfwXHgDd8dIx88wKZxocgIQL6x6F/DF4JhewLBOAGH/CU0KV2HqJjPt6OEW0FWt2n584pmZ2sEFRVjkoJBWxFkHyBIs/W4jKAVXZ8BIS/UfBNMGP3GpMjdmN7trzSK3jQHbkH4BwQLxuDe5h+2ExvmC9a6jfZG7pt9G93x/+7/AUvq4N9FAD3swAAAABJRU5ErkJggg==) 15 15, auto;}
21.739130434783%,25.986956521739% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.086956521739%,30.334782608696% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30.434782608696%,34.682608695652% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEMElEQVRYhcWXa0wcVRTHf7MDFEpbKLBLEYobyssVtvXBQ2IsYvhibWJsTaPGRy0x8YONrYJBEmk0TWo3UpQ0EV98qyagJE3oQ7QSU2yCLYaGysKWR2OX7qMsUOhSNluuHwaWRZrZl8aTTObemfP4z7l3zv0fiRBFVCP855IJKVQfK+zDCl7s97AnMiCakC2Wgu8WK+dhiioA/3T7xouBJUlaBlK8emmClahACiscFwNtEtLzfgptEW2BwADulWLRGlHMEAH0rAbjmAb7NLjnYe0aSE0A3X8FwG93x57bw9yXVsjeXseWqcOMOCBLB8N2uHoFZIn37woagDth4rm3HIXS+ChGc9P4w1aLEK3KZW5cHttqEQ+l0RcfxShgCNa3HISOoVvDqZpdHHu1nKHC9TwlJysvUpxAkjKOmYGn80iNT+Oj7gGaFwSnAWcg54GWIDZO5nTNLkz1FbiYooUCPchx4LEBk4pWuYUYctAPQ30RZgSmj9vpmPPyAAGWQ7UOyBIHN+twlWWgZYoWXh+E4h/h0ZMQl7Ws2JWj3LcAFjqMeqLSk3FpJA4G+ED18hmt4UZHHbUPZzGbfDuzlUeehKUCJAQ4z0C/HXKAijE4pwfAMwBnZ3npORMmryBdLYbaEhi16xivNOJgmA72/azglSSQNMp47hoIOwwB6H2GMTLsLOJ6UizjjjmMwOVwABSkaxnxzSz1oIkF4KL5JqPjs4zbJjFuhMc1EA1QeR06M1isnV5dCmbHXxjCBZDonifrxHlKXtwE5B1ezICG+zbYqX5jP13n+wB41gDvvgClCxnIGkBAcydlayAfuKASQ/U3zMlMQde0j3Zu8gpxFrjVC5O/st7TS8XWtcy5Z7g0OI3ZCd/8AlftkJkMaV4oKuW9hlNkTczQD/SHk4F+q4MDgBeAwubFDajsg0wO8XnVPJ8awToD1xLAnHiUxh9qiHdDqZ1tVie5wDG1DKj+BVES1u+rOfBYHi6ta2MnZZUQnQjCC7cHYaIbrgAPrrSbvAhNI+w51MYnQrBZLYZqHViA4/tbeKezj3z0kyX89hPkfwiGIzD9u6K0dFjvcCn3fpi+A00neQvBcTX/gQEIGsYnSLkwhBvwondtpWETnNGB16MoFSwqdyT5UDvddE140AloDAQgGDZhkCXO7q2griSbmMpt9N5v45IvMMDOW3jaN2DthrseyP2CMQE7gD+D8B+UGGQJS2o83Z/tpUK0ki0+WHkaOr5GHNmOkGCAEE7DUPhUrARvA29Gy4x9+wxPWNZBXhoM2WDoBryshfLviCMEPhAuoTNefo0+d64fI0oAekKn54EpmZ8sEVTJhFSoRTmEQGHGNeF9S9AAfOy4CgT/oOARMOPQGpMqv7E/W17qFcLojkID8BWQK1YHDzP9EElvuFsoqY+wNwzZ6N/ujv93+RsVuHHwYhVBbAAAAABJRU5ErkJggg==) 15 15, auto;}
34.782608695652%,39.030434782609% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.130434782609%,43.378260869565% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.478260869565%,47.726086956522% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.826086956522%,52.073913043478% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.173913043478%,56.421739130435% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.521739130435%,60.769565217391% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.869565217391%,65.117391304348% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.217391304348%,69.465217391304% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69.565217391304%,73.813043478261% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.913043478261%,78.160869565217% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.260869565217%,82.508695652174% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEMklEQVRYhcWXf0icdRzHX4/P3XmmNVHv9NK54+avXWrNNVeymjmE2BqDtgiKyMUIImq1SDBhjiJwHbgR7A/bhv/EWigIA5t2NUZkkStDcVPP/DFSd5556pqnO25+++M5zzPtuV9FHzie73PP58f7+X4+z+f7/khEKOJ9RPC9ZEOK1Mca+6iClwb92RUbkLiILVaCHxZr76MUVQDB2x1Y+wNLkrQKpHR9asIVTSiFNY5LgRYJ6YUghZaYSiA0gI22WDTHFDNCAF3rwbjmYWoePPfggXhI3wTG/wpAUHXrr77I4rkJyNlTy9a5jxlxgcUIw1Pw2w2QJT64L2gAlqLEs7F8Ak8kahjNM/GrswYhmpXfwJnVtbMGsd1ET6KGUcAarm85DB1rZxxfVR/i9KvlOIoeZK+cqjxImwZSlLXuT9iXT3qiiY86+2lcFlwBpkM5D5UCfYLMlepD2OoqcDNHE4VmkBPA6wRmFa3yIXTkYh6Gup0MILCdaqVt0cc2QqRDtQ/IEsc3G3GXZWFgjiZeG4TSr+Hxy5BgWVW8lqtctwJDtBWb0WSm4o6TOB7iBdXbpzaO22211JRYuJu6kN3MjmdgpQEJAdPt0DcFuUDFGFw1A+Dth467vPy8DZtPkKkWQy0FxYYkJjUyyZ5BmparWkjQ69Hr9Wi0OkVj8RaIKXAAmAOGOhkO7GQ8Rc+ka5FioDcaAIWZBkZuuTB954CT9asdqaQghdzNyWQbtLy5G7a4/Q8qx8Gehb93+oxpDLh+x6oGQK0Gkj33sOi0LNXthdnRHr5tvchbr1fRPeDmS/sItouD7K6F78f8FvYs5Sqg0U5ZPBQQ+E42FrUaeGmHhYM/n+IcDuw8tQ/iTSBJOGeW+OmGi+HRcUoMN8lfAFNwy+4HtrG94BjHBifpAC79UxC1FPRNuHgX8AFQ1OgvQIkMSeJg6knI74VuIMlv8awL2o2BFExMkwecVtsBNQC9fyzw8OXrGJ/Mp9JwvthOWSVok0H4YGEQlpxKsEf8Fu3KieD1wYV2MhZ8ZKOSfwjRB5bh7NtNvGfvoQDz7C5++AYKPgRrPcxfV5RWDuv9/krsg8k7cOJz6hCcVfMfGoCgYXKGtB8deAAfZvejNGQob+rzKkqFfuW2lADqaQ/XZrwYBZwJBSAcNmGVJTqOVFC7Kwdd5WN0b3HySyAwwIE7eFsfYqIT7nsh7zPGBOwHbobhPyyxyhJD6Yl0fnqECtFMjjix9jR0XUDU70FIyjcQ9mkYCZ/SS/AO8IZWZuyL53h6KAnyTeBwguM2vGKA8kskEAEfiJbQFfdW0ePJC2JEm4CuyOl5aEoWJCsEVbIhFRlQDiFQmHF1dO8SNoAAOz4Kgr9R8BiYcWSDydGgdXDrXZkVopiOIgNwHsgT64NHuf0Qy2x4WChbH+NsGLHRvz0d/+/yFziXbNGjcBk5AAAAAElFTkSuQmCC) 15 15, auto;}
82.608695652174%,86.85652173913% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.95652173913%,91.204347826087% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.304347826087%,95.552173913043% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95.652173913043%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur65076 1.9166666666667s linear infinite forwards;
}
