@keyframes rwdcur128722 {
0%,8.9909090909091%,100% {cursor:url(data:image/png;base64,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) 9 21, auto;}
9.0909090909091%,18.081818181818% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADrElEQVRYhe2TbUxbVRjHn3vby+29vbcv9L3cYlkLdB2tFgUpY5tzLBKn84WZmbAYWeJ0iV9MJkZjJsQsM37R6Ef1m9kSE2fYnMkythDCHCq+EVyBDkf6QilFW9rSXk5v7/VTl8Xw5oBP9vfp5DzP+T//c57zAJQp839Htt0FGh/f32Ky24W5mZnsSnF8O4u/8urJUxZG89mzn3waWy1nSwwcOv7aFx3Huvvu3fv4q/7DZs52JrOYfLrX48G2zUBLU+upwYtfH09M3Tr9qH+39W4Aw9CNG8MV0ekgs9b5TRlACOE6na5TJkogVdCgtNW4SrHfv/nyLTPLfj4diY6vpSHfjIE8z8NEYMyKsmmIR0OivbXt5Jt9fVY0E9iTSCZar4/eubSexqamIIkK3bRa81JocgpoAsPi4bTrwR36PSQu7g3O8jIVrekJhafja2lsqgVqghjTUBQgkgY5QYA8n8ADQ1eMN78fBxmSjrb42tPradxXC5rdblU4R+AffnB21L/7QJYSigwpYbCYXADQaGFXx1Gw1e8Se17unNlyAy88ta89Flno8lWJjQzpEUSJYlBRglxRDmJRgJQgAfnHTT4cL1wvnalxcPid6YgIAPCQy2n8O51JhWbjCABg1flciZ5jB+sySJzUSVFAchpEgU2fHxxSRRMSMBQDgC+BUmcArbouYtFV3taQsfMLiaXOyGL6EY6S3QIFY8wsISsvFPflckt/hqLx1IY/Ya3Ti4fm82cqSbkvnSlgGVIFb5w4QmZjPIxOzoGGwIBgtWDS4PAAJ6isBmRuabY/h2ZDDpfGQJFiIU1oTdfULNvVfuiZwMVLl98G+A8tCN4eE70uhyqfEXAVpYDanTVQ5zaB32uAJtICP8d4wMxqyIEEQiUFwcCiQj4/AXbzDkTRpuxyct53+sKAAADQPzB09+U3PAUWK/f6sii1NbvtO1OYFlmdD/+yzHogeu1XoNlqeNLnBL+KgCaEQDM2DvoUAkpR+RtrrFUSjKq2VPzfbOgP1Ltd7RKSLmfzOd1sNJxt8x9QDPNOdKHb/tHwjz+cUPwVURDyHIz8FAezhYUswsCgt/PPv9fTdXD/3u8wTMmvpr2ugWrO5qzQ0kFcwuqnxiemSvu938ak99/tNenn+htMRv1VG0UP8kgYiQvCO0ooiFU1nmyakT8xcO7cyEYuuSIcx+E2jjtbXcV1rJXn9TZUlNaOhkazo6Gx7sjhFx+778L3YrPZzFsiVKZMmTKr8A/psVy8U5j3igAAAABJRU5ErkJggg==) 9 21, auto;}
18.181818181818%,27.172727272727% {cursor:url(data:image/png;base64,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) 2 15, auto;}
27.272727272727%,36.263636363636% {cursor:url(data:image/png;base64,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) 2 15, auto;}
36.363636363636%,45.354545454545% {cursor:url(data:image/png;base64,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) 9 21, auto;}
45.454545454545%,54.445454545455% {cursor:url(data:image/png;base64,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) 9 21, auto;}
54.545454545455%,63.536363636364% {cursor:url(data:image/png;base64,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) 9 21, auto;}
63.636363636364%,72.627272727273% {cursor:url(data:image/png;base64,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) 2 15, auto;}
72.727272727273%,81.718181818182% {cursor:url(data:image/png;base64,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) 2 15, auto;}
81.818181818182%,90.809090909091% {cursor:url(data:image/png;base64,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) 2 15, auto;}
90.909090909091%,99.9% {cursor:url(data:image/png;base64,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) 9 21, auto;}
}
div.testarea{
animation:rwdcur128722 0.36666666666667s linear infinite forwards;
}
