@keyframes rwdcur239563 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 11, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 3 11, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 3 11, auto;}
30%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE2ElEQVRYhcWXbWhTVxjHf1c7KHPiBmKMJVAb/WC1L3GMjVq06VoxQeZMCpOwbq3DsqpdtyajgzVISdgoTcO6uimIVHCUgS/YdqRFZ+JcXxTpGuvcl01bcG3tGGNzav0yzz5c7+29eWlvx9j+cLnnPOec5/8/zznnOffC/wwJQAghkhokSfovBGQIIURn9Y6kBiGE0IoYDBUJgC2+oX9VWIYkSZISgc7qHVR39gP6CHhDXgHDFLns2HzTSdFKhVHGDQnNUMi0y6CQe0Ne4WIYGOagbxrX8FVcbuvC5NOPYQhhREhGugZvyCvKd+2E7mGiw0/jclup3JdlZFJwbBKb26oKmU9ESgEK+fLuDyly2dnsec4Y8RP4OvIACNX1Y3Nb4Ux6EWkjoGDobIzNHteiBMwJUTZ3P6NnxlP2mVdAkfc0AI+mu/6RgAQhwn/m66QoLEk3aNuyEV19ZuwGM2M3DBGm6uvr2EHAXZZ0glJGIOgxA3Mzv372JgWuPEPkAKb8PM24jfP2TRsBBUacpEOBayPXz95U66misKAABZlmD5lmT5J9oWVJFJGIeQX0HBlMOXst6UjfX4sSlIgFj6ECoyfBlJ/HzNgNdR8sBMNLoA3j3Z/0wyItcaNuUgtIvI4zzd4k8lRLEWmJs7Wqnq1V9ToRpvy8edddi6TrWCnLt+Kg6nhSQ+BsLFTJFcgi2tV61vqnjAnYLFn5TtxKang03UbGvWUE2wd19qb6LURa4jgbmwG4P/ObToSCyyfaKdCMi/jHcQbWJgsAqCh+GYDTX31Jxc49AGTvtlEEXJuNMhY8zPHIOG8517LhwH5DM0uEM9BAxB8GIOAuU9PyklFuS7cHJwCo2LmHk+d7OHm+J8lB+GJNWuf3bsbZbntN96RDud1Cud2iJqQlAC53Dtm7bSpx38QlArXNDFlMAGw4YNa9E8krXv9YZ2uqL8LZWAjIG7XA1UTEHybL9pDV6x6zet1jta8uD/RNXALAkV0CQNCzn+4P/BS+sA24A6xgTalewJrSUoamSpmKRlVb/No3uj5a8rn8MKkXEPSYaeqKyQJqS5D+mJHLHx2l753GOeexOIX2Qh1BPJaQB56Zyw3yadCTyyld/vZUM0qorp+gx0zdpl/xHzlEU9fniBXyEtDggAYH4VgUR0crS1cOMDHax8RoH0tXDuDoaCUci0KDA8enLQxZTLjbv5B++PkugEqu3CfBijdUrWoEKvdlEaqTVdXtk23+I4cACNQ2U7n9FRp6WwG4deFPrOXL1fKqrdDQ20pXTRjnqQ26YGhnrhCX2y1ciN3RCzDl51H5hPjkMXl9nmWSJ8dFAHTVhHnef4rf9+5l1Vp5M4xYovxyuZaugOxQrDARqG0GEH5fmwRlQlnvcrsFkG9IRYCKgLtMzE6FxOxUSEz0vykS720bOaLYmisuel2i2JqrexSbjRzx8MF99ZH/J2TfVw5Xi9mpkBBiSudb0grQEmq/32zkiFZvIbZXS5gPo+cu8X5bnJwt2aote7eNNl+blM6/7iPxyuFqAfDSwU6dvdiaK7pPvK2SKEJSlXdVHeXCt73q2Ig/jPv4Z1I6/4Z+n4qtuQLgwa1HLLNmqvZ09fdK7KpNIU+HRf1ovvviJuEsXg9AZOBHPrn6vZTKthiffwNCGB9tzoHStwAAAABJRU5ErkJggg==) 3 11, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 3 11, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 3 11, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 3 11, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 3 11, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 3 11, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 3 11, auto;}
}
div.testarea{
animation:rwdcur239563 1s linear infinite forwards;
}
