@keyframes rwdcur201879 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 14 2, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
50%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEeElEQVRYhc3XXWiddx0H8M95yTlNc9a6xNFSMrsKm7PIxpzSDWT0osJAYdhWrQherBBfmCl1eFenWBxMqiMTEYRdeGN82UinQlGKuArpOteYdcWurGu2NE3DSWzS5KTnJDnn/Lx4nmxRCiZHV/3Bc/PwfF9+L/////nzP45Mq8ATJ04cbjab2Xq9/q1du3Y1b6qBo0eP/qCjo+MbxWJRrVZTrVYXG43G/bt37z67Vq5sKwbK5XJhcnJSJpORz+ddv369cO3atbtb4WrJQE9Pz9cvXLjg9OnTJiYmLCwsWFpauuOmGYByuTw1PDxsaGio1mw2tbe3f++mGti4ceO9pVLpC0eOHGkvlUrNrq6uQn9//xOt8v1HcezYsZODg4MxMDDwxlqxLVdgZRSLxZ9kMhnt7e1bbpqBxbN2Lpz15tLfxM7u7/6s0WgoFNrWV8+IyrCYHfLazCt2vmcGqjU/btR9MJcl0/Yn2UzI5XLa8nfKZlhc9JG5imffEwMz7I2KuzMZMnnkuWPDBVs3jMoV35DPEUFzxgfeZm8rGjeMKtlZfjRLVA+IxqCIN0WMibiSi7gsYkTUz4nZF0X5K2KMuERf+b8xb9P0XSNqSYLvPh0dEQ89FNHZ+c67JWKOmCRGiRH6bsSZX634JHvr9BbRtuJ9LZNxetMmb3d1adx6q81Xr3oAt2AdGqhhid7z/PlDPLfmzMsUxrg8ScyvyHyAuCcr3Ck8KH5J9BK3ET8lqkSFuEK8TrzK5XMU1mxghH1vEeWUNIhnCbcLXxTdX+6OHY/tiMjlIpKex2eJJ4hpYoI4R/yFeJl9K7lXNRg1PrOIZvr8Efu7sYunHn7K2FtjTp085YVGwwS68SROoh8hacUC5nlkzRX4KyNn08yuEXsIe8TTv3g6PCAQ3blc3JPPx0eJ8XRQn0vbcZ4YJo4Tv2NkTRU4k1Rg8wIWcR7Pb8ZGDv78IC9xuFRycetWr3Z2OpDNehRF3I73YyjNvoYqm3+/FgNLqfCygUmJeLaRpZJ801Otyo2OakxN+XyzaTDFdkjKP/GuuIWUc9UG7k/AE1XML4PrNOvNZD3mmGk0LNbrFptNc5J+6+42hdeTz1VSfJWJT6/FgCTzlyuYS7N6J6US7uKbqdAIvoPvb9jA/Lw/pPhbMJPir/PSSu7VroKBOVyVLOIvzeOSpL7b+c3Hua+LHuzo7PS1Q4cMTk97EvfifZhK8Yu8sJJ7VX/Fv6IwxUiWLZ1pJvsL+Bg6sZ51hXWqg1u4eNFxfDLFHsJtuIwlxrvZ9ngyTiC3GgO/pvEwozN8rpboebDB8SsJqyXqs3V3nZn2Qzye4r6KTZLWTKHIo4d5bc0VWI5v01ehd72krBW8gt9mUqb0evIJ3Id2jOHvKPHM8xz4V85VH0YS0YPTuETvuGQgP4xtQSWS6W+TDNZ4Kj6HLp7ZzsEbcbZ0M9rP3gn6qmxZ3ieW94qqf9rqxndw4FQrJ+C/i8cofIp925PtfiTVXtbv38a+R1o5+VqNPVo5Zf4P4h+Lj/bWzNH9zAAAAABJRU5ErkJggg==) 14 2, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
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}
div.testarea{
animation:rwdcur201879 2s linear infinite forwards;
}
