@keyframes rwdcur148280 {
0%,19.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEoUlEQVRoge2YXWwUVRTHf3d3+yGFpsX2gQKmFBOi5SOSqk8U04KopQ0vEqIJEZIWjBrRmhoh8YPESoibYKJpbA3w0phoLYaCCRDUtA8qrA+amqANYBTatKW2jdZ22929PszO7MzszO7sTBdf9p9M5t47957zP/ece++5AznkkEO2UAIUW7T77jYRt1gFSBKEy4A3/z86mUOGh5pkvLy8pDhPohgEULFYSrLlThkeatLK960qmRj98Un99+HFUnRX4vHa969nTXdWDYiUHmRmvA//7Hf6ZukTyLyAiAJLveoIeBVgARkeaiJSehBkhMDUJ4aPJ99bC8D+N64D/ONVmfA4XqbrMPdbEyKupbvnFwCaj1wnGiMPiHjU78kDki7sTYiTLtlwjunBnRp5gGgMWATy4H4NKORBIWr1xDH3YYzi6j6tHg8dr57X4EZQgrxSc6Thnpd8zM7F3Oq0hckDfpl4HMLOA3pPSJh9YfMi0E2GZQjNjJ9hZvys2YhCQNKpEHL8wCLPuRFJi3hm/IyufFYWHTsKwVApMAlASwbSO3Xl/DmXFFPDZEBUYBXVrTWTuwue5vRbr1oKOdw7kNT26cDPjLYcQlsv84UeqVojyQNF5U1CDZ+iY0e19s/Cn/PElaeyQsILLM8BPXE99n+5j0M1x73qNHvY0wqxPgeCIVuhJ0JtmWu5VqO8W+PvLt1jvxGbtwJL2J/EwZCgtcZy8IlQG4/d+4pRm5QIkcXtxgapUwk7I4IhvuXZ9NI7bdp/fVhXuZpeTgqkz4XMRgRDRmLqtmpH1g5SQmqPqTtiyk7OciF1TZjJQ6KeJifyAKsfAxqcZ6NW5PVoTjU45FiNDs/E39OkmAonBizFycWjtYa2D2DXwEmtqbGhjm31Ddri7untJhKJZ9FCKGGUDB8QBdh6eSsA/Tv6pYxISyOchJBKXlimES1o2+PxlxPNjQ11bN+200B+SdEyHNyBorUXazXyALUXahEBYTkw0yhVhKihpCNvxp4/12vlnt5uqjduZmx0jJHbN+E13S70/lU9jwCwoJejN6R/Rz9mT7i7kamesCB/eO/jANx4d9hA3iEWalcrfU/1XwBg7ZpygxFmZHwjW7GyEoA9u58zzDIkyANUHanQyMtYzFqYcfZdwZUHNj70CH3nv2AhMk8+MP/iBgN5FZGOBegA4fMxNjpm/GhD/vTARaT14raE60v9/eseTFS+AfYav7dfaQfgp+d/YFPHo8aP9jMvqirLDOxThQ+4NCAWi+H3+w1t5/ddpuFUPZAgryJp9lOEjQgItny1BeF3FlmuDJi4M0FZeRk+n3EJtW9qx3DhB1a8vSZj+anIi4AwnAmuQ2jizoShPnzrBkAjzZyjS9luK96pQqbf9x1j/cfbARg8cEkzwrUB+oU2cvsmQD3wNQDNSiImV2ZMXst7/vq9AIDllWGtPnjgkqI7IvPUftn4N+oavsLAdPVHdUz+ITWy6qyr8HyQrcufwmdKg0ds+j5QMJXUZtcXIBaO6GdZgBIuZiP0cPVnblm+cQf6ez4qgCXAv+a+FuNXA7cyUajmQXYJXQ455JBDDq7xH7B7hJOAJh3yAAAAAElFTkSuQmCC) 3 15, auto;}
20%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEqUlEQVRoge2ZW0wcVRjHf2d3uVhaAhUeStH0YtIovYQG9YmNASoqhfhi02jS2CbQGjVWMRjbxEsTsWkkqYmGCKb2hZgoUtPLAxYvWR7Udn3QYFKlpUZbCEsRUBEWdvf4MLuzM7Mze5lZ6sv+ksnMOXPmfP/vfN85c2YXcuTIsVKUAMUm9a7bLcQulYAkLrgMeO3/k5M5MjjaIqPXa0uK8ySKQwAV2TKyUuGUwdEW9fruypLpyR8e1d4fz5ah25KPV757ZcVsr6gDodJDzE+dw73wrbZaugQyzyPCwGqnNjxOOzBBBkdbCJUeAhnCM/uh7uaptzcDcODVawD/ODUmHD4vUzVY/LUFEbXS1/8zAK1HrxGOkAeEHNp3FAFJL9YuREWXbDvP3MhuVTxAOAJkQTzYnwOKeFCEmh1RFt+LUFx1Ti1HU8dp5FXsdBQXr5TSsnDH8y4WFiN2bVpiiIBbxo80sYqANhISFp7dmQW5iZim0PzUGeanzhqdKAQkPYqgtA/I8pjrSZjE81NnNNdnZdHxY9DlLwVmAGjLoPcezXX+ok2JyTE4EBaYZXV7zcyegic4/fpLpp0cGRhOqPt4+Ccm2w6jzpelQodSzUmIQFF5i4ilT9HxY2r9J8FPeeTSYysiwgmm7wGtcC0HPt/P4ZoTTm0aI+xohpi/B7r8lp2e9HdkbuVKjXJuj557NUcab/NkWL+Ju/yC9hrTzk/6O3jozhd1dVJKhMjqcqO1bdlx8q2ElRNdfr7hqdQSeizqf7lfU7icup8kpN4LGZ3o8uuFxZZVK7FWSAlZiFh6e6HYnDCKh3g5xZ7IBsJwNiX93aiZeC2tyR72p23GhGLgL6ub6TiwmnQ+PNpr6HgXHh8+pVY1N9XRUN+kTu7+gT5CoeguWggljax5MnqeI0kU0kmhmHhhuo1oQ10eT7wQr25uqmNXw26d+FVFa0hj1XRFG/V5h7x4h7zgtn4o0yxVOoqlkka8kb1/bFWv+wf6qNq+k8BkgImb1+FlzSr0zmWjDlk7WItw66X5Gn0QTtRr74ssFgkT8Uf2PQzA2FvjOvFp4gEYbozvrbxDXuU86MXX6JNGJzL+Ilu3fgMAe/c8rRtlrXiATUcrVPEyEjHvLHH0l2srq6mtrObqWICrYwF8Db6kemxFYHv1A5y78BnLoSXygaXntunExwh1L0M3CJeLwGQglXhb2P6ov2fLffHC18A+/f3OS50A/PjM9+zoflB/M4n408NfIJOvTjpsORCJRHC73bq6C/u/pOmjeiAuPkbC6FuPvNi8sVynPjYHrLDlwPStacrKy3C59FOoc0cnug9+YN0bGzPqW3gE3kFz0UII8CBlSKoDYDuFpm9N68rjN8YAmmnlPL3Kclvx5iaks92yjq0f7AJg5OBF1QnbDmjzdOLmdYB64CsAWhGAlOszFq/+IfLnbwUArN0QVMsjBy8qtkMyL9ZuJX4btY2r0DNX9X4dM79LVWxs1GNo0wdsOLAlfxaXYRs8YdH23oLZhDqrtgCRYEg7ygKUdDE6ocXWL3Nr8vUr0N9LYQGsAv41tjV5/i7gRiYGhUdISBz9HDly5MjhmP8ALgGD5SKRxSIAAAAASUVORK5CYII=) 3 15, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
}
div.testarea{
animation:rwdcur148280 0.66666666666667s linear infinite forwards;
}
