@keyframes rwdcur232095 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 8, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADjUlEQVRYhe2Wb2gbdRjHP3eXP22SdjZ1vV7FGVlNHUodLQRWWEF0OCGvBBm6FxpfVCSTvZK1r2S+SffGUdNSCuJe7IVkvi3UFxvOIbFEWrRFkrVFS2oXTpx/2iY0ae5+vuhVkq51F0zwzb5v7u75Pfd8Pzz38HAStar3yhgLly66Q6NTwBCQBG4Cl4upYbPWclINxnHggvU0z8KlfndodAY4u5dSTA3br2dJtmm+WWEO0EfvlbliavhVYKky1RNObtYK8Z/lDo0W3aFRYQEITzgZt/uu419PT4zIgFEVS8ceaHMxNezeA7B0AXjfDsDDPsGHFfelg8wrIKrOPOHkWD0AXrauS6RjbjsFLc0Xpgcu1gNgAPiSdKynRvN+Tzg5ZStb62zOaaoSOvDwxMhuke7oXA0AeMLJGU84KR6eCbJAkU3P01cPhEjH3rXM+2owv8vubkjaAgCZ6elvBra7Xp96AKI7OlajeREIWo83bQLA0aMqn8XjJwuB6LUqiJWJqkHyRcShbbVa7qoIXbZFrXa26Ov3hZhdEWJ8+nfhOxVbroLojsbpjoo9AF9EFG0Vtimps9OnL2Y2O+4XYPU3uD2/QfzTz1dbl6PncrqRsiA2WZloqejA0tY1qcd7bvWg+djKJwItdgFkCcN0OsHjhLZm6O1p5a03zwc2nokn/unEysT+gkFfRMzkE4F+YL4iPl6LOYAMZVwOaHaBvwWO+eHUC16GIucDG8HxxL7BVICP2J3ws76ImLIgPsknAlI+EbC1fqvUpTpypZIQWwUh9D+FSK8Z4vaPZXHj25J45+ofwnt68udD90QdJAsEDgVcDmhymrQ2m7R7DTp8BoMn3bz39muBv3omv2gUhAwgySBLJk7ZpMlhcKTJwO8t81TbDn3H3YwMvXJs6/jI9UZAyACmaSIwkYSBIhm4lB1aXGX8nh2eOFLi+SfdfPzBG8GS/8xkvQEcewCGYWAKA11fw9/egVMuc2YweAenT1ZKuRJUb5m6SVOV3Pb2tsjn82J5KSM0VcnfSFwX67/cE5qq3NJUJdwI3yqASnNNVUKaqixms1nxXWpWaKqy2Eh/GeDe+hqDp58rAC9a2y+7uDDHY23tANmGdsFqc75ywq0upDOZjLjz9VdCU5UfGuXvyOnGS/uDOd1Iaary06967tk2/+MA5UYBHPqTqalKF3ALmAXGcrrxfaMgHumR/lf9DVjmXqOVLbF2AAAAAElFTkSuQmCC) 0 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
}
div.testarea{
animation:rwdcur232095 0.53333333333333s linear infinite forwards;
}
