@keyframes rwdcur143536 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 16 0, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
80%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADx0lEQVR4nO2Zv2/TQBTHPwYGKKpU2iUCqQiSSN1QhYQQEwtqJsRCJ5YiQGqH7o0YylKJBSQGunWl6sKadOQv6EzIVCpl4cdURFt6DM4ld2c7ds4mPtN8pSj2+d3lve997909B9JhFjgAjoE7KcfKBV7K/h+Az8B9fDJupHWoSLgLHBxtL4qj7UUB/AGe5ezT0Dhv23Ht0dz+26X5ydLUJQDmrk56nR+HD/e//XqVmXcjwDnLfk88D25dv9JreHxvFiEA2MzAr5HBhoAJ4PXzB5XAgzdL8wAvgOl0bo0ONgSsAZ+uTU8EHty+OQPwFfiYzq3R4YJFn5cxz2e7nyngp8X4I4WNAi4nsJmhAMGDHQGHCWy+W4ybC2x3gf8GYwLydiBvjAnI24G8ceYJsDkI+RAZepEjUhAgEKL4LKQigDEBZ5mA07NOgKKAIueCbJZAgQmwPwdIAsxPcly0/u0MkU0OGF4BEyQrq/858loCTgQPKQgQxyfgnfP/WhHCPxmK0+w8GxHGtYBtR+F5gOjXBB6+IgqGVB4L4xxQxPOANQFCCDzPC3wXDdYEyGDN76LBOgcc/j4Bz/N3APW7YChe1soYtlMWl+0KI4XCODoA6mQMHU/Rl4BgHRqilrcfuUCwjmiImiDFK9qiKyA17KvB0cFmjSfu43ISFABf3vUbKqvJOkb0CY3VVQJEsw7lUjaDlUtVvMUWhMTrYg7Qgi+Xquzu6QbqfblUDW1X79udFmKnCiHJ0jUCAsFvNlqaEnb3opWxXNPJUu+jSHCJgMjgyyV/LcvZVgnYbLRod/zrdqfVa6+s+vdxJLhEQA9hwQMBNajyl1ADDiPBhCsEaLOvBq9iZSvZYFF27U5QBa4Q0IM5q+bWN+zOELd1ukBA6JYXFWhcQN3tToNcBmqukCpwgYAezKwfFaxsV5NeEnu/j/7MKQKGRdiuMCycrgXkkdbcFdS2la2+3SD7KDingJUtWNhIbgvJa4SwsZ0iwDzIDArMTHaDbCur4ckRHFwCYqeqOesH1uL906BdnMzDlNSs6/cuKMBb2NCzsxmshDwVyhOeiTjVyHHV6tApBbQ7/dls1vUZXK75My6RdN1LSMWYcOl9QO9AJCs+tQ5INfBOaG3hgRtLIIBySZ7b9bc7NjCDN4/aLikAuiqA/nJQE5xUgyRFVYfZZqoJgrOvXTiESBIiggF8AqRqZB/z5Uk3p2gxu0gAdEvVZl1PjOq1RNhzdQmVS1oyDcTrKgESPSIk5HYZVvObdopNZJyuEyAR9s9PmO+mXWx8fwEgCZBiAHzYCwAAAABJRU5ErkJggg==) 16 0, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
}
div.testarea{
animation:rwdcur143536 1.6666666666667s linear infinite forwards;
}
