@keyframes rwdcur59587 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
80%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFKUlEQVRYhb2XX0zTVxTHPy0t0FJaIAWpMiCSOVfRTqJLRWPI1IlmZKhhMS7ZFjQd8ckME5vMSHxw6R5Itqcpiy7uZc3YH7IHM5NtJguSTiOjhCGwIKwRWx3Wgv3Hn/W3h19/pYW2tDz4TW7SnnvvOd977jnnnh+sDRpdnv6ShpJ/dXn6S4BmjXqQr3GftkBVfLRh2zv6QlVxM6B9kQQUQG2RpqyitqoenaasEqgFcl8UgXxtfvEBg25jrjpPyzptVa4mt+ggoI+Sy0pnThZr5dH1+nXa6o+2VOwpkUWEBQEWPDMTWv/cs1GgAigG5oEwIGRDJp1hPbAD2A+cLtfVLESVpxrNQBkZeEOWofF64Mflk5cdx9mgNSbIpmaHaTtjBwdHgF5geq0EEozbjv8cm7DaG2PGL7XeSLrZgQMc7AT6gUgqI4o0BEqIO/l91wAA1/usdPTUAyQY//ja4YTNTa0OACPgAp6kMpLKA3KgDrh72XE8YaLNbMfSaWKwW8UHn1WvuIIEEsYLQHovpAoSfZR9Ugx2q9jWEsLtcTE1O5x0TZw8bZFKdgVyoBK43tFTj9vjwlBembBgW0so9tvtcaXTD+JhKgAvEGSZJ1J5QAvgHg/EjLg9LtrMdqxmK4PdKpbPt52x03bGTv/t+/Tfvh9TVFtd/9Xrm/b/U2OoPQ1UA0XxB18eA/mIwbcX+MbSaQKgq925gqGl00RXtyi3tJhoOnQsYb6p9QJnKz6npLAsPLcYzB8Y78PnnyY0H/juzsgvHVFvBGWIBUMtnXzf9mNOX8DLvbFbopF2J1azlYbqBhrtjVjNVmwOG5hFw4aaAnZsakzqxibjBT492R0uLTbk58hz8AdnmHw8ytjUIB7vQ2ZnvH7FZsMOZ6FGV16kLUWr0k3vMr6JDBn3xm4lKGu0NzJiG2GzdXPs1BKmZoeTFiSA+YUwQiSCLEdBYUExWzeaebliK39PDPJtzxW5Iuj2y3ftPcD2rbtR5OTJC9U6nvimEpTZHDasZiuTA5N09NRzsbmPrm5njESyQJRkSmUeyGQIEQF/yMfk4xHGpgZ54p1CbdBEFGqDJvKX+w6PAg/QqHSRXcaD5CryU969hJjx8QCGmoIVJC4293H+xJfkIGfSM8rAg15mAk8Jz4dWjwH/3CxbXtrJtZufgBlwJCHQKd6/obwyIeoldLU7ObrnQyY8I8FcuVI9/dxzbtw99B1iOvqBRRDTIb5M5v/65/cGYP1cKHQv3pjkjfjol1xdt/vVJD5y8kPvlUPAGOLTPEsGdSAMeICxgYneIyC6uqvdiZSSMdkyEvGjzWwHeB+xBD8AHkVPvaIcp3qMglHGGGoKlgx3LpGxtJi4aOtbuXPpuoZZ5SmGDB4jKeolAsAKj8QjelXHgN8zIZAOZcB7LHU5V0nfBUnjC2A9a++4Y1AgtmBCR0+9pLwVOFFaWBkCBEunSQCEUw02oW1fp1Cu2xgCXiN9n5GAdCwjgG+Z7CHwmxzZjUOmkxEpM4rUpfiC04sIkZ8QG5DFTAmsBj1igyl54A3EmrF/Q/Erc5L87OGrQqXeOBedz+r7YLV78gJ9wNvR/z7EVB3KVSjH3t19XlwUeIxSrhxBjPz5bAhkSlKP+JaXRGVqwFJXdcB97q2vZ+qq9rmBUyxV1IyRSbBEENMpPqXCQP/z8DP13EJA6w/7AAai8qyw1lSJAK7ZsHfo7uhNnoefDSEGX8r2OxWy+TRbDkEu5Cg9Tye1C8K8ff6/4B/AQrZK/gf7kwsinrgCpAAAAABJRU5ErkJggg==) 16 16, auto;}
}
div.testarea{
animation:rwdcur59587 0.5s linear infinite forwards;
}
