@keyframes rwdcur260111 {
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33.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 0 10, auto;}
66.666666666667%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGE0lEQVRoge2ZS0xUVxjHf98dTSxDBlczyph0DNRY00KBpFUUtY90o0EXPjZ1Bcimm7YGea6kiLq2iYJdaJrUuNGqO1sfxAc1YLGhxAh2TJhph90QrDUtc7q491zunZeDcFk0/pNJ7px77rn///ke5zvnwmu8xoIgnr8hElIZbdHEor132WINlAuVvmL2r/KTUnM6OkEBVBh+Hj55siAx3logElI94VBGsxYjQEd8akEW8VxAheHnYeoZ3aVBDMl8XUopOuNTcw3zFLNkAioMP7+mngHwdZpVUkrRFZ/CdrJ5iPBOQLbgBRp7A5xpnQbcQlwi5iHAWBjLHHCQbzga4Hn9KC/qx3hRP8bJu4M09AZQQEcsMUdEZN7kAQxiKPuXD4X2s1C9eycA39wdpPhyBSt+2MDntZsAOHl3kBf1Y7y3a4dLRHdpMKflckGyEgqnuVYhfTQcBKp372T44hVmr20HYPmnN2joWcnw3ToAhi5dBuZSLTiCukBLGISRDDLxtNnORTYHqnbtsMnbLzIEpUCRoqr2FkoUVbt2ADAyO2P363JmpIIEaGghYcQ133EUcZQtYkvQ/EWCbqtEQkrP/oNLV1FWrlc/fYhhuPWLQPWmAUSgobcEBL7/Y4aOWGLecZC/o9N1BNgcpKp+JzWbBgDob5uG3xOiiTf2Buzu/a3TVO3awYNLV+22xt4AYgh9h5M0Hg2ACGfakryL6T6V61dz7rdxs3OBIgp3jRiKzSEaj5Wg1yOVUqYIZWYbw2eSazpWgkopECF97eprSdJ0vGTu/+EkFeJn3yo/XfEpPttQjohwdvRxQUIKr4XCCBGUk5BYrnGkNEhX2xSNvQFzZq17fYeToEw3ko+uZwhBsMnrYW0LAAc2lHMOVD4RCyrm+luTHFkdtAOpv3UaBGavbcf3yQ20AzrJO2f/x7oAX91OIcCFxF8ozMkQoDM+hYi8VMT8BEQT8nNbsRpJmVmje3WW+kaBr+y82WjFhiatUu64//L2LHtDfv0Y3RZ5EaG7NEjn6GM21vQA7TkpzdsCIxMTQiSknMVZRyzhKtbaca8bKqUYvrcVUAxbQX19a4AvrNnvik+RAvZShFhj6LHuDXXktcIrlxI6X+vU57SELqGbjpfQdLyE/tZp3nn8iOGLVznwdjnX6wKu7KGAprKwTd49jnLFxeIIiCZERROiyXeXBl2322MJqnfvpK8laQYrcHb0MbMTcQzDQBA+vjXNL7MztqnefP5PztfZ42cpMxYUxMoyaRcoXVlq8jW1A9TUmr4/dKeOPffv4ysrBeCt0iApa4yu+BSNZWHk738zcrqukwwRdFm+qAKcQpx+X1M74LpfUzsA91fYrmWvuJgP9U3EzADOsuHRyHVv8fbEOsAiITV0py5DhBPa7XTcpJTKmP2nbyxHYe6bAfaFihiJz5COxd8PRBPiLOIKgSGSMcOnxieBuZnPZQFvNjTRhOjgBTMGNDpiCZrL1+R1l/nAs2OVnnCI9ha9WbnCHsv/C9mtdFrBq91Ho9LnZyQScq0Hnp4LVfqKAbPeb48lXH6ur5+uWAYinBqftNtyi8y0mucHWwA3t5npdMu3Y/jKSm3/Tode0PomYhmznwvexEAWbLuZZFl5mEPr1gNwaN16+/pgWdjuJ5iWe5h6VlCceCZAL0IjszN8N2m60qF1611ZxUmwuXyN7XIb16602/VeORc8E6AwyefKOCcejWW0bVy7ksFoMqM9A46SYslcSOPEozGay9fY1wezFHGQmYHAnBB7P2HtwT09mav0FfNBpAQRQSnF6YmYTV5v+tPJ6/bBaJJ9oSLX/fZYwrUhAo8tsH+Vn5+jSZRSiIg7WK0YSM9IIkLfRIy9aeSzoa8l6X0adeb0bIRzPZPtJDsbPBewL1TEhWiS9y1XOlgW5vREjJ5wyD6FOzU+abvWy+AsUYgmxPMgFhHXyZvTLQxr7wu4LNNcvobzf2bW/q6PJVY5sSRZSJGnmhQh21ecvHDUQp5/H6j0FdvrgUYhcZAXSyJAI9dxefoJwyt+zfTWhQo961/Ap1jvBOQj/zJyi/gd+TVe4/+O/wCAFHArVWYLvgAAAABJRU5ErkJggg==) 0 10, auto;}
}
div.testarea{
animation:rwdcur260111 1.2s linear infinite forwards;
}
