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10%,19.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
20%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJK0lEQVR4nO2aT2gj1x3HPw5DeAQRhiDCUEwZgilDMWUOpuhggiim6JCDDiaIxQQdcvAhB1FMEcEEUfYgig86+GCKKTqYIoIJIohFFB9E8UEEU4ZiyhBEEEWEYRHhsQzmEQamhzcaazfe7I7iXWc3+oIY/ZmZN7/v7/v7vt88DSyxxBKLYPTNKL7ra1jiLnH6xelSAb9o7H+2v1TALxqviwLeWOSg8FEYu+suF19dvBYk3IjZPH/6RS8GuP+X+zHozJ9+fhobbxjxwZ8/jrf+uJV+P7//q9InrCxy0M69ndgVPk7eZDhRjA2H5v0GlmVhvGksdM67wkIXu/beWtyvuWCAnTdpng4JhEOhVKFcLpF7K/fKkJD5QsOrMDZzJqpT1V8IQEGr56GEhcw5NBoNcm+/GiRkNkHfH+NYyQfjelv7wMXJKezIp7hVZPpw+kp4QHYCLj3sVRui2TciJaK0YVFcFTS2TGzb5uKrizh8FP6siVhAAT6OJfSHCEDp9wYIBLYlKKxZ9OtFqpUSw+GQ2yBh+nAaX/z7Ih59PbpVUhcjYNVERUngEWAkKhAgDIEwwLFNjqoFmrUq/X53oZKYfDuJ9/60F+ffycf2qkW1XKS46WKaJhu/34gP/noQT7/7aaVmPHuXx+Fd+tRcGxWBiJIzRIrUDZMzigicVZNGxaV50ECFkunDaZx/N/9c5th70IudNYdq0ca7X8SyzOsfFQz8Me3eEc5Bk5N/nMY797YXMt1MB0XfR7EQgvFhGSEEIsk4AhAmKKXJUKBQEIGKwJ9I2gMf94Mq5e0qq79e/dFxw6sotlcturUChXULLS2uS27mPxEM/YBKq0+z1Wbno53MJGQqAX80xjLRkr8JQqTlIEj2MbQSqlsO47MOneMWo28mPypb3/ewcorCmqWDTUjVjFt6m6CwZtHdK7H7cXWh7jNTCahQYubmgp/LBNHsApMLJlGH0mXhWCblTZvB5YD2oWT0zShee2/txoypUJeUjBQigkAqhqMApaDk2li2DYZMx7FXTSqbNp1ON1v0ZFSAlBJTPCX7JD5gCF0OMy8w5pRgmZRcC3Pq0T5sMvnfzUpwNwqMp5LhZUD9xMPd69IZmfSljbvfp3s2nBtVq8O1LYbDQZZwgKwEhAohrqdANf9jpNAmKK5LATQRRmITSetcXLcQE4/OcYvJtz908dxbxkq73aF8MGAsbPzRmN6D3srp5ycr3W6XWsdP/EZvFCBDiZW3njzV7RKgQomZxJVOg3BdAmrOoAwzrVUxmyYT2HmTomsxHvbpn7ZvnCK3P9xe8Uc+vS97K/Om6aw7qFCilEJFChWBUorhSOJuuFnCARYogZkChBBz3WCCSCUpSWaDdJpMTDHpEUCXQ2XTpt85YtDvMv3uh83Nkx4RXoVxfa9Ocd0CgzR4GSr6XkBlu5IlHCCjCcpQpgasIjCFrkERzXxBQST124SA6w5hTjEJKbZlUis5NA4amJZNeBXGT7uTvPzPZey6BRxT0d4tJPLXCmj2PCqVCs/bY8wjYwkobYKR0kHNpJ/uACiVSlTOMqRUKoz0mOQ4Oy+ofeCwu1NGSnnjuKOvR3Fpq0CjZNHdKyIMkEq/Ouc+XiBoHR5ljR3IqoC5WUChTW12BjWX8VkDpBUxl/u5kki3aCU0dwqUtkpMv5vG+Xcez2Rtr87ulkNl007rfhxI6p0hQWTR7XXJv7PY7XfGWeDaBEFLWwd73fXpTCcGpRRylvkwyZrUNSulIgi1OlDaL6sFi8Z+g/Dq2g8u/zuKvfM+tZKTjtE5H1O636dUqeF5Q9Z/u77w2kMmAsyciZwrZZVkUCXv1VxdzstdRQo5R0gQ6pdSmghvoqXfPfcQKMajcTrG4KxPybUQQqCAdt+neRYwOB+y/9n+yk9dfcpUAiJnosaPzf4pCVLNqSBSCERqfOOp/m08TUookf9wFOjZxBAMfEmt1gBDsP6764wOLzzGU0Wz6yEMaJx6eJc+a7+5uYvMikwEWHkTX6nU2eE64FT6yW/KUAhDpOVRaQ0oFV1sy6TbH2DlBZVyGV8KyuUytTUba9X6wXpiY7/OcFjEH/kEU0mtXrq14GEBBUilktpXKHSAKgQ5Z4L+ROKsmogcmEKgIklh3aJWbyKEoHb/CFAIYbL6q/zK8d8OnzrmbQZ7EzIrQIaJ7A30lKe0/KXSch9cBrR6PiXXolUtIISguG5DBLu7u/i+n2np/PTzk7hz2kdKXS71vTqb72/eGinZTNA000DnA5/N8/5E0ur5tA5bjKdS3wMYumEquja7RYvdT3afe7yzf57F9b0a9QJ0KhZlS1IqFTn/1/ndLIlZqxZBIK/rXUEQ6u04kDROPDqdDpXtCv5EpT4hhMAUYOXANiS9L3vPFUD7pENty8G1BWZOUC061Msu7ZN21jifikwEOGsOgRI66xFJ5hWdoU/91OPopM32h9sr+XfzK/aagzeRae8vhKDk2viXHr43JLyKnkmCmrXe6nGzFU9bkFkAmQgw3jRW3HUHf6IXI4a+pHY8ROVd/EufnXvXS1KlrSJDP9B9Q3qHCLWSg3cxwLsY3jzIHIpbRTqDcUr0eKpon+m+/7aQeVXY3XBpD3yqrQHdEbQ7XXpf9laedOvCZpGBH0DSBM1IEIZATbWhRd//uAqq1SqBYVG632X3aEBxv0tl93ZNMPOJeg/O4qPDFrW9Olt/ePqFhI/C2LL0zYuzaqaloCIYeGP60ubo+OiZ/yNG30dxt9tFSkmhUHisSboNvNA5dv/T/dg/a9Pc0dNhUs50h2MGgeD0wdmd/3+40AMSz4tarUbXk/iBTLtEIoWdFzhugZ/6p8Zt4IUSkH83v9I6aFJtDfADbZwqgkbXw91wefK297XF8d9PYuNNI954LxfvvL8Wf/LRdvxzec7wpWUgfBTG/X6fZr2KnTdxNooESnB0dHSnT5W80BKYR+7t3Ip36WFbFq2Pi7giwFYehULhxgXRl4WXRgBAv9+nUrAZXI7xJ5LCmokKfGq1578/uG28NALCqyj2LjwsU1A7HiLWS/RDF7dQoFgsvazLuDuEj8LYeEMb4f6n+pG66cNpPL/+99pj595OvHNvJ35WC7zEEkssscQSSyyxxBJLLPGi8X9PXs4S335XHAAAAABJRU5ErkJggg==) 12 12, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
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}
div.testarea{
animation:rwdcur214892 1.6666666666667s linear infinite forwards;
}
