@keyframes rwdcur15868 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEqklEQVRYhb2XW2xUVRSGvz1zOp3pEChlSu1FCm2BCi2SoOUiJdUHEQMENMQgEBRvgYCNeIlEsaLBNAr2QY2KCeCDCppohWikIWqiQVoUkiLaC5dCSyl0mHamc+lclw8bKa0YO+PAejpnZ+fsf6/1/WvvQ1RiEpSIBCQsAQnLT9Ih3MQwQkSxrZoFkRiYFCwpxS39AvA5rTxOCUopdcMExBC98LsP6pFtPzCqrgJGWuHNRSwxF9ItfmnCRbnKS7oQ5ZOQ2DctAIcdQlF4cja8dgAcI6A3AN4g9AbYsvd91nE7DmxJzYjpNG6oKNKLZaTBnmPw3N3g6YeFU6BsHOxcTlXlC1RzhDbciEjSODGVqkzVPb8GOnp1BrxBOHwWni6HIgd09GK2p0JZPtuff5UJK+7hAxqTJsJ09WlEKkzPgf4wHO2AumY9vmYm0e4+aLkEs/LhkTLWVq5nB8eTImJAQEYa/HwGpuXA9Fw91tI9IM5iQJsLuvqgJJunlq1iJyf+twgF0C1+yVw2G3Y/jLJbkHAUW0oqACGiWDAT6PFAwzm45IVON6wvh4211H/4JTNVdsJQGgAHOadrvuMQ4g+DN0igYAyk28DpI9DphoVTYc542FkPLr8WWlFECz2IiCTqDBPAclWs2svfgMZOKBij4QNdinmFWsh3f+r0r5kJRQ5MKCi5hVU1m/iDy4kmYICBfZzGvGsFpKVA7EpZa4/Dvt+1OwocsOMXaLwAs/KxYsBJJ/zaziEuJMzCoLQ1i0smr74XFpfo7tjpgXHpMGkshCK6XXf1YVtQSgZWzn/TAA1nwaQ4VbWXQpUedxmMwelQmvb7bhs0KcVuBSAcCEJJNoHzl/HmZoI/pB2ybi61nEqIhUGTP5YTUsc5PtmwVbNgTQGLWS8SE2i6CIYZujyw8g7IGamtu6QUXtxP+zvfcqsaGZcA07Uvq9VUtZJi7npnA7j8Gr5IDJw+uNSnS5Fu02B+30pKvgNcfux2O8wt4G2OclkCcbFgGjqwQE1Q2yjXxJuUPqSKx0LOKDBMulU7fRCJEm69CBWFWDCBy0/N0vXEiI9F43qDTgI881E1NZu36l0PYeJqWA0yzXYsmOnp8ujsQFwsXFfAIlWovpaTwusvUVO5WZ+UDrvOSF66dkZ/BAwT3d4ubVGLAcVZ3E8tL1M2rN3DEAiHxlfSKgdp572qag0laDZiVy4xI1J1j3B6GVW1GPeBRtjdgO+zeuzKMqwM/IOBa2OpmqjmkUvllk3gCerFrSmah3SbXtxihjQL7qBf29JiHu7m/1sAwENqsppLLk9sWKvh6w9rZxhmmJKlnyMxqGvS7ghFkysAYJmapOaQzfKtG3V3bLoITu+AS8ZnQFuPnjwpM/kCAB5VJaqCPOrf+hRema/PgR9PgtXQqY/F9MQrThhuJHSEbpffpII8ZhyphkNntAMsZvCHweXDV7U/ORD+WzyrZqgZKkvtuvMxeGAaHG7TjctqwJ5jRIgl8tnE4gtpkWZxSbO4hG2LhfGj5e8fm5sardIjZ8UtTMmKS0BCJbheTFSjlYFJ94k4ImkCQF9gidyAPhDfF2/Yf+zwol08cQH4Fy8u129PpGu1AAAAAElFTkSuQmCC) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur15868 1.6s linear infinite forwards;
}
