@keyframes rwdcur149981 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHzElEQVRYhdWXX2wc1RXGfzNjz65n7ay98oK9BSGIY62JIwEBFJFC0uYlDyhyJSNVaiueqEqrPqe89AH1hRbEY1uhVqQCCQRqIkQVVJ6AhASp2iiiWEsSCdSNXe+u17szm52dP/dPH5w7WgcEad96pdFqZu7c+53vfOc7dy1uc7z44ovVfr9/Ik3Tx9M0rWqtK0KIvNY6UkptaK3raZp+FEXRO6dOnarf7rrWt0144403VizLOtnpdA5dv36dwWCAlBIhBFrrbJ5SCq01WmuklBeFEC+89tprZ/5nAOfOnVucnJx8JQzDJ9577z263S5JkiCEIE1TlFI7C1g7SxgwWmssyzJAPoyi6JkzZ85c+a8AfPzxx6sPPPDAqTfffNOr1WpEUUSapmxvb9Nut3f9lkolyuUypVKJYrFIoVDAtu0MhNY6lFI+ffr06bdvC8DZs2d/dvjw4d+/9NJLNJtNwjCk1WpRr9eZn59nbm6OQqHA+Pg4juMgpSQMQ3zfp9lssrm5yeLiIjMzM6MgSJLk2bNnz/7hGwG8/vrrqw899NBbr776Ktvb2wRBwGeffcb09DTVahXXdRFCIIRAKZVtoJRCKZWB+eKLLxgMBiwsLJDL5bJ3Qoin3n///be/FsDLL7+8uHfv3kuffPKJ12q16PV6nD9/nsOHDzM3N5dtnKbpLgGaCA0Ic7+1tUW9Xmf//v0ZCCFEGMfxg+fOncs0MTYC5k+XL1/2Op0OQRBw/vx5jh07xszMDHEckyQJcRyztbVFs9mk3W6zsbFBpVLZpQHDSrFYZGlpiU8//ZQDBw4wNjYG4Nm2/QpwZBcDzz///IrjOKc3NzfxfZ9arcbS0hLz8/NEUUQcx3Q6HWq1Gvfddx933HEHruti2zZSSvr9Pq1Wi0ajQbVaZc+ePRkj3W6XjY0N9u3bh9baMPiDCxcunMkYUEqdDIKAKIpotVpMT08zNzdHHMfEcUyj0WB9fZ2jR49iWRbD4ZAwDNFaY9s2uVyOu+++m9nZWdbW1pifn2dmZgatNVNTU7iuS7fbpVgsorVGCHESOANgP/fcc9U4jg+ZUqvX61SrVYQQJElCp9NhfX2dRx99FKUUnU6HTqeD7/sMBgPCMCQMQ6IownEclpaWaDQa+L6fia9cLtNoNJBSGp0cWl5ergLYwIkkSbI6n5+fz9QexzG1Wo2HH34YIQSdTodut0scxzv5u2lCUsrsAlhYWODzzz8nTVOklDiOw8TEBP1+PxOs1vpJAFtK+bgB0G63M8WnacrW1hYLCwtYloXv+/T7fWzbplAoMDk5ied5uK7L2NgYlmVleXcch1KpRK/Xy2y7UCgQBEE2Ryl1xAComhLb3t7G87ys5JrNJrOzswyHw4ziQqHA1NQU+Xwex3GwbXuX85kNPM/bBcBxHG7cuJGlRUpZNQAqJjftdhvXdbN6brfb5HK5jNpcLsfExASO43yl/s03N+sdy7LodrtZ3pVSNJvNUdOaAxiTUuaNqWxvb2PbdtZoNjY2sugMzea92ci44iggk0IjxNHmZeZKKT2AMa11ZFmWZ9s2pVIJKWUmrkqlgpQS27YZHx8fFVBGrYnQLG7EmyQJxWIxAyiEuFWwIYCttd4wDNx5550Mh8Nsk3K5TBAEWeTGekdpH6VeSkkURURRhO/7eJ6XWXcYhpTL5Qy4EGITwBZC1M0C09PTaO1nUZVKJVqtVub7oyDMs1HxxXHMcDjkxo0b7Mnv6EcIwXA4ZDAYMD4+Tpqm3Ky6ugHwkZQSrTWHHiny89V/Z9ROT0/TaDQYDAZZWkajHgWTJAmDwYB+v8+PvnedX/90p2UbK/d9H9d1MwBhGH5gALxjALQ6kzxy7ybLS8PsZHP//feztrZGkiQZMyaPZjGzcRAEHLy3wa9+DPVmmTRNiaKIZrOZdbw4jo17vgvgXL58eWv//v3HtdZ3pammNDfB0QPr/P3ijiBd18WyLK5evcrU1JTxcpIkIUkShsMhw+GQIAj4yfev87tfwIV/3cVv/+wwHA4zL6hUKgBm7kXgBQAHYHl5uaOU+qFSin9eybPy3QZ23mXt6o4n5PN5JiYmMiYMgCiKCMOQbrfLiUObnDhW4K//+A6/+aNDGIb0ej3iOKZQKOB5HnEcEwQBUspfAvWsHQOsrq5+oJR6QmvNbGnIYvkSf7u4RD6fz3IuhKDb7dLr9eh2u/i+T7FYxPM8crlcJjITuekZlUoFIQS9Xo8kST78ynkAYGVlZVFrfUlr7QGEYUitVmPfvn1MTU3tcjSjAWMyxnhMCd66uZTSPAuBB4ErXwEAcPz48VXbtt8y91EUce3aNVzXZXZ2NjuEGnMx3U4IkandCK5QKFAsFpFS4vs+URQBPAXsOhM6ozfXrl1bu+eee5pKqSdHu5pSii+//JIwDDMWjBaEEFkVdDqdLGpjQr7vGzaeBf7CLeNr/xccOXJkFThlWZY3Wv+m1Pr9/q7SKpfLjI+P47ouQOaIvu+TJEkIPH1r5N8IAOCxxx5bVEq9YlnWE8btDJDRa9QT0jQljmOiKCIIAoQQHwLPMJLz2wZgxsGDB1eklCeBQ6Mdb7QnGEMyphSG4UWt9QvcPPd90/hWAGYsLi5WLct6Uil1RAhR1VrPKaU8IUQopdyMoqgex/EHURS9y80a/78Y/wE1hY7VWSzleAAAAABJRU5ErkJggg==) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur149981 0.53333333333333s linear infinite forwards;
}
