@keyframes rwdcur108332 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 21 5, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHLElEQVRYhaWWa2xT5xnHf+c9vsR2EjvBThwTQhqScMmAlJEIGKwgtdLUTYNeRsuXal+2apOmatK6aWPTpFXauikT2o31om6dxNppLZugFBhk0FYUQaqUEEIaLgnpTK52jO+xj895zz4clwCF1NBH8odz9Dzv/+f/o/O8j8JtwgQ3UPPJ8xEvjwJZE5b4dKZWZug772FLPsO/N8JloBIQQBbQimU5BXK3O//GsN3hvePGB6HSFrCzLSbRwgkeinn5ylI3P/nIiZ8YPxoA/QtWanWxdrQUcYrUt4ubihfF+J0E7IL0/7x0VpXxHQEIg+QEPJkNcKbby1NAsAixohRxAOUmmKaOdkY+6Ad0E3xYP/4LrQtq2esVlCMESIkCpHWiXgPyKpWpCI/dD+kbzjt1dy3Y8evtomPb66Si0ySj+5XLp/Y+t+/3JzrI2BwBdvmhXJWgSIkECgLcNvyGDUZ1+h6AEcAfB3ceTzxIpqQWzDmw/ol6sWHH3/H4vkwyAoZB68SF6HpTH/rpyec2uiSoElyaVZRRkXknQhcCoUuyOU4d+upveo62rH/yaCZ2THZt3VEKwJwDnY+9gremk/Q1WNJJo2nybGbGXxfu36gXU9RigeZulvGG9smw0xUa9/iIBO5Dq65ft79xzbqedGxSTlx6vRTxmwGy8b1AkEDjKoCpzDUCA93UXTlG3oCoCi1AQYXR9q+Ja4vbQ+8vXM4vfEGrPp+F2NgoumajYsEyYH8pAHNfwcvffkke6PoeTjcYOj975xXaxvZRIxIEVSslISCneslXL+Saq5JEPs0zg8d59cDzHN21hUe6HngEPd+PojjuoDePAwBVoVB9KsrzJ1/j/pF90LiadCqJPTJMCOi1gz24gUjDKsJuH/ZwP0+//TQGMFSge8JgVB75004uvN9fMoBpDY7KJLj/eum9rV/cc4a22mo8q9tRKyvIFXSunk5hz0Vx1agc69jE4bpWPlIEK0fP7FmjyekJnXNdSfaMGej0HeorVfwTB4IG2Lo9/OrhltD2+sWLcDjsoFq+l9ltKIEghKNM2R2EPjyBCGziS94gbfGJ/zwR4V9A9vt3o3oLgDgAj7etXP1406J6UBQQxaabJtPX4ojwEMNVKoZTYduFg2x4qZdj675FdKTXjeWgzYSkMo/QnUJJQOvpptDRzStWNKhOOygKptMJCswkUoz199K7QEVZlmdZT4aFGXm9+GCWcX+CLdthmhIvn1tDHIRVLbW1DbZkCuXqJDKeJJVKMRweo2+8m6O1NpZGCuT6UgQy8qbLY7mDUNrLrvycm3cdYgSay30+ZIWHVKHAyPlBBk53czLWg3DCNz6OENITpE2o1MGlg6NoggEsdfNwF2wD5HxCdwQQPmqlx8no9CSJsQEMPUYNHhZmvSwbLjZYQlMU7Aao1YtRQssxgTobXFwNrg5+/t0lVN8TQFY4yqYvXkIZH0IXkPRDf42b5ekECtbcdwIdAnLL1+BtaSbQugSzYRUeQE/W0RCn0axg5z0BaIY25pq5AkBECHoanAQTkZvuaQkIXz21oTpwuxC6QaCyEgm0zkwQlLDhCitMcJvQbMIy84aNal6At7KczEiISDgRlCy45MCRt65bQ4AJVOSgwgBR0C1LVBVHmRNU8NvAVQWtDjpHYC1QDpQBoeJOMT/AYIFTHxtEUSAwC7GgG5tQkUKgSqv/AEoqhcQEhwPTVYbirUTgxZ4AGYYqKBuGplvOL/9MACDbr8l/pkwwZsHf4iDtrLVEASkg5wBdJhiJRpGK1Rw9l0cYCcYFnC1YubOf/sfZUgB4McVvcwbJGr+gMDXJWb+19ejFFugC0jbwBvyIIkA6HkeVMDsL9T7ICvgQxrG2Yh2YViBWEkDYYOTQrPzxOUPKjn6DQDbJuXI3urDGjii2wVs+56jUdPxpaMf6VK8IeEEwpMCgAgOKBfOZcX2w7U6xe1QNHtERrE3kmFIEH9S6rs9Wu4SCYYBugKbhtdtQM5b4bAqOTxCdklwuRfS2AAAvtO18648PdlEwYXMyzbRDclyFKaw2JCenoFAAQ2Kv8hFdHCBpgxlVZVEV71FCz+cFQBH6y2u38lrHD7Ep0BHJQ7MX01GGIQTayDCaoRdTBVpFBSYw6TM5Mssbdyv+aQAtq6Go/HLTUxy5bzuBHCydTPGu18GQ24WSjxAbn5jLt9l50wU9BRk/luPw5wfIpbNggtPDM1/fycGKznhNGh5MpBlpzNDtg8LoWRLJFCgKmlBoygjiaXHAgPjnB5hNJjElf5gaRqp2fuCt3/qPrNwdM9DazgvyKXjXDjMXB0lIA72g0SNlrn9G/vlexMFa9eeifEHM9AUDh015Vl4d/Jtx/C9vvJPMvj2gmQdrhekdLNDYXCYcsdwsrpkE4XRKe3Yy/8245NC9AtztFuV/yMXmWYVNj5axol/jxVfTvHmv4gD/BxPD9LlsSk6CAAAAAElFTkSuQmCC) 21 5, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 21 5, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 21 5, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 21 5, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 21 5, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 21 5, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 21 5, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 21 5, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 21 5, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 21 5, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 21 5, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 21 5, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 21 5, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 21 5, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHM0lEQVRYhaWXa3BUZxnHf+97zp695LKbewJLmgRCIiDXBCstlUG042UKdRxstWrHcawXZjqdsY7KB6fj1E7HOjKOxWLHtgxOL5QaoQg0Y6moRdpSDSFEirgm4ZJNNpfNXs+ePec9ftgQExiHBZ4v5/o8///5n+d9nucVFGG/DvKgH2wDWiM2/3jO4si3Amz9W56jezNcBlYD5UAKGAUs4LIoIrZeDIGAhxWLdPlA0sXen1If3RFg22qDn94NR4DHEuArBwlUAybQVww4FJyua2KMJ11X4RWkVhlsbDJ42OtAaArfONwVraTr7RLWA5cBW4AqEn+OApKWzpVE3usF7Cs3XWg5BxukIuDRVXU4IH/jsRUKMCtZmYV2P5Q2pPn3tItVLPhcAvc/uVV2bnmJ5NgoibED6vyJ1x7Z/4s/p0m32JX8qAoCjgIThS0LOnslIQGkTQZaYACwErB8gpKWStLdxRDQZs7KquIiVN9RpRtLAmZytVle+4DV2PZQeF7bXW2j7y+SgCtATeubcbG9079QGYS6DUqWf/X5msZ1X3pioK2ztevUG7uLVsAFY9Oazc8HAsG1+XQcGlegA2W6p9pMT1RbsoDkTB/7G+42dyz55PGvR89utDUvkYZWjoaXbZW1C9mWGI2q8aGfFwMOoLtQCugbx4fevJw3w6na5vYYEErE+NSJVwhH3mBYgdeBeRrkJLy17su+fy6+c+P9Ylau5zIwNjiAbemUVbUDB4pVQAf0H770/Zf3hJdFjj307CvBfI6P/WU3d0X24k6/ZTogHDD1Gj5oWEwOQWsyxqcv9LEq8g7z+7rYORm9t2vbwccRwihagemjBIiH6muN5Djrevaw7j/7cZs+jJNOoo0P4PNCj4C6ylY+k56iweOndLCH7xz8Bg5wNs8fhx0GVPfT2/ng7d4bJWCnQIYu/P3jX9v7TcLNYSo6OvAgMJVL9GQaTy5GeRW485spcfKsTMTotswX37NUdNjm9FMJfnvJwabncE+x4DMEcqC6Svjx7a3ztoQXhPHqGjgKhMCrSUR1Hc6lGP0lICZGyaTjZKrC9GaTXb+Pse9GAK82CVg74PNrVqy+r2VhM4bXA64LUuJKyeTkFPJSH5FKyPtKuePSmyz/3SOMnzmK5/wJ362AAwhA393aeOYLHasW65osgOcLhXAqkSTW18PpSg3rQxPc9r6kIfs/530ZdfnxKdYkFNGbJSDDGmtXNM5frOsauGBbFulkksHhKKdHjvFOrUHTWI50L9Rk5jqvNOS8x4LsunLtFtlbZpt+b4Db68rKUEoRH7zIxYEI484EqQoIVMAdkRgaEAM0ASiFpCCdUrDSL+/59qS672k4BEi3UCgtUajW11dgnsYCj+sy3tuH6D9JIDOBTwtSlgvSHil8kgkYcci7AlnfjjZ/GZqChRLOr1As6uSJ1xqZdyUm4HOhqPyQGWn4ps6dQ0TPIwFvOQxXGLSlplCAKyWGlHxWSLQlH6GxppaG5ttww8sIAKUTdbRM0tQf5NGrYhdVjKTlWJf0+CBKgubAhQZYMBnDZW5TFxULaKqvww2VI4SgrL4WFwjHRygF2odYfHVstxgCr2c4HlcwDOxrgdFhMPKFxoMs5JRHKcqFjmbmQCs0UJ/fi62BUwJmPdQZdByAylmxVTFTkezPc2LQlWN5TWLkINpQQ0iB3waPXdBAU6Dik6i8DR4dvAbSMDA9QUaScHYIKiS+XmZUUEDm/6LOJgBkei21N+mCk4W6Vi85T83MQwBLgshPMDQ6WvgtUmIB0rFQDvRlC6siVVDAAlJi1lR1PQLsSvIz0yFRWy3Jjo5wsk5iyQIwgJKSrC4pqa9FTrfgqfgUupsjl4Et5eACgcI8mLmRmVACXHCIHM6qH5x2lOrsdfDkkpwMleJO50CJpci7imBp6YyjsiwMW3GnAF1AUsEXod6dmwfFEQDYmWTngFbfbSPpmDIZEZK+aoVmKywdpNDJO86MYygQQFdQaoM2BSMxEvMhSpHL7xoCAM8s3f76Lzc9Rd6FDYkUMS+cA8ZsKLNtJmNjM+/6/X6cQA2uhJiEbJC/+uG44Mb6wtzaLaT9bMdmXuz8HrqApeOSobYg0vCR1SXZyL8w7UJuCZ+XbChERsJwheSFHHsEXLwR8GsJWBkLofGT9V+hu3krNSa0RZMcCxqcDfjRzDFGLlwE2wbbwTUMXg3Au3kVP2py5EbBryVgpjLggreEh+/ZzqGytfHaFGyaShFpSnM0qBDnT5IcHkWkMwjHYWFKEk/Jgw7Eb51ANpHALawgpXn4bjC8+eWM2jnhYC09I8kn4BSQPXeWTDaLa5m8q5TZO65+dTPgMHtjAlBaNeGG6mtEcuyUuti/23nruVf/lMj8oc9yD9VJN9ifp2mBHyNhZdGTGQbSaevRaO7BuOLwzRIodhN7xao/4WdDVrD+cz6W9FrseiF1azPhfwHlhACMsp3dmwAAAABJRU5ErkJggg==) 21 5, auto;}
}
div.testarea{
animation:rwdcur108332 2.6666666666667s linear infinite forwards;
}
