@keyframes rwdcur83188 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE5UlEQVRYhZ3X0W/bVxUH8E8cx/nFcxynS0koE0qrAqGgPJQC2x4mBCJPiAc0TYJJiD9ifuUf8D+BxANPaOMR5QEECA0NFYa0tqoqWtGpC6kbN67tObZj7+Eez9GSNHGPZN3r3+/8zvme7zn33nNnnCC1mhzWkMMQeVxAESuoxLsKvowNrOMm9mJ+C7dRD11h6xaejn3lTwIQikfHAXZRDhAFdGPeCL2n4bwbDi+E/V68z33BJgxyTpBq9ZiicJrHo/gVwujCEUArKKEV3/Ri7EYQrZgP0a1WdU9jQCiPI16PcWz836GTi2d3I+IbyCTafx9AcwHkKerVqr2jTk5kIFgYo/16OBdRlPEzvBLO8gHiRryDDhZxJXyMU/h57sfyPAZI1NZjHOAavoWvxrfdMPwlvDIzozwa+adJvXQkxnrIV6vH0nomgEzkK3Qv400U5+etHByAO9hBbzTSwtX49m4AyOJ/OYKZCkD3yHwo0Vy6dMmF1VW6XXZ2bDQaCtISfH1pSaXfd6PT0Q3n78b3J6b71BoIqUvUk9LQXF52YWmJfJ7hMI24hOsLC0q5HJ2Oj8P5q9J+wmRlnB9AtWpgQuXazIy3ymUODqjX+fRTHj+2EzrdwYBWcvM/KS070tJsxfyYzJ7BgO1t/e1tj7e2vIrLh4dWez0++cTe/r4PQ+1DHA6HljE/GvlASskT/Al3Y285JmfVwFF5hN1Wy18imiG+h0qp5Bezs+zvGw6H3pdSV8cD7JzmfFoAfw+n1/FNXJ2fd6VUYnmZUomHD+WePHELf5DW/MdOoX4sM1MAALWa1/HbixddyeU4PGR1NRXk7dt28Q1RcFFDz5VpGBjLA2RZxmuvpaV4/z4ffaSJn1erx3e758nUDECt5g386OWX/Xp9nXv32N/3Nt6TtuUuOudh4IUABIgSqnhnc1Ox0eDhQ7/B76Td8IFUA/eqVZ3T7LxICsZyHdcqFcV+PxXh8rJfNRpy0ib0FfzRpDk5Uc7aCZ8nP1hc9GaWsb+fHiwtsbzsl4WCt7ApnaRZrXa6kakZiHZtA98vlZidZTRK7/p9soxCgdHIT3Z3FXEP+VrN8KTT8Myd8ATnb0hH8nfm5lxeWGBvj2fPqNe18nmFLEvLst3Wxj/QR25ry2hrS397+8UZWI/of5zP+2GpRKXC3BydDsOh0txcch5puYnv4tv4D5rS8f1obHDaGihH9JuVCuUyL73E/DyLi6yt0WymA+ngwN8C7E9xUVoZRWzWaiokRqcFkENhbs7VLEtHca+XdsN2m5kZikWePVOX9oLxUXxVat9XJNYvBYjiuVMQ+d/DtcEgRXpwkEC020mn3abR8GeTLviOtCSLY/AmbX0JrWlqYCWM3ByN9JpNG1IjcjecbUi94Lh9y6ScZ1JP+P+wU5Q6aOdmoFb7/Ea0JjUnnXC2i/+G8zvxvC4xVQgARdwP3WH8BgH03KugEs7XI5L1MNALGzdjXJE65A4+kKp9YHJBKcf/ZgA59yoomNwDMunO934Ay6Q9fxgOO/hXzMcg90xatAehA4XzMpCTqKxg6YjjQYAb4q8RYd7kCtaTWBGOmyb1kUNhmmXYNLkR52O+G87aR3S6EeE4bV2pO+qZ3C+7Mc+dl4GWVFxl6colDDVNLp250GlG1F+Tbs7j/NePgBiDHHwG8/ilQmnyOckAAAAASUVORK5CYII=) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFEUlEQVRYhZ3Xy29cdxUH8I9nrPGMPZ4YO9DEsawG0hCBhaK2EhVSpaiLQYIFEhIbxB/BZlbdIXYjdcOKXdmxRoiHBhBSA2lLyyJUiEdpkiEYx3btxB6/bu/MsPid8UwcF2dypKv7u79773l8z/M30WyCqkQllDGNQuz1sIiv4wou4PmJCcv9vl/hr9jARRziT8GnGjzWcBfr8Zxhp9FwCIVGg/gRJuMaCB999xesBsPb/b53g1kNsyPrazgf/3Xi+wGPPPYGzyYGi2bTJOZC81JYngUiV2LvVXwuvnsebfwt9mqBxr9HhK+G0E08DMuzEeOGljYacuzENdByKeCfDOgLmI/77RD4pULB9/AyvoEX4t/aiPD9U5B9XIFQIgurewFjKV4NFKviPbyDt/BflCcSjhdC4Rv4agjNR1AthFKfrkDQflhQjucyXsEXY13A/Xg3ibzbBVmxaB7X8WJ8PzBgEOST4epjKp6U3mrpt1oO63UFKbiuhGUTocAe+vgMpmK9h2qpZKbb9UFYvYEK7sW/BxKye62W3kDeY9qcoDUp0PaxG3v/xKXYL+NqsWil23WInx0dybAcfK9KkH8UiPWQR6wd02kuwHE8rBvm8CCfa3EtlUpWpqYol5XxmhSw16R4IbnymhRXuZQJj9H/Q0Aw6uH3UvTPSxlyHYVikYUF+n36fecfPfJaqcTWlqv4aQhdlzJhvdEYQn8mAkHrhlmxKQXTW6H4YrfLzAzFIpOTTE2xk2zv4O+4hZtS/j8h/EwFwl9twwr4D8Py+mGWyaemuHSJ2Vn29shzO/gJ3pb835Pi6FSa+LQXp1GzqYwmbpRKVubmuHyZQoF791hd9UZY/p6EQoa1Qd0/jc6KgZOU4wFu1mpWqlXu3KFaZXsb3MGbjYas2TR5MuJPo7Ni4DEKhm9j/+iIPE/CFxZSHODPg1r/NMLHViAY/wav7+76ZrtNpcKDB3Q63sAfx+U3VgyMUrPpxZde8v7GBp0OW1t+gH9J3fGjRsPm0/AZNwZG6VvT0ywvc+sW+G6l4srBgdv4XbPpx1Lh2UIWc8cTNDYCkQkv45eLi6qdDjs7fojvz86q7u5alVD4rVQJV6W2fRedk/XgiWZ0FtXrXsGPLl60XCyysaGNy1jKMndRKZV8udt1JOX/vlSiK5ir1xXrdZ1WS59nc8GNWs31mRmeew4sr62R5w5FD8gybWmuXJZSd1dqSNURhe6PrUAMsLPT09RqqQccHaVCVKkoHxxYwS8k6K9KvaMmFaUdKSamcdhsyrA1lgvqdedR6HR8u1pVPDrik0+YnubcOfLcRJZZkhrRI8OuuC8NKQvSXJBLM8T0uHVgWhpAbw4K0d4evV5Co5C4PcTP8QepLO/g8/haoPJq3KE0rgLlUOB2u6398cfs7MgePRoqgoaUemv4bFg/H3urkjtmpDgYOwgL+FBqMu9ub/sA5cND84eHNvFrqYWL+zvScNuTkBgtzxdwf1wFHoYF+yFgcIqaG1nXYt2TIr0d64UTvDLHXnt62pIKyqTUFddDeCGEfAHfkabh1Xi/Lw0zByN8DuJdPlYWtFq69frx8SuTJuOKBGdNGlb7OIdt/EearHuhdFFC8f24bzxLIcolJEYPGZsS/GvxXMZXRr4vSTGwKbnlYVzZsyhQkmr7ouEBZslw4h24dU46U9w3LMkMD645z1aKO1JJXTMcuy4YnprWgvmkYWAOjuYDGux3/gcm18t0uFX5BQAAAABJRU5ErkJggg==) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE/klEQVRYhZ3X329cRxUH8M+uN+tfa8cxkYkS16qMlbaUBlEQioqKUBX8xH+A1Af4E9CKP2Jf4aH/QBDvqKJKVdSqVCChUhAYiCxUJa7rOK67Xm/X6931vTzMud6NGyNvj3R1586dOed7vjPnzJmSM9JomEdtpGsK16OdxXcbu6jgm/gultGMcR08wmY8bQzQLfTU6zpQPgsAMyPtBayEoQVUcR9b6MX3IPRUY858gHoBt7A08r8YU240VITiUe9HQdVCUTU8LwzW0AomKgG4P/J/Jf53MYtrMf9B/O+F/goGTwCo12k0DELpyiji6OsGqKuhoIbvxJhlfCzRvxmMPYqx8wGqGbqywuYTAEJagbr3lP5nQ1kT38ZNw/X9CP+K9lK8q6GrNfIuZAATZ63fu2ewvm4ykM6iFEYOpXWdiL5nAsAUfoBvBENL+HEA3Uc+YvhR6MrqdcfnMSAU7WIPixLVq8HKM9FnYsLz09OUyxwdWapUvH505O9YC7Za+EO8C+pHo+FcAG1pDbMAUZFobwUrt9E6OTGYm1OZneXzz0+BrGIjQJeliCne7Xp9aJynh6GI0fZIVyWQ7+Kf+H140RoMqFbTU6tRKqkZbsS/huEN7ISOJ+SpAAJEKybtS7G/g+/j5/hh9O/DxARTU5yckOfeDNY+wtsBuhNqO87IeUtQgMjC026jIcPXwrMZvD45mcYNBgnE7i4B9I/h9VaoyiT6z0bW/wdwRmbwibSTf7G8TK9Hp0O7TZ6ndozbxYcSw2V0w5kvyTgAHuBbKFerVmdmOD5Onl++zPQ0rRatlh1pww7OMzoq5+6Bs1Kv28Z72Or13N/aYnKSg4PExOPHHB2dDr9/EeOkhDK2NBqu4s9ra1Y3N71dKrlTKpFl7uLX9boPLqrrwgyMSr1uD7/c3PThSy+5k+f2ssyv8Bv8ZRxdXwlAyMbkpJdrNW7fdhU/w616XS9O1QvJV12CNbz16qtWsyxlwYcPOTz0Ad6QQvG/2C4Kj/NknCgYlZs3blidnubTT2k2KZW4dMkr/b6OdGS/j7caDe9g9zwgYwOISqZWKiXP85zFRfb36fftTE+7Uy7zxRdek1hoYrvR0JMy5M5oQhoLQKOhGt6t7ezQ7SbP85xuVwd7ee5ahOO2dFwv4l3DE3Gx0bAjpeXeuAys4qd4rVZLhj/7jDy3jd/hZrfrfXFG4EfR/xweG5Zt5RjTGzcKXsY6VkslrlxhdpZq1fUwVg6vK1IF9CepTIMbhqVc8Yy9B+ZLJbfm5piZYWEh5f/DQ3o9N6U13pAOrHvh7delw2gFB8FCJ57BhRmI2G7muU6eJ/oPD+n3T1NwduWKV/C8dGYUJftBGH8QDLWDnWdR/VJNeJ6sr5vBCa5lmRcvXUqGA8Q25qtVjo9VpPzyUMqK/5Y25CdhfCJYWRiLAWm5FvHuYOC9g4MUBVk6cjar1dN2UfvVwusHUgTsS/RfD3a6qI6zB4rb0T5+2+/b6/f9RDr3t09OEqByWTXL7AcDRT3YivldaZ+UpZqhNQ6AakxaDoUb+AeOMXdy4q609h1p9981vBsUVdSqtBxNUXOOA6DYvZsB4j+htEg4Gf4WXn9seMccxL92vBeNHILj7IGmROHUiMJmGLpseAGtSPeCpQDdMrxlFeF3WqyMUxFlUm5vB4gim1VwNGJkRbpBfQ/X63UMLyK9aPckZgb/A1bw3NpTR10HAAAAAElFTkSuQmCC) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur83188 1.3333333333333s linear infinite forwards;
}
