@keyframes rwdcur58523 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 15 11, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADqElEQVRYhe2Wz09cVRTHP3PnMR2GeXQyTKdjpTRgDQODBPsj0DYWQ+yupNq4MKxM49rEdMHShXFh/wE3btyQNumiJk1oNWlSpZpgMQHJFJFBIUgtZUxhmGEYHg8X85693HlvfhBNTPQkJy/vvnvO93NO7o8H/3Xz7CMmBBwH2qKaHgZIG9nVHcxfgVlg/Z8CCAIDb4QSF96N9TefOtvb4w35AXh671Hyzh+ThfH11NKdZ1NfAfeAjb8T4Eir/9CVT1++0tv+zvkua8wEBMDcjbFkS19np+9YmJ+ufz39/s+ffz+b//0zYLlSYm8V4tGuhuYPbr318enYQKLTCf6LB1+mT545HfHUeYl0HYu+Hemtvz//Q+vK9voUkC2XXFQQ90U1fWhkYLi7PhGLK3ECEOZ6XgCaJ+D7K1d9IhYfGRjujmr6EODbL4AAeq4evdiv97XFpTE5RmQmFua79Rahftf72uJXj17sB3rK6bh9EIAW1fTzlwcvnVCEhfw+tjAp4u0dmtOcy4OXTkQ1/XVAw0WrHED4bCjeoR3W5bESP/fiK1ogETuuggFoh3VeO9jRDoRrAbCTRF4NtoSVeSVdCF3oaPP461w7dFJvDQMRFa4agGBTXdDnIu5mJXMb6/w+imdITQAaYGaNglmDuCOElcPEZR2oA3JwbmpjMV+jeEmeqY3FHJBzy1OuAxvfZmaXjCeZGnT3mvEkwzdrM8sUj+WqOmCPCcD8Jf904u7o6JzLvEom7o6Ozi0W0hM8P7arApAteW3h9kw+tVqzej61yrWF2zNAstw89S7wUGxVneVibWczPZlKHhpsPdPsbfRXJb792xrvXf9o/Mfc0g1gBSgA25YbwG45AHsN2CCbi1vp1bFHDxsHG3tatKaGXY/XuXG72ztic/qxZ+jmh9+NZ+ZvAilLfMt6FoAdGUC9jgXFy8MPBBRvbhAH+t9sOtU1fG4ofuCFg0IEiveMmSuw9XjN/OTByMyt9MPprLl1H1iiuPplz1sQ9vZ2/B/wWa4CBCywI8BLUU2PhbSGIMAzI5tbMTLLVsXLlpAqnpO6sKflqmkuEH7LfTzfUrYbVlWGJZB3gLDFDVVMNTuRsALU7SOfakIacwKwW25IkCXVOgHIyZxEVAAkERlArtqOrwhgi9ldyEuBbgAqtA1RtvpKALB3xdoC1QIYVKi+HIAMYUjvcmecAGRIuXJHcajut9wWUVe+G4AMIheybwAVxPFSUUAqCv9v/xr7E7+qVivQnhZFAAAAAElFTkSuQmCC) 15 11, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 15 11, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 11, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 11, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 11, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 11, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 15 11, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 11, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 11, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 11, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADkklEQVRYhe2W32scVRTHP5lM1k2zky7bOAkhjbQ2tCF5iLGQErAroi/SUKwoiiAS6asveeofUAoRn33xoX0QRFOQtiGU1kKrVq2pSEjSNDbWjNuYxGzddH90MjuZ7cPONDe3M7ObUkGoBw67c+ae+/2cw/0x8LRbzWPkxIE9wG5d1RIAy3Z2BfgDmAXu/VsAMeCVV+Ndr33Qkmzb39/XUxuPArCeMRm/+tOvJxcvpy5mpi4Al4DckwRo3RV9dvDTjsG+ve8c7HZjDqDI/29+cWXyo99O/TxrLn4GLDwJAL27oW3o9Hsn3o48l6iK1pq/y5ufH/tyMp/6BFgOG1tbYa6IrmqDo+9+/GF0d5MYVyjDy14CqI3X80ZLX9dXk5cKecf6BVgPElCCXrjveoZ2HkrWd+hiTJHG+D7Xd+gM7TyUBHrCdIJeKICqq9rBIwOHeyUhhWDhTWOODBzu1VXtZUAN0goDSPTH93WqzZqfSCUHQG3WeGl7514gsRUAb5KmF2LtCWmcXxd8q/eeX9R2JYAmGa4agNiOulgkQDzIHhnbWBeNUD5DtgSgAk7etpwtiPtCuHM4BKwDOSAmFyZyhhkkXjKL3J9aTFWCmMgZBaAQNE9YB3JXs7Mpeynrq1CYWkyd/eFigH7Z7KUs367OLFA+lqvqgBdTAOe2+ff182Njt/zGzdy8Qf/2jjB95fzY2C3DSl9n46iuCkC06eH5czPm3MqmYI0DE1mD5v59gYnm3ArD8+dmgOlQygoApmGlR4+OHP+xeGf1YbCYyZN31lD1WJtfUvHOKkdHjl8zrPQoYIYJyHdBDRtrQAXqgPvGWnrluxvjjQONPe2qrpWKqQy5pX/u7entahSTS8V15e6ZiT/f/2Z4+lr29xFgDrCANffXonwvlERB0RQgAkSBbZK3NSjPJN/SD3R31rfGXt+fbI+655RTsDC+nzJO/nUl93V6fDLvrF0GUpRXv+imC+Ftb9/rOOK6DLDNBWsFntdVrSWuNsQAMna+sGxnF9yKF1whWbwgdGFTy2VTAyCirkfY2FKe225Vtitg+kB44rYsJps3keImyNtHPNXELyI/AK/ltgD5SLV+AOJkfiIyAIKICCBW7eVXBPDEvC6YQmIQgAztQYRWXwkANq9YT6BaAJsK1YcBiBC28Cx2xg9AhBQr9xWH6r6KPRF55QcBiCBiIY8NIIP4XioSSEXh/+0/Yw8AE/JnT9bQeMYAAAAASUVORK5CYII=) 15 11, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 15 11, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 11, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 11, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 11, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 11, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 15 11, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADwklEQVRYhe2Xz28bRRTHP55db0zqH1HixCRKDThV0iohLVYkIChGQtBDaZteitpTGyQOHLn0iATiQPkPuFQITqEVAtL2gFQJKRABqtMqVE4IpVTBDbVVlzp2jLOxNxyyGybr9dopICHBk55GO/vmfT8zu/N2Fv7r5nmIMe3AXg0l1qH526qGwYNK6YFO9RawANz/pwCCGsqLh8Lxl05Hxnr2PT8yrLR4Aaj+vsb89OzcB5np5al7yStVjC+Alb8ToHdoV+9rpyOJ+MHBZ9XAM7F+QNhiDECkz3+bev3Hc7M3VtPvA+lGiZUmxB99yv/YGxdOnT05ODbSde7i5L2R/fFOj2LX35xMcLC383gsMfzV/NW2u3r+BlD4KwC+LjXw6sWTZydaHu/A4/HQl/Xdv3Y1mYvu7+80RWXfAFCCPo71PL3v4++vlFcNfRao1BOomYbt3oEz0SNjvj1dW33tLz+5d664pFYyBStG2MYIgJa+MGeiR54D4m469W4IQO3WQonxw0etBFasmDh4vP+jTydvOwgL+Xr88NF4txZKAGo9LTeA8GhgYECNBGpEfH1hMRrqV418WRa2O2okwAuhoQEgvBMAK0H7cGB3uy1uqx04kYiJkK9G1N4O+6NtEkCNnuoC4O/w+uWlc0zgMiEDELtUTQP80nij3gC5TwWMlfWyW1wjEwCrFd1gcxc4vgf2DutaBYrJws8lj1GztE2LA2KuuFQCShKAcAq09wmgOFP4Ia1nm6qojlbJFJjOL6SBYh0tVwB+1fPJzy9NLdYb3MDE5UuXF5f03DXM98EpT6PEqfeWplLlxeyO1cs3s7z7y2cLQMotzl6KPWw+K6/pyqqh52Z+uh4+9sTobjX4SFPievo3Jibf+Wa+tHweyAI6sG56BbNk1wOwdoEFUr6r5zNfzn/nH289EPV2+oVHERs42MZ6VZSu39l45ZM3Z2aLty8At0zxNbPVgaoMYP8cC0ADfECrzXs0lLFD4fjQ26OnhloiISECGgBGQWctkzfe+vrD1FQuOadTnQaW2Xz7ZS+bEFu1wOk8oJluB2g1wbqAWFDxdXd4A0GA3HqhuFIt3zFnnDWF7OIlaRW2LbndVAcIn9Rq1O5pw/SKKWAByCCW+LZPs1MpthIJc4C9EBlNAlhuiVawlWE3ADmZE9zDAFgxDQFkoXpgjQAsCHnZa8QbAWCDsER0/tymslUk122t4+yh8anYmqXK9vrgtgLy83YVbwbAgrBaWdgJQAYxpHt1bad/Rk4nH8tkQVfR/+1fZX8Aj0tfOHFAVPMAAAAASUVORK5CYII=) 15 11, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 11, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
}
div.testarea{
animation:rwdcur58523 1.2s linear infinite forwards;
}
