@keyframes rwdcur161339 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 13 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 13 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 13 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE5UlEQVRYhe1XW2xTZRz/nUvvl3WjW7tuytnWlXEZxFFli2NrFRASNJEXgsGQapyyBx989KEC8cEEX3zRJxNifEDiJYiSKImnlXEvEATnSka3MtitrOtou/ZcPx/G0Clrz3AvJvySLznJ97/8vv/3/S8HeIIn+D+gx+fv6tvWwQ+8/zb5squd9Pj84eWyzWhx/t5L3mhzq5fTJwfhrTKghkjBJpM70FxZN3R5ajT5XwjQGmQCpt6PoNT4cL8gY2SqAADYv6kq0G4i0UNrNvKNnL/rcQmUjcDGFZ7ugrUieGNawXX+ItS8hEJRRXKiAAMNVLPgcjIVyts9/HRm6dGgSm32+PxdOz1stN7Ooj8jQ5yRkFEAgQCGB5pphcKkAowpwIlbsZL2HgW21Oam4NooF3wB2ZHbcF65iHtIAWkJAHBK1EFUVZiJiloGaDMQnFiq91IE2jo7wtn2HWjdvRsAcG1wGrfORGEAEPvsMJBT4bKy6HnNj+hXF/DNOHkM92UeoY4yPPxuqneA863Hji0BbNvuhyio2PPOHoykiogrDOwsE1l2Ai5PI3LFuZNZjRRWVtNoqHNAl5jA4TV6sF8fQyKZQVxqgL7ehv29vUvOhkWzYOz2nWjzqrUHKJMHspBDumjFtf4h6C0u/HL8GIShFOi8iJpUGsZiBn/IT3Gv7tsb8jgtfOzSJc3ZUDIN82KGHx1LhPICg1xBRP+N04jxPyIZvYxzIoNhmYWJAmSVYFDnxOatAeTyxdC6lgbNJDSnTVtnR1jIqQeZ+wSrXvwU7r5e9EtADjTcLI2ipQGvvLsPoyNxVNdV44vPP+m+0nfu13J2tVRCNHL+LvMkgp6iDi0tXux6LooqSkETrWIDLcOligCAmcwkBq6fnlcLaLFdsg7MY3XTzqhscUMaOwOWIlDFozjvfQtEV/FQhpJmcOGHk3DUWxC/VPbgf+lpEXrev5fo9Taw6etIm1fCbrRD1Vn+JUdLeRjtSVAGNnLy+PdBLbbL9gIAcJpMAZPBxlEUA2b2LmizG4TRL5Bx1AVBWBOk0ZHIz5HvNDkHlvAIN69/mRgoGpQwhQzrgHlFywLnVuc6AIBYSGHy5tHuaPRjTfdQMgK7NnTw21u5Iy5L3QEiCcgKWQiqCkqeBa0UQJmcc4I0C7Ojec6gzoLq7Z0he4bik8mzZVOxJIH2projTrMCqCLSIsGMBMiEIKMooOVCxFYYGyaGSk6ScqBZC/TmGgAApeihd1hCxfGBsi26JAGrxX1gpkAgygyygg4UgEqDCjNDcE8i+y4Pnj/UbDHylCo3qCYnNx8FdVZGITUOm84aqqALAXNF7dBiREq+gUZuwewXSQzHFr3XrS2dYbmq9aBz7Zsg9iwqGtqQvdIP/P4hsrkpxPNy96P0lzxAlMLr/md5gakJ5BxzPUkcPwuLOglRJYjn5Q8Sw7FD/9TRlIZa0NPxTHj3Hm/ImJ1EkzEOMXUVoiBgZQ2FcxNSJDEce+NRepoq4SZve/jC4PmSMiMZJfjT1QlYs3MTk8uhg92m4tubSiQxHFu0Lix6Beuf3sD/dvtaQAtBAKh1+bClsQI2E4O7mSIu3p2FIM4iPX0HVZX12Ojiuk8N9Gmv0Q9G7XCLZzWpdfkIgIer1uVbsP6+N7+qKuvJGreXBxCudfmW7Udm2fEn1Wr7jqIaYh4AAAAASUVORK5CYII=) 13 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 13 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 13 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEcElEQVRYhe2WW2xTdRzHP+e0XXeza7tBd2FQxjbGnChQNmCwdRjiC1HQyCVqlKioKIEXXgsjmpBolIgB1IjZYkx88hJ8QcnaicCgTECCY5fSdVs7oN26rdva0/YcH7gEg9l6QOIL3+Q8/X/5/T7/3+384ZEe6X+WkIrR1nJb3Vsv2FxpQyHGFTh2wuPsTwi7v+h0tz4ogCYVow8du7yPWyxkei9ilqPMz9VZk+HYFktOkXIu5Hc9CEBKGWhuOqZU5giIRxrvOXN6JmmLCs7vut0NDwVgb+WSlrWlGfbvtflcu+RlWYaCQaP8w8YnCfw8ITiPe9RDaKc63Fpuc9iftdkVAV67eoWRinTO907ikwRiCuhv4XdIAvN12I+rjY6KJgwkcS15cROhwR5muN2ckjRIskymIlOpFxmMyzR1uVPyd7fE6QxKrLa6khVmV+0qM67RbOrWbaYjSwc6eOndzWzbtoK+x7RclDVOtcFTAtherbfv3PcZ72x/k8PV7Yyf3M/rbzyDpCQxSj3oDXkApAmC/X4Aph3DrnGLUqTp29LV3cP+pvM0tfpYPQ+ery/AoIvxU+tlfjwfoKPvQj3QqxYg1ZrVbapZ2Ljp1efshQkvOYYM/KFJvjoK/shNA2mk25khalp+6Tix92EAAPDJhlpHVzDZqBe1uK+b0OmNvCxdBmCprRjfxl2YsgV6BmVO/vpt/aGDB6fdlNP2wN06cCbGOR+MB42Yq97m6WgnV+IarubmcmVjI8aZBQxjwZxfQFX1mpQ2ZEqr+LaKzbOcWSXr0RfkYZD9LB/9i4ii4VJhPstX1WKvXkBZsYmyYhNz5+QTGRtT3GfPTgmiKgMAohRk5ys9vLfDQHPuBk5PJAl6ezEXLOTqQBiASFSZxst9Ahi0N2f9wKFRPn7fyYgURKxpRJi1HoB9H32AuzvJp58f5kzHENdDwWl9plyCmtJlDmPZ5i1z1u0gIawmwmyiY16iY14S0RugBCirWsJvrT/g8XQRCvlp/6NtT8DXP+VoTvkvuFsGrZbsolqinWEiwUuMeo+iG/cjTd4gLst8c8TNskULnH/6una3nziV8jsh5QzMMBbWxycCDUKakey8KvSm+WiMFaTFBjCLN3hipobezpGvf28/2ZyqT1CRgbbu03sXKUoDYA8PtJCeU4rBYmN4YozJOEihuBp3d6RqDAeHB5pEDYouGW3IMJVD55cUp/ehKCKBcS16UXR6gj5VLyRVAADDYb8rPdPQkgxemGvNHLWWFuiJxUWujYNeFBs8Qd+9z6YppHoPrKlYWTcvPd2ep9NR85SJxWut5BuSAMRkWa079UWz5iZdlUUilwdkAokJwmf6icTTgAT9kqQaQHUJMrMsewbDCcITItJYgv6AQmgyQSQqMCHLlOfNVgaG+lPug5RKsKZiZd3SuYsVs2nWnR2r1cbxj4BvCAJhkZlZcRIJibbu042AAigLZz/ZovaCU0E4CizljorCBcrtAP/23Tp3AI4Sq63uPwN4WPobP63BXj9m+dwAAAAASUVORK5CYII=) 13 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 13 16, auto;}
}
div.testarea{
animation:rwdcur161339 0.53333333333333s linear infinite forwards;
}
