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10%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABABAMAAABYR2ztAAAAJ1BMVEX/////ykDwoDc0K30yHGslEVinYHU+MtiGOWM8DSxdEUJXTeX///88ZXquAAAAAXRSTlMAQObYZgAAAAlwSFlzAAAPYQAAD2EBqD+naQAAAe1JREFUSIm1lD1rwlAUhv0BWQJFnHVzVLt1KUmgFMcEOmQpFCmlexCzCK2k0r1N6yQdNLgHqcMdDFbNj+p7riZ+Ve+1pQfydc8D5973nLyZjDiUGMH+ACjzT8Rok1LWvkQA8kjiNguCQZwEPoIBkwVGjN+x1n8LFkEvvWdZYOIugC+vnRB49DzvF4DXTgHknzqyQDxxccxRTECQxDEAajgNSD3r+35yyoC/D2QBTtAWkxLI+q9eq1a7Z/KAg31GlnUFCInarfdoWfaq4SKAtBrr1bFWMawkTF07Gxs2kwQyClMiy9TKlersQ6volwPA2qmV5mWADCdK+WK3UC4Vu/kCyq3yYoD3LDL1czXXzN6c55rqiW7Y8VGAMjZwtIumqmZr16qae8CJzSo7AqB/jbQmoSE1Vzra2KYQoCJ2PMHohA71LjKrW54gBiKbKQBCDGDokvabQokBrvcUs0oTh4lXdlxJCBAz5ZPf9zs/JGUA5JfAHuIwAK3nQ+R7rTsQ76Mdbz0EcC8mOx0uf18AEMxNzVQEkBdzget+WgIED7JIMUAuxNtc99MS/kuDO3yyh8MAmkxDgk1NU6ATwxOcRugyGYCOSVZILZ4iRRdbLqY6CICJ47KkXRzYWhcCq/HaBNbWRcB60/eMqzTwH/ENOSHk80u/CUQAAAAASUVORK5CYII=) 0 0, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur247378 1.6666666666667s linear infinite forwards;
}