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14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 1 2, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 1 2, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 1 2, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB20lEQVRYhcWWsU7DMBRFT60qihACVDrQATFUYmOCX2BAwFAxIsS3dWDmC/gQZgYYUFVQVZVSOQx+Jm4Sp2nTuleK2jjOfdfX7z2nASTAPqCBKTCT/0Gg5PcLaAE7QNMZD4JEa51gnDgVIVFIEYnWemsi5gJorQFegTawS4DtyJGHFlFIHFKElzSUiFLCECIWkm1aRCWiTYqoTJIRYTtmbTQwjajwoVJefSfAABiTPzesO0qeacz5UojcKpRSZAQ9SCB7jZwANohFBPw49x15Z4I56HKYc0BWfA88ZcYugU8JPnHETB0BTeBXPz+mi+n1Abry7pgCJ/4dkEB3EiQLLQQDETAjf2z79qtF6kIOygl+LUo/gDO7/+LEC8ZePMHLBMSUVI114FwmfANDz+TYEVGUtRroqF7/3Rm7JXWsMNObwCGwJxNGGLsUcKyUepN5V6QZ7YPdpi7G9liC+6oFMEloV+Z+kilMrbeBA3k2dMh8ZRUJn+0TMypUQbZms2Sx3E/KiBws1QcaFclYRLQqFgmogqVWvG5EmO9Iex1hEjoqe8lFHQdW6nxZ1DlSyzrfTlXuTQgo7XzrRITZczcHboALGa+UB3U+KlbqfFnULcOlO9+6BcCW+0Bt/AG2Vr/AeFlHJAAAAABJRU5ErkJggg==) 1 2, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 1 2, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 1 2, auto;}
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71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB20lEQVRYhdWWzUoDMRSFvwmlFBGV4sKdi4I7V/oSoi7EpYjPJj6AT+CDuLZoEREttZZaMi5y49zOTzupbcQLoW0yc+65JzcnTYAU2AQsMAYm8j1KGPl8B9rAGtBQ81EitdamOCX2hEgzJonUWvtnJKYSWGsB7oFtYJ0I21EAj02iFDgmiUrQWCRmAsYgMRds1SRqAa2SRG2QHAnvmL+OBGdEpYvGVPLbBV6BEe7eWPjuKFRhjCFH6BIYqjHAKWdy73sikxACUyVKxRe+ciFyA/SBHvAIPAsJgE81/GXWDCHwU4EkPVfgOiyuei87wIe9vcrIn10/AR3ghQAljEp+LC/3gP2cCndklc36v+BVqN3cXoEDeakPvFUAtJh/Q7YIPKIJjvUGrqoBTmoj8w/y3BFu77uK4BbwpLBOcep1cVs1rkOgIQm9rP4vmVejI4msJNbHbijrbal8JImHBBzLhOxI5c9zU4Bb8nskwzdXQ9a8KU0kuX+mFolkzrrez7LO9uu6AKvm9HyQPywaBqdcqsYOrsdK/WGeAqHRAL5y/gCZP/h+m2K8zKjCq/SHWASC/WHRaOL2XPfACXAo84U+WMqdriLYH5bdhJD5R5k/FNxxFQSg3B+i+MD/i29NE7TidTJ+HwAAAABJRU5ErkJggg==) 1 2, auto;}
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}
div.testarea{
animation:rwdcur119624 1.1666666666667s linear infinite forwards;
}