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0%,9.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC90lEQVRYhb2Xz2tTQRDHP3k8XkMpMYgUCVJKqSJYUAr1Ip7Ev8GDoH+BB6EXL568iP+Cgnoo9eLFgwePno3kIogVq7QhpCWWNIQ2hNTDzJDtuu9HqHXgEd6+yX4/szs7u1sCjsi2FaAL9IFB4PtI2w+Aob4XthJwtHd1OdWh2qgX6ceHLAyVC5BnGYAGZWBBmBMDFIRaAfb06bogpwKQAXMTaLkgpw6QAnID2AI6/w0gAHIL2CiRswxPA04hHgD1ErCkzxxwxvNNgNV/DeeMwp0SMKtPFSh7vmWgot8rwFQeXFEohXgYI9k4QLIz8vwSYFrFZ4DYg/vswSXVRn11ApBKDJwFmikOkYqWFcYFDMEZVK3aqD8rADFlI7AAbPJ3ybSSGtoDQnAGNQvcrzbqr/IgYqREtp3oDMIEEn0fcLyUhuDsPx2k/FJt1DOnI9JOD5xozBLgENgHziNJGvsdeGZQHQ0q16zD0I7lis1rp5H+5m27kT65yegm1SjQ6UXgNvAB+ESxkYiBe8DPNAenDhymdWRT00M2DrN5xlPmJ2aicNeBF5Ab/RrQ9de9awMV33XazqlI4vlawboGvMsSd6JvA83QCETAojr4iRmyBYVdAt5niTu2DmynASTAV6/trrbbocKGP0LW/BzwJk/cib4F/AJaoSlIg2ojxaqN5IABLE0o/hz4jpwH9koB3xmghgxtTUV2lbjJeBmCzPvvLHFH+K2KfgO+ABtAKxStJd8WsgrQ97b+DpFRqgA7BaN+CfxQ0U3tu4MeyXzza7xBWdTTwA6Eo/aOXuvIfLvibZyDaQggZJEK71uDL54ivI1M3RbjqPs4BS8EECNrvcd4MyprZ5MKN/FOwQTuBa5wBal2i8AV4LEfccpFZA0Z2sLCLsA0so4vAZeBpyFHz14jI9RHpqWrooWFzWJgGfiY4fME2ZZHSC6MVNiSqcd4zygsbBY6lj9yxIYq1lERu9/1OH7nO9Ht+AIy7/NIERo6kfU9sYluvkXsD6vMQGChXpfvAAAAAElFTkSuQmCC) 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;}
60%,69.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur32523 1.6666666666667s linear infinite forwards;
}