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5.5555555555556%,8.2333333333333% {cursor:url(data:image/png;base64,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) 0 2, auto;}
8.3333333333333%,11.011111111111% {cursor:url(data:image/png;base64,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) 0 2, auto;}
11.111111111111%,13.788888888889% {cursor:url(data:image/png;base64,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) 0 2, auto;}
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19.444444444444%,22.122222222222% {cursor:url(data:image/png;base64,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) 0 2, auto;}
22.222222222222%,24.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
25%,27.677777777778% {cursor:url(data:image/png;base64,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) 0 2, auto;}
27.777777777778%,30.455555555556% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADYUlEQVRYhe2VT2hcVRTGf+fcN9OhFElBJiGEWNM/GscGsnPRpRs3NiBFunAhClI3rlx10ZVrQahhVi0qVpTQaTcKFgTdiBshtippkValpGkXEWOazLx7PhcvEW1tY8JgNvngLd59557v9849nAvbrZlDE43t9LePDx5+O0tvHb92+c5/2dAZHNyDNAY8AiyYNHf09u0tAzgw2qjVpjutyUc3Cr7QbI4Bz2J2BHgOOCk43anWtwZQpAQwqqB9fnyy+aDAzuDggEXsNmkRWAR+A5YwGwamO83m6JYAFCIiUMQIMN1p3Q/x6cAAYeZyX0JaMrPLmH0G/AB0gQZwcksAmAEgQBEjkaM988TEPyB+37vXE5RhVpp08+j8/OzUrVuzwLvAdaQAnjnfbG54jPcDrNnnCFS9DEu0PzpweGg9yCLCzFYMFiX91axTCwsBfPe3fPs2C1AYUArMDCQwJxTDNbfpTmvyxNSVb+eP3bgBVam7/5Lj4NqPuMHSZgE8FOtlIICIoEhOKnwYqT1zaGLoYQmAc5gtAXeAuU0DdHMQEusHIKDMgQRgQ6nw9sXW5PCDEkwtLPwIvAacWjuSTcneG2vNJLORmlfNGAY5i2TGrlrC3ZA03yvjxLG52ZubNdhI7giTyBKlhCTqRaJeFIARAWUwlFH73IGnR/oOIPAAumWmzLkqfwRSEBF0c6aXSxRqSpr+cH+rrxCOIOdMKMhRPatlppszq7mCyhH0cqaXc7NbltNnRg/1DcJ7uUQIx0jm1DyRzOiVmcgBEjkHOQeSSJ6a9aLW/mB/a0uj914VZkZg1Ks7gV5kFEGjVqOeEgIsB+Fa37Mc8JVDvS8Abk7hTimRIyNB4Qlh9EK4QXIDMWvGhTLr0ks/XVnph3kF4JAVOIa7E4LkXs0Gab03upHjzVd+vbrYL+N1eaOoAVR9YE5yC0OYQUh0uz1yGXV3e77f5gC+0isxqmFzt9dtL6+sHv3j7ur3y8ur5Mg0GnUajToppRfO7hv3jVNuTkWZyy+ArwXfvPrLVQDOPvbkJ+52ygxQVR3MhlA+AnzZV4CXf557597FXbXiUuH2BjAgVZdkjrguT32vgD3ow/tjT71uZi8ms8+Bi8evXZ7tt/lDdWbf+J4zj4/v/l9Nd7SjHW2H/gR2IK6rX66sdQAAAABJRU5ErkJggg==) 0 2, auto;}
30.555555555556%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 2, auto;}
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}
div.testarea{
animation:rwdcur163030 1.8s linear infinite forwards;
}
