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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 10, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 0 10, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 10, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 0 10, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 0 10, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 0 10, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 0 10, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 0 10, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 0 10, auto;}
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91.666666666667%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACKElEQVRYhe2Wr47bQBCHvz2dgk6HTYocVHSyVFp4sYpSqfLxsAaUtKDKA0RFBQEXFpWeVamFm0A/QJUHsFnBooJT0ZEtWE28dvwnp9MFVPkR2+vdmW9nZseGk06qaT3DHtPfWX1gs4VxhE2S5KggAOQLrE2x+QJ7dIh8gf34Bmt1bG3qQI4BoaDM+/WVG1xqdx8G8PYLDIYJaZqq5wA4W8+wYQCFcflf6uqEH5/hIU95rkicF8Y5DwMYzV1EbidYGSsMvI+hMCkPEfbnLzojIRsKA/esku75rS/zhUuLD1iYMk11hYGLoDiWK8DN9/YU7h1D0WZbOpd6aHMuur5y8wUcgMuYu3ftKWwFmK5Q/o79He2MU0ZHnPnwO738ijGmEaIVwFeTc7lKagC41xVgHyIInJE6xHmXYzEmhjbbKpS/+8qOPdgw0PAb7iZws7rEmOrEzgj4DpuMy9H1n5e6uvvCAPcaFWslhTiOyu9NJ4BUtu/IB/A1mqNGc5QU7B6Ep8Ew2d13pqAxz7gCbVszmqPGkesFrn+49VbHVsVaZVmm/Ai0AtxOyoby6Zsb62tCoj8Xr8FkDD+Urb4wZYv17fSeAjHin4Q+ScWLmgq0E0DaqbTmwTB5FIAxptK0pitUGDT/7OwByCRxDvDib3q4d+DVRbZXtH6b7gSofw2hPA2HSAqsXi/TFarXxjhyPyFN79Yz967tfd/6vrUH6RCILj0Z4KST/kv9A4yWC4b6uXCFAAAAAElFTkSuQmCC) 0 10, auto;}
}
div.testarea{
animation:rwdcur117749 1s linear infinite forwards;
}
