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12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEXklEQVRYhcWXX0gcVxTGf3drzLIsmvgnMXKzmhDFJiYkNBWNIkKt1JZq/jXVh9JqUmhpIX0o5KkPKaVtwNCH9s0WQZAQbTHblqTWRJHSFFFSYtBQTdDojcpG7NaIkdX09GGMXXdn11VK88Hsztw75zvfPTP3nDPwlKHWaRcHbFo6AGYAPxD4L0Sthnhgl2Ak+MBFLuBcK9l6IqAFM2ZPpncAI2shi4sy58YKsROYwwrxPG48zEaw2EsetxgHHEu2bmAe6xHNAn/HKiBFMA+CB1S2LmeQXraQHlHAVjzcIolUdsoD8+sKe/Q2wBcqwmFD4w51DiCD5gqZFDHGXAT3MMosieSGOgcQzASQEDpuJ2CTzZhFMmJaWQgnWcYwc/KXaY84D0mxCIj+JldyLOLc8xREtbXhthMQOcSAeM1xla8bQ8dVhf5erpt3VhEQxm0nwK+ydXlUGrdNlEbxRTNRh3QNMBVdn4U4IIVMDocmmxWJ5wQXl8/foz3qvfupBdKw2XXBEYgH0nGTx05KuE9AoatVpf7WVmYzbcvn9Xxnu+pqfVk59Bv0MU4mxWymCPAQ9C7EBf17BDPELKzY515Q+bqRBJzysznxZPjAblLo1wCUFbONX4Icv6ovYZiWC6YWeBlYkR+VS+9ljkEg8CQVhyUe2xW9pptpoW3fs6TcHOBc8FxFGZ//0M4flFMoV8ypVbmsxDT5RMAuwQytZrQM0RFYTcwUCr0HGLDbBf8XHMs/WMViVaj39VUVr999oYiPQ+dqXucrpfRJ9Za+FKMAf/BFPC5yI26jSryJJYn1JRdLuuvu1D04P3p+4mg5n4kgIsipar5ccX8+DbxIS0Q+D/ks7YTgfsAJpJFLHml4GGWWYeaSX0kuOHDmQEX5wfL0I3FHyCST5pnmxarEqrcF0wCglD4pYr4Ji1iZbqSda+zASQYJPMRHL9eBcaJk3HggbcOWDaX7f9zfczpwWrqkSx7JIxERmZIpqfqtapiXqF9eUQ2tURORh6OAJsaOybkxY+Oh/Jv598/KWemXfnksj0VEZEEWpEmaZPsH28MckkdDVBF7qMBqUFbAthxnfZH1UeG+wvRSSskhBwcOBKGPPrzGOz/RNTEdZrU5nDwY0m+8xFiO3Yk5idlb2UoqqQAssshd7tIqrXR/3d2x8PtIbZiDNnNclYZXyVDuWAQEAg8D0z58DDPMEEP00EMLLXT2dfrufXLvQkT6Dq6tIiCsbbfrCf2T3smm28/dPijPCGmk4cPHjfEb8/0f9p9BopTUTJxqQR+TMWNbnICwR2cnYHbs07Fmh8vhnqqcqnElu5JmRmYmR+pGzvmv+n8ig2LuRRSQQAeX1W5dKQPGGzyl0BnYJLxI3wUOrAYyiX/b8mlgjs0UyZ+m085IHdRv0kvz0sKSsJ55YMl2BliMVUA0eARjGwOFzgLurIVsPcXIp1x6b5hzjy7AynBrwno/TuOxQpyydO3H6vfm18n39PAP7HkN+DqVq1EAAAAASUVORK5CYII=) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur56011 1.0666666666667s linear infinite forwards;
}
