@keyframes rwdcur255953 {
0%,22.976923076923%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEA0lEQVRYhbWXX0xbVRzHPy1NJK4YZmIC2wNRwLFlwS1FEKQvLgQiGkiGCcsy6waLwINmYw/y4NNMMNmfRGMoW6YpKUReFuGBCZkxmjEQLZY0mm1pu6Gxu02MoyY0qYl6fCjn2Ht7e9sqfJ/uOefX+/v8fufX3znXhkEvtrwvAJaXwgD8zcc2o812ymF0vLjYA8Drni8BmPIjdhLEIZ1LxyX2UZ3B8RNNCmQnIByZgxL7KBcv9c9nzp0bvtYhIXZCNhm9mXMjxJR/Zdu3wl7sD9q7x0R795jYLgDH8lJYFVwhcnl65aOCWJgZ+s9ZceQ30Wt1YhqXpzcTRAdTLJQNwE6fkHucqwin/Cu0dbtweXqJBiNUH67JC1oIiA4AYMq/ojM4fqKJ+9FHqjG989kFosEIAKWVu9hbUWn6Ynedk47ah3T03LCEUAt2+oR0mKkp/wrNLbXAv91x7o7XKihu3d1UAIAlhKoB+feSnU9qZOYio93naG6ppbmlluWlMJ37B5m741UOMjUf3qN7NrMxBZA60tVA40ldgfHXn+9S4jivg7By4K5zqizMh/fIghVmWTBNS1uXV0iI9175XTnr3D8IpOvAXee0jOzW3U0AYnFN1cnqxHTWVmQBtHV5BaCy0Lpvl259+qsweysqdS82OjKOY3GN+MLXpnWQtQV2m6DhjWNqvHgviRDC1EmhSmnJnGtFNyIJYhyPV//AQBQFmAlafbgG0n0jqw4KPgticY3xmh+JxTVSWlLnQEZojFSCGoFzArR3jwmXpxchBL9oDxFCqPSntCQIkeUkGozgc69js4HPvW7pLC/AwsyQbXVi2rSgfO51AHytD1QbjgYj+FofgBA8drDeFFDCy9ZsVEE1kNKSdM4sqvFTTU8rmNL65zjiGQNuAzA3DAPRdItOaUmiWoREKJC/ExodxkhnIRqM8OvKJNePrlPe+wmJ6VOUv1q2ZZmOOnOt81IaMEZ6KxKhgGVwWUW4MDNkS4QCafqtQweg/EBZ2vmBMuNPTNcyt8LqMMq5BYlQgPL6BhKhAJP+y/DHp5RX5TCu6lBrk/5jnPno+7yRS1me1fLqNe/ZevsLz+Q2/ua+evx8aRbf46fZWAtwc3Yw/33ASm1dXnHm2WA+M51evnDVJlv6/waQEAC7DzUAsPntPNfP7gPg6OV7ADgbOwD4YnKSR9EPCr4jFmz4ZPXbwnWwjt2HGnDGvyP+829qTTrfWAswMvwaPSfPFwyR10jelAAiP13jzbfGFYTUZsXzbKwFuPLhADVV/Wq+kG8Iy0Zkp08kb7ZT2vQSACVP9DMyewXtxlWd3cZagMZTp6mp6kdvn/9zrujT0Ht22HR+Ncd8PhW1BYWktFj7fwAOguQYlb8JAwAAAABJRU5ErkJggg==) 3 2, auto;}
23.076923076923%,48.617948717949% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD4UlEQVRYhcWXXWhbZRjHf0mDBFelU4RtXhRt5urH6kZiq7O9sZQGFVqwQseo2WyHbS+UtbtYL7yqUKFzoEjTjQkpSbA3svbCmTIVpKWzmpoS/OhozlbF7ARka8QE4o2vF+l7dk5ykpy4Ff9X78fD+/ye533Oc86B/1m2woUXj7wvAK4ubwDwD58U2dxLOQodLy31APCG72sAwkHEToI4pHPpuMY+YTA41teigewEhEM/qbFPcPaDgYh+7fToRa+E2AnZZPRmzgshwsEVOrrdACzMDd+TbDgqmxjl9vXKoZCDu4FxXF3e0ArOilZnZnH7evUgBphqof5TBpRYgobDLsOaiYQVEBuAnX4h77hUEYaDK5y5NAmAEksA4Ny7i0f37DU9uK2xFu/+m3h7LpeFMAAAhIMrBoNjfS1cV25rjenMpUnaGmvLBcXiekYDAMpCaIt2+oV0qFc4uMILR/YDd7rj57/48wdvO9ArsrFPA5A2lgAKQaTG5s4y0X3aMkRkYx+AAWJxPcPqzKwphClVR5dfNJ/IF9Z7r/4JQI1j3AAhAUppcT0DQDKlanViBlEE0NHlFwASoPXALm3vlSeHgHwd6A8udFQ4T6ZUUgvfmGag6DG02wSe40e1+dK1LELkb6XPP1Ky6sspp2ZL7lXdByAfUeF8uuFHBhU0QD1ow2EX5PuGKMyCvRqn066fSKZUcmrW4EBGWBipBC0ELgnQ2T0l3L5ehBD8rt5ECKGlP6dmQYgiJ0osQaBtE7sdAm2bZZ1VBFiYG7atzsyaFlSgbROAQOsNrQ0rsQSB1hsgBPc93WQKKOFXZ2ZNASzVQE7N4uw+qM0Vf0KDcTY9C9tZch5sIkCcQSXfonNqFkVNkI5HSzYiU4CcmiVJPgtKLMEfKyHadR36q8DQ9igfdftxY094pOUxkuSvIh2Plg2uCGBhbtjWyZSow4OiJu44ffcW6Z//ou6pB4oO0e+1jz+sBaE/0zKAVDoepa7JQzoeJRQ8B39/Sl19CeN6r7YXCh7l1Mc/VIxcquy7urN7SgBEfNunP/94aeNvr2vDL5bnCdx/kq21KFfmhyp/D5RTR5dfnHoiVsnMoJcnL9hkS79rAAkBsPuQB4DMdxE+GzkAwGvnrgFQ2+wF4MtQiNvKh5a/ES0bPtTwjnA/08juQx5qU9+T+u2Wtiedb61FGRt9nZ4T45YhKhrpvw8Sv17krbenNQipzJ7n2FqLcv6jQVz1A9q6lR+Zso3ITr/IXunE2fISADUPDjA2fx718gWD3dZalOY3T+KqH8BoX/lvquq3oX9k1HR9tcR6JVV1BVZSWq39v0UJ18EULdJuAAAAAElFTkSuQmCC) 3 2, auto;}
48.717948717949%,74.258974358974% {cursor:url(data:image/png;base64,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) 3 2, auto;}
74.358974358974%,99.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
}
div.testarea{
animation:rwdcur255953 0.65s linear infinite forwards;
}
