@keyframes rwdcur208430 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 14, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF50lEQVRYha2XbWxTVRjHf+eKiUId2xhzjK69mxi3jk2jQEz3whgzRk0GKH4xyihi+GzUYSJ80ZmIgJ/VqOh8+aLyYsDEMNgLG5uLCq5rB3Fut11hMNrRsVZIRI8fTnvb0jYM5J80ubf3nPP/P//nOc+5V5CEmatSkgEL7xUi0/+3C3meo3hoopKOeTeSj05FzYHLCheYz+60iDi0ZPKOLh+GN8i8TguRfZYUMaZ6Hxldul2YDnR0+dAdBUgJ1Q/BEHA9wwRhR0gfUti5LUdM+2PQ4he6owDDG+TB+xew/6zB9TURDG+Q0akoxzsnUhbx9MCpicgdcUIDlXfDG6SpwU5Hl4+mBjuGN4gmNfyeaQAO/OiXkEiB4Z7m1EREZivcTJDn2ZEmYOaqlHHyOJJzv95hM3/SQCIhbMDiX20YbiWur+3mdREjX42HpuTRWjLZHxfV9aPSAsCGp21C6IjedhjuUWP6voSFdqh5SYk73jmB88XU4pRGqqBMkZsCkm98I0F0RwEAzz2lC1A7pPoNie15SW+7Ig8bgO4C3UXBLzbQXZzWIhnrIolcRe+I3VXSAXRrvuEQTQ32lOgPeHy420nJ71gwisUVIWxAbQtUrwhTvSLMZ+feY8u2h0xCdztS6AhpILOSxyCKaUtxQAiBuxs2OOwsrwP/t4KxYJSxYBQpwe8JM70qQO8XMPTdAXPea7Vv4veEmddp4fqaSFoK0r1O4tx/xCdtlYvwjahCHJ2KEv3cQq4OVfUwfCLmQGEAKSUFv5Twyv71fLzhIHml6tmfiwMAlE1ZAYgE4PHN7DSjl4l9zwjgUPaLYtrMRgSq+n3DIda2Sn5/X+CO/R82IN+wkqvDFQGfPHeQTyZ2wTnYWrKdho1LyZkSDPymxs9viQCWxMLJftzgzby1jTYz/8l4uFUytFsgJcRPgbHCABRCc7mV3N7tAPzTGCHnogABoZWTlDjuo3z+IFyNRf9vUvQLu6CyoQPoNgUA+D0h9OWq+tc22tTYe4U4HVBVXbpoAUO7BQ2rl9LVfY7+r8HZ0AbO+Qx/ZcEDzE4AK2HCO0v5irR4siJ1Gw6HOHbcbx6/j1gtAmA8FKX6DeWdfXkulx4L0N+9A07+xRW/Ig+tnARgVeUpZq5eU9H/E2s6Mhb9bCJ6UUwbgBa3P27zs8/YUw6ZR6wW4ffMMB6KMh6K4vfMoGkaUsLJrh1YXBEcr86lG2ceYxah4Q5lndr85FLxw0/npBIqsFXmoNepBbt7zmOvV+8NFYV9zF6CssUbO5A0mf7mdMLsmrTo4YYU3Bh9HH1tSBV15ijiKbPa8rHa8hMPco7HLrI7lKU9pEJKKL24hOZKK2VTxfg9V/BdVqlbXV8MQF1tEdfuWUPAP42Z+5nGm66t+T3ZrQfofQdZ41K9wNsNjnoomyrGN5wQceJtFeKJ3gv87d2YuoCgg9nGjPZDkgOZ7F9WtU4CjHSDczNcHgdvjxKR93NCRG0LDO1W04OjcLYXEIBGnDgjuSkgG3mds4ZFD0BFPbi1CDkvR7g8Dn1fQE0L5A4Uox1THa+2Bb7/rp1PA7sIjqY7mYmcmM40xMm3lrTibAH3XREA7HkLGN4ryNUTY6fHIK8U9vbuSllj30fb5/TOmFaEcfLW1a3kl6WSA9y3RR3JYUONv+K8wPMfrGdgsN9c47Od2+fCnS4gmby8DipeQEx4I1T9q2z2XY5SXWwRuTo4N6laANh690EABgb7GRjs50wPyMDcXt/NRnTyXSQcIq/0EOV1IEoS6TnTA+X1AjTlRtiAkwbU7EDsXVUkAfbs/hCAsqkiyuvnbIAS0Nemekx+GWnkeT8XIXW1E6rqLRw+OilrnlhiPneuh+lVFwDIHyyifBMI69y/GTRQxPllyvJkcgDnW4iwoXbCkTPqwIlvT3tFc4rNufqtkd8SDh+dlIePTsplVetksgB7RbMc+ebOfq5lxbKqddK17X1TAIBr2x7p2rbntgXM6SyIo85ZCwhG3YdMm/d99Pr/svw/vbaSstQw9mAAAAAASUVORK5CYII=) 15 14, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF50lEQVRYha2XbWxTVRjHf+eKiUId2xhzjK69mxi3jk2jQEz3whgzRk0GKH4xyihi+GzUYSJ80ZmIgJ/VqOh8+aLyYsDEMNgLG5uLCq5rB3Fut11hMNrRsVZIRI8fTnvb0jYM5J80ubf3nPP/P//nOc+5V5CEmatSkgEL7xUi0/+3C3meo3hoopKOeTeSj05FzYHLCheYz+60iDi0ZPKOLh+GN8i8TguRfZYUMaZ6Hxldul2YDnR0+dAdBUgJ1Q/BEHA9wwRhR0gfUti5LUdM+2PQ4he6owDDG+TB+xew/6zB9TURDG+Q0akoxzsnUhbx9MCpicgdcUIDlXfDG6SpwU5Hl4+mBjuGN4gmNfyeaQAO/OiXkEiB4Z7m1EREZivcTJDn2ZEmYOaqlHHyOJJzv95hM3/SQCIhbMDiX20YbiWur+3mdREjX42HpuTRWjLZHxfV9aPSAsCGp21C6IjedhjuUWP6voSFdqh5SYk73jmB88XU4pRGqqBMkZsCkm98I0F0RwEAzz2lC1A7pPoNie15SW+7Ig8bgO4C3UXBLzbQXZzWIhnrIolcRe+I3VXSAXRrvuEQTQ32lOgPeHy420nJ71gwisUVIWxAbQtUrwhTvSLMZ+feY8u2h0xCdztS6AhpILOSxyCKaUtxQAiBuxs2OOwsrwP/t4KxYJSxYBQpwe8JM70qQO8XMPTdAXPea7Vv4veEmddp4fqaSFoK0r1O4tx/xCdtlYvwjahCHJ2KEv3cQq4OVfUwfCLmQGEAKSUFv5Twyv71fLzhIHml6tmfiwMAlE1ZAYgE4PHN7DSjl4l9zwjgUPaLYtrMRgSq+n3DIda2Sn5/X+CO/R82IN+wkqvDFQGfPHeQTyZ2wTnYWrKdho1LyZkSDPymxs9viQCWxMLJftzgzby1jTYz/8l4uFUytFsgJcRPgbHCABRCc7mV3N7tAPzTGCHnogABoZWTlDjuo3z+IFyNRf9vUvQLu6CyoQPoNgUA+D0h9OWq+tc22tTYe4U4HVBVXbpoAUO7BQ2rl9LVfY7+r8HZ0AbO+Qx/ZcEDzE4AK2HCO0v5irR4siJ1Gw6HOHbcbx6/j1gtAmA8FKX6DeWdfXkulx4L0N+9A07+xRW/Ig+tnARgVeUpZq5eU9H/E2s6Mhb9bCJ6UUwbgBa3P27zs8/YUw6ZR6wW4ffMMB6KMh6K4vfMoGkaUsLJrh1YXBEcr86lG2ceYxah4Q5lndr85FLxw0/npBIqsFXmoNepBbt7zmOvV+8NFYV9zF6CssUbO5A0mf7mdMLsmrTo4YYU3Bh9HH1tSBV15ijiKbPa8rHa8hMPco7HLrI7lKU9pEJKKL24hOZKK2VTxfg9V/BdVqlbXV8MQF1tEdfuWUPAP42Z+5nGm66t+T3ZrQfofQdZ41K9wNsNjnoomyrGN5wQceJtFeKJ3gv87d2YuoCgg9nGjPZDkgOZ7F9WtU4CjHSDczNcHgdvjxKR93NCRG0LDO1W04OjcLYXEIBGnDgjuSkgG3mds4ZFD0BFPbi1CDkvR7g8Dn1fQE0L5A4Uox1THa+2Bb7/rp1PA7sIjqY7mYmcmM40xMm3lrTibAH3XREA7HkLGN4ryNUTY6fHIK8U9vbuSllj30fb5/TOmFaEcfLW1a3kl6WSA9y3RR3JYUONv+K8wPMfrGdgsN9c47Od2+fCnS4gmby8DipeQEx4I1T9q2z2XY5SXWwRuTo4N6laANh690EABgb7GRjs50wPyMDcXt/NRnTyXSQcIq/0EOV1IEoS6TnTA+X1AjTlRtiAkwbU7EDsXVUkAfbs/hCAsqkiyuvnbIAS0Nemekx+GWnkeT8XIXW1E6rqLRw+OilrnlhiPneuh+lVFwDIHyyifBMI69y/GTRQxPllyvJkcgDnW4iwoXbCkTPqwIlvT3tFc4rNufqtkd8SDh+dlIePTsplVetksgB7RbMc+ebOfq5lxbKqddK17X1TAIBr2x7p2rbntgXM6SyIo85ZCwhG3YdMm/d99Pr/svw/vbaSstQw9mAAAAAASUVORK5CYII=) 15 14, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF00lEQVRYha2XbWxTVRjHf+eKH3RlbGPgHF17NzFuHRtEhcTulTlj1GSAyhejzCKGz0YZRvGLzkQE/KxGQefLF5UXA76EyV7oGCwYyLp2EOd22xUGo9061mqM6PHDaW/brY0T+Sc3ub33nPP/P//nOc+5FaRg5ncpyYAldwiR6fnNQl7mOF6aqaRz0VzykcmYOXDl8hzz3a0WkYCWSt7Z7cfwhVjUZSF6wJImxlTvJ6NLNwvTgc5uP7qjECmh+j4YBG5kmCDsCOlHCjs35Yhpfxxa4kZ3FGL4Qtx7Vw4HLxrcWB/F8IUYmYxxoms8bRFvL5wbj94SJzRQeTd8IZob7XR2+2lutGP4QmhSI+CdAuDQdwEJyRQYninOjUdltsLNBHmZXfMEzPwuZYI8gdTcb3TYzEsaSCREDFj2sw3Do8T1tf97XcTJG/DSnDpaSyX75aq6v19aANj0uE0IHeHugKFeNabvM1hih5rnlLgTXeM4n00vTmksvFC11B/+4RC6oxCApx7TBagdUr1DYtsscXco8ogB6C7QXRSetYHu4rwWzVoXadE74g8r6QR6NP9QmOZGe1r0h7x+PB2k5Xc0FMPiihIxoLYVqh+MUP1ghP2X3mHr9vtMMk8HUuiIhAsZyeMQxbSnOSCEwNMDmxx2VtVB4CvBaCjGaCiGlBDwRphaF8T9KQx+fcic93LtqwS8ERZ1WbixPpo5Bdq8J4rz4DG/tFUuxT+sCnFkMkbsEwt5OlTVw9DJuAPLg0gpKTxbwosHN/LhpsPkl6p3vy4LAlA2aQUgGoSHXkOY0cvkvmcYcCj75zkwMhnDPxRmdZskYoCnF6SE6TEoGLByz7UShICPnjrM/ku72efezYwfGhtW0FJhJRpU5He2RtPDlHOuFCx6uMlm5j8Vq9skg3sEUkLiFBhdHoTl0FJuJc+9E4C/mqLkXhUgILx2ghLHYvSCnGTu/06Jfkk3VDaa0UO8FQe8YfRVqvofbrKpsXcIcT6oqrp0aQ6DewSNDSvo7rlE/xfgbGwH550MfW7BC8yOA2th3DeLXpuTMd+ZkL4Nh8L8dCJgHr9rrBYBMBaOUb1DeWdflce1B4L09+yCU79xPaDIw2snALBVLuaP6e8BGvgr3nRkPPrZ9OgBtIT9CZuffMKedsissVpEwDvDWDjGWDhGwDuDpmlICae6d2FxRXG8tJC+k3mMeRoannDWqS2PrhDf/nhJKqECW2Uuep1asKf3Mvb6pOU5135g2bKnO5E0m/7mdsHs+nnRw5wUzI0+gb52pIo6cxSJlNXVFmG1FSRf5J6I32R3KEt7SIeUUHr1bloqrZRNFhPwXsc/rVLXUF9MghwgGJjCzP1M07+urQW82a0HcL+FrHGp/u/rAUc9lE0W4x9Kijj5pgrxpPsKf/qeTl9A0MlsU0b7IcWBTPavrNogAYZ7wPm8aki+XiUi/0xSRG0rDO5R00MjcNENCEBTHS8buSkgG3mds4al90BFPXi0KLkvRJkeg75PoaYV8k4Xo/2kju7aVvjm6w4+Du4mNDLHhCzkxHXOQ4J8W0kbzlbw3KZaqz0/h6F9gjw9OXZqFPJLYZ97d9oaBz7YuaBvxnlFmCBva2ijoCydHGDxVnUkRww1/rrzCpvf28jpgX5zjf1v7FwI93wBqeTldVDxDGLcF6Xqb2WzfzpGdbFF5Ong3KJqAWDb7YcBOD3Qz+mBfi70ggwu7KvIbESn3kbCEfJLj1BeB6IkmZ4LvVBeL0BTbkQMOGVAzS7EvnVFEmDvnvcBKJssorx+wQYoAX3tqscUlDGPPP9MEVJXO6Gq3sLR4xOy5pG7zffOjTC17goABQNFlG8BYV34fwYNFHFBmbI8lRzA+ToiYqidcOyCOnAS29Ne0ZJmc57+38j/E44en5BHj0/IlVUbZKoAe0WLHP7y1v5dy4qVVRuka/u7pgAA1/a90rV9700LWNBZkECdsxYQjHiOmDYf+OCV/2X5PxyumMIUeYLpAAAAAElFTkSuQmCC) 15 14, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
}
div.testarea{
animation:rwdcur208430 2.6666666666667s linear infinite forwards;
}
