@keyframes rwdcur168782 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
20%,23.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEfElEQVRoge2Zb4hUVRiHn7XNwqSiLEK2WMpCVCQkRfoQIn0QsRBZKkIoxKxIDErKqCQxowgRE/NDGohZ6FKaZRRhmVrhhwotq81KLFQ0NrRNTE2fPpxz9e69d2dmp5nGYF94mZlzzj3n99zz7z1noM/6rM/+/yY0CxOEKxutpSoT5ggKJ4XVws2N1tQrE2ZEgLTviOkDGq2vrAkDhS7B03mQLmGJMLTROkuasFTwCLgA3AmeysN8LLQJzY3WmzNhWCL0JRBwCrgxQmVADgjzhMEV1n2pMEkYVm+ITwR3R4DEW8Al4I95kFPCm8L4EnVOOJ565hisE/rVC6Ataei+DETiM8AtQUgWpkOYJVycqq//n2A7eDV4J3gylJ1eL4DmODzc0gNA4qPBVeD+PMhR4RXhRmGM4E2p57aHMivrAhAh5seudlQZiMSfBL8E/87DbD8FPhPLXQf+EdJn1xOgJY5tV5Z4+yvBteCkVPpEcD34ewoiWZZ/BU+Ez05hUN0AIsQ6wX09ALwLvgUuBjcX5F8BLgS/z/eIwgeGsKU+EzkCjE8anFMgcAc4ArwAPAyOLDG87gE/Ao/mQfYIs4XL6gGAsFvwiwJRr4PfgtvA9yucJ8PB5eAveZDjwiphTK0hZklY9iYUCHoYnF+h+Kw/SliNTuRhdgnTrEX8Zdg9jwmuq1JoKW+JvZsGSO0tR4TFwg3/FmKFYGecmLUEeCeK3Qs+Dj4HduV7ROFDYXJVk14YlVT0Yo0BDoN/gdek0m6LbR3izH6R9n3CU8JVvYXYLvhdDcWPjqK+zqRfFNMPgteCy8Cf8yAnhTXCLZUCTJWwIbX9Rz2wK1P2IfBTMB0URm+vJK7fD9AEXF4RcmW2FZgUP18GLgFmxbwNmbJvA9cTYvfW7lnlD1lCu4SgjRp6C2cCu26r0NpUmdsJk/1w/s0fFBZY7hJCGGyMi16rMUDij4BvgK+CU2PaXPArCoPDrcIdVnoiFOYax+roTMPTYuPlBN4a4TeDGygOTQDHgqvBA3nRXcIyYURFolPimw1Ll1sLGnw++vAS4pdH+Iwgv0m9kBITdJfwgDCwV8JTAFOSyu4vEPcEYfPpSfwizl4KHAM/o3sctI8aLJFlADYJ/lTl2D4URe0EB8e088CnC3rEajepEuKHJpUvrUL81JS4cZm8JsIGFvP3WG2YEK2nBx8E6AIWVlFpa+p7RyZP4IezP7c1wfomOF1FM8UmDDBEg75XxdufTVgCkx64K5N/YRz/MX9uzYSnAKYbJ2ClocNIcAWFhxU7Cefm88FWwlKa1C8MqQfADskHWkV+LyWPiy8YDvDdDvcpn1cP8WOTBp7tQXRyYO8oXk02Gg7sSX3DjLd9Ke8UZtZcfGxwlYQlMCu86Mok+m/xbbeWqHeIMNFw0VWf63phkOGA7ZqU8BKXVp8Ldwv96yKotyY8JmFLn0z5a8NG6+1mQj9hr3FCFsQvHcJMUxe355TF8ZkVnVydj2u0vrIWJ2EivFd/XpwTZrjQXeS5+vdRn/VZ/ewfeewijAiGgpkAAAAASUVORK5CYII=) 23 23, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur168782 0.83333333333333s linear infinite forwards;
}
