@keyframes rwdcur193401 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADz0lEQVRYhe2Xu28cRRzHPzP7uLnz+excDj/I4ThOSJAhq5wVIWSEhYRIg2QpUFAhuaJEFJSpEA1UiMbUiD8gHRQUKFWQbJ9ZQWJshCPFOI6fl3N8d96bnaG4NXKF78LxKPLdYh+a/e5nfr95/Bb+Y4lOXwjKAYALSECHpdD8awBBOfCBbPLxI9WABsCTwLQNEJQDCfQf+7hCoLDkgSiB0MC9sBTqfwIgCyhgAHgZKAA1BBqQWGqJ4waWubAU7rbj67YLQKvnBWASwVu0IuBjuQP0I/kRyyDwIoJqUA4Ww1LYaMe0XZn7s/fvAq9iGcEygGUKmADA8ka0HX0ETAHXE9gT1UkEdPpcmoPlg5n0WBrbtDhZB13Vk8295qSTdkCAje1jJAWBGAHWTjLtJAID3mkPmZJcSF+gr7cP27BM5Ce49vw1TN0QH8TE9RhTN2uACcrBiR3sJALre7f2SA2nWNxZJH8mjzllWNhZQFc0B0sHmIZBjag7Xt772Sk6NVqz4i/VdgTCUqirX1eHhSPe1fv642qtynRumuZOE72vbzpZ5wu33/3EarsqXFED1sNSeKJvJykAqOiqvt1zsWfFRpbL/mWi7QigKqSYV2fUvJf3Fkxk5sJSuN2OYScpAGgU3y82gEu4sMYafsFHZmTB7XUb6jl1K7zS3vw/ktNJ42RQXULyAjC1zDIyL5GO9JweJy1c8evDLx/+3oln2ylINqEcAo1gXBUVckyiziv8IX9UOOIlLK8kK2b3AWgtwzksI/qRfjs9kiaVTaEyCuEJkLi0UqramX5PAiCBZ4FstBVxuHWIi0uKFE6/AwKJYAnI0doxuw7QqgEEKnM+s2giQz05Du8dYurmWywR4AOZoBzkug1QAzLAWQRZvaOp/1SnMl9BV3Rom/YRrZ5nkx3SD8pBpisAidEY0MAygGHM6XPwhj28gofwRV6kxFkkWQQGy1Fh4ncFgFbuJbCJ4AfAyF4JEqSS+IN+USr5OpZ3gHE6WF9ObJiM6OPtNgBXaIG1FifjoHc1WFwE40AVwTaWObqxFyTllQZY/Wz17vpX69+YuiHej9HbmmgjItqKEI4YiWvxRWvsgI3ta4l37W8DJNo8uog2I2aLs8z8MsP+9/vm6tZVJpnExhbvlIdt2iHbtFlgt50itZOa0F/6YOnQNi3xRowKFL1Xej93c+6H/jM+whGoUYWN7W29qz9dub5ysx3fTv8LLPAmMATgjDtVXB4Xpguj/qB/rv5b/YZ32nvvwY0H39EaK10HULRKc5XcN+DPxef4s0pyfqqn+v/rD1b/b+DheDIBAAAAAElFTkSuQmCC) 15 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur193401 2.6666666666667s linear infinite forwards;
}
