@keyframes rwdcur205630 {
0%,3.025%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADI0lEQVRYhe2Wz2rsNhTGfxPKJcyixIYQKKWTEMiUkK1EMl1lJZN9svIz2A+Tt8gDBM8qq+uBcRbZNOBQMLMpgUydS+jiksWoi4xU+c9M3fR2lw+M5SPpfJ/OkY4MH/jA+6DfOUbX7RvfiKwzoigC0GmabnYRoM2Ep6enH25ubjb/A7eOoog8zwHY39//sSFgHcFiseifnp5+/RbkADs7O781BNQnhWFIWZaVCW5/rV3/tm2lFHmeMx6PAVBK2TEVAdvb29/VVeR5ThiGrtN/syf0ksyQ94wIg4qAo6OjP83EMAzJ8xzf9yuhayNZ0QawEQR4eXn5ud5fETCbzQ5x8uX7fitjEAQVQiklUsqKzRljRTw+Pv4OMBwO2wUMBoNfoyhiMpmsJH8PsiwDYD6fv5ZlOQAQQgBgc14Uxdbe3l6rA0eMBnpJkuggCCjLkul0ynQ6tWOllPi+T5IkSCndvt5oNOLh4eGL69sK6Pf7P7UQAm8bSAhhVqIBkiQB3kJtQprnubUDFWFXV1efLi4uXg8ODl6WtaUBHUWRFkJopZQ5VloIYd+mLaXUgF7wi/2O47hho3k8AVj6AVbUAXNkgF6WZTZfboScTWdXb2DS0AUNAcsw9xxTz2wi4zxJEnzfZ4PPlTxLKdngs90DZn4nJSxTsK7fPCa8QRBYm2m7NlYUrbu7u/46kn8UKqWs57gTMVTzD80UtIZrNpttGfI4jm1+zT6QUtpiUy9ILtoibAWkabq5KjSDweBL3eaKMLXAkMdxXBlbFMWWWXmWZXaR19fXn6yA0Wj09fn5edEmwEWapmitSZIEz/PwPA+lFEIItNZ4nofWfy/0/v7ePz8/fz4+PiZN04a/Sgp2d3dX8dq8+r5vw21utuFwyMnJCe5pMTg8PPyj1+txeXnJ7e1tJcVnZ2evjeu3jdzcD3UCIQTj8Rj3inVvP94KWNvRBmA+n3/fRQDwVh+UUpbMFCfzdsVNJhPbt4ocQGtdTXlRFG2/ZLYEK6UqJbn+rLCvRdcqZR0ppSjLkrYSDa2VdC26psA4tBuxhbQ+9n+DG9pOYf7AOvwFBhyqn55+5HYAAAAASUVORK5CYII=) 18 15, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADXklEQVRYhe2WPU8rRxSGn72kQLkRglEoQAiQXNgViqIdC3Nv2p2rFGlS+jd4/V/M30gihc4UqSJvsVsgui0sXRBQpPBHhCIUgSeFfUa7613jIknFK43Gntlzzns+d+ENb/h/YRfL4d2aQv8aOp0OgL2+vt5eh4AVgfF4/M1wONwCCMPwVVIvLy/bhedsp9MhTVMA9vb2vl0iMBwmW1UKn5+fVa1W+/M1w4KNjY1JlXGA3d3d35YIFGDb7Taj0SgnABBF0atRCMPQRlEEYIMgIE1TLi8vAQiCABapLRDY2SwqStOUdrvtBGSPogittQUwxlhZAFprMe6wMO4JCUGOQK1W+yPrfZqmKKVyoQOI4xilFK1WCzHa7/cRMq1WC6UUcRzn5B4fH78vOpjD3d3dD8zzZX3ft0EQ2CAIrO/7xfaR/3aRCvHe/ZeVlb+9vd0X/ZSl4ODg4NdOp0MURSilVnH15iw+0uv10FqL9/R6PSwfAdBaMxqNSJIEgMlk8td0Ov0A4Ps+OQL39/eHVdYyZCxAt9u1xhg+mffuGSlWgE/mPcYYzs7OnHHAOzk5mUyn089Z3Y7A5uZms8QgMC8gYQzYwWBAo9Gg0WgAuFxLHcjdYDBwOq6urr4EODw8fKhyNJf7hbcuf77vZ2vBLjrAAnY2m+X24n3R0EJPPgIAnufheZ5rGcBLkgSttbsTiNc/8aF0L3ZAFZYG0ULQyxx5WWVScFprrJ078su773K7nIv8KgJflJyVCXhxHC+FUiLy86LqAX7kd/BW2uTi4mJ3f3+/9G6dN5/VWrsFWDt32e2r9Mj0FBRTUEp9PB4fi/Fut5vrEq01zea8gZrNpktRGYmy94cjcHNzs/3wcP91GYGdnZ3PxbNiq2YME4bhkg7xPI5j52Sapl85AkdHR5Onp6e/ywhkIb3d7/dRSrlVRQzmbXd6epqbC4JcCo6Pj6oIuLwqpdzUk8FTr9dptVpVrWc9z+P8/JwkSXIprtfrj2VdsKQgDEOiKFoyoLWm3+87IpAfycwLtqy1AZjNZlvrEADm88EY44xl54HcC+RbYJVx4VBg9LL0QUJmrBpjcu1XXBXnK7F6YmRIyA9jDKPRiDiOc5UveMXjJaybAlHoCrHEaPHZ/wzZ0K4V5jeswj8zeb9fVpuEhwAAAABJRU5ErkJggg==) 18 15, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 18 15, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 18 15, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 18 15, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 18 15, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 18 15, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 18 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 18 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 18 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 18 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 18 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 18 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 18 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 18 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 18 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEeElEQVRYhe2Wz2tcVRTHP/cZQzCTWqaL0qaYEBIyOC9NZ56FIkKtL9O6kEg3UnAhdDlM9hbTVQMuXLiw6l/gwm2QGJ1MDCLGmEwidgIzTAw2UFoDSWPyUkZt33Ex827um5n8KLhw0QsP3r3v3O/3e84979wDz8b/dQjxW0e3tSV4/lP8w4xM0sD2ECECyNM4xxTdDYDNSKboPtRGsGX2rasCSLFYjB2FXwRbAhHlcrm3mXdC/FaVcM+zhw8fdgekJnltLuvr6x82sJXLhd567HQ6LYItT969/ul+oQ0E1keh3nPBFtd1hepRAGAd5P21a9fY3NxEUcD64ue0jz/WRIS0JE8DEBl+BRM8IJ85F+HCV2UUBQBc19V2IQGtrR3H61WUSiUEuyoCa9QU4TiOAPg7u6E9wXo1Kju8/ouHooBgk8vlQrYhAV1dXQum96VSicWlf0gmngdAUVCBCJ+49tQv/wmAN76gsXzi4uOPDdHBkHsSgJ3tH28L9v4C1tbWPqd67pRKJaLRaH1AUBSUQo3ODceYz1fwJyY5QQSAE0TwJyaZz1eYG46hUKND7kk2NzerAnZ2vgTo7+9vwA2GpNNpSSQS4rquTppEIhFKHO2h74tPXBchwRZzHTD3SrFYjG1tbb0v2MH6XgQePHgwtJ8qIxICMDIyIuedNrAGwL+D1LQJAv4dsAY477QxMjLC0tKSDl4sFivu7u7+YGK3GO/vmYRTuT/02d3I/cYHvWfxV7YBJHL3Ple3H6NQiBZRG9YACsVH24954e593qYbgItXzn3c8k3ZU52dN9PpNIuffY8CVF34mZ2d1QJyeFi9x7i04u8XnOpG/1f9rqyzB9qCjH3X+9zopRUfRUGZEcCyLCzLqv0qNkP8rlhBpvsGtU2Q8QAuER1+DY+gUOTwDLv2MS2Q5ZvJY8nRPH83SstkMqFkM4qOOI6jn2DeLBHNBKQucZvghnJgT2STtXw+HwKbz1d0wilzSy0nfGsAi+Vm/AeOJhdNY+n1iUuub1B76k9MVr2fmJTg+xNevmUWqwPwDlNky9bW1pvBVLBlJvmq+MT1kUz3DYpgy3TfoD6iQIRJmMlkGq5oXQfu3bsXW19fP1cvQFFQLx5/7euaGH4a7ufi4jZXUqf3FZ3JZLBYDt0djuPIJ7dnUBT0ea2urr6kBXR2dhYrlYrXDFBRUMHFcmG8xOXUKbLZLNFolGg0itXRrm3N8h3cHdO9Fgv5v3CSrQ3Yobugvb290kyAYEsOjyE6uJw6pWt7NpsFoO3MKSD8ixoieGPFJ4dHfjH86/X09Kwd1A9o8rnhflwiKAp8m72vvzmOQzabxRvP67VAXLA9uMpdIoCE+gnP85Ihso2NjTP1AoyeUFKpVK2prP7zZm2odUN6bvSEsrGxYTSse22b53nhslkvoGasMzuVSoWKkUkyRXcDMSCPHj16pzGqT9+Sa8BARDNvDWIAlpbyjY1nHX6zSghUa3ZouiekoVEJer06WxIJ58YR8Z9qmF7uW++fjaOOfwFLx6tHekvipwAAAABJRU5ErkJggg==) 18 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 18 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 18 15, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 18 15, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 18 15, auto;}
}
div.testarea{
animation:rwdcur205630 3.2s linear infinite forwards;
}
