@keyframes rwdcur117487 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 14 13, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 14 13, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 14 13, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 14 13, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 14 13, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 14 13, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGbElEQVRYhe3U2XMUxx0H8O+ve2ZndrSXVqwuhJAAIw6bOCQYFb5wUFFOysFFzqccfshrHvK/5F+IU+UUeciBbVyOKRxjhJVwCBQhEEIX0kq70ko7szPT3b/OQ3A5dmKMqnAeUv6+9PHQ/alfHxKfxEFW7IFLHSAQGBH+ByEAgMA26vd+TdvdETgCMKiLiMaLNj+WT4PR6sziB1HYbH55AF+MiCH/HHW4cISDUtCOVCuEqoX+wd3cLdpHzUL0p6Wbc7+7e+fOPx4/wBMviz3Zs8XBdvzy1K/w3eOvQpsEE1PjOH/lAt4ZvwDOGfRlu2b1XHSmNrH0+r2p6dHHAZD/YlAvFd2fde/oo9dGfsG7B56w27t66dC+g/je8W/j8M6ndLyZ4L2b75dWsvXhwq6O023l/AGR0EoctZbhwgNBwoIB2K0DrE1EkPm+25EtPr//RbGt3GHdjE9EAiSA3X394uXhb5HdZFy6fhkNuRFEfvx0Zpt/AjauyoBdGVDJMoxVaG0FIR+0TS9oOxEHas+u3iEM7XxCSCEgpYuPERkpcfybz4JDg4sTl8BkoFRaKlRMZ7mHlQhQUhEaJsI6GHqrAOTaCgOy3TtJbVk6uv8YMo4AG81CCLIASAo4BDy59yDOj13E/Mo8hDYodRi/o4NXNMPETdswGsoqhGCYRwGIjzsm0e8WuLR+Y+YaxqdvITWEJE3FZrOBemMVWikQgLZcAT3bekGpBUJGHPL82oZdjxLEskCdbon6ZBG9cJDZUgXSuLWQy5cOx0500OZdHBo8gmzWA7OChYHnuGBizGws4M+jZ7C4dBd2TVV1on7LDkJmsPAoK5SNpUsBM9imCGEfXgn57wPPzYqM7/9wanUCYRjh6f1HkfEckCQ0whomFz/Cjdk/4vbSWyhVmrrQryejlCeQEd1uyRlxC86wkxU9nidgEt7QLdShkeIhl/JTgCjcvOv5bc+24ubAxP1rqK3VUCn2oKFqmF6+jDuLf8Haxlns7l7E80eJKzsIMVPP/ZnMM1GU2WczTgX5zAG3GOyXqTsfr8czNkX0sEspPzNWZIUrMuIUs8Hk0jgujl/A2ORfcePee6hFVzDQVcWxr0t0dTowQHZyVnTPLrmllCUUSygjERsU2ty8n9Y2LrBCZDXSB3/EFwKgVbooPe8kk+lCahGuNVBbrKKVrGPfgQTPHJHctU3aJLEYmzDO1WlHutl25HNlZISPNFYwGnAcr5KL/dGw1pyyCvEjA0A2JolAZsRJ4RtIZiAyKG5n/cIrIh3sk7YZWYzdNHJyvoBDu0/g1PEf4ycjr+HEoZMIWgGuXb+KVGq30tYZ1qaWfw+N5FGPAABgpbmTabfI9dne9n6b69iH5t5hu7Jjl6BWC87sPXam5gRVykfw1OBLODzwAkp+EQgkTr/4I4gmcGn8Msq9nb3+uvv2xtr64lYAFhbayfNm1wFg8BuU7T2ImMk21hoQY6MoTE3DaaQB9u48jEp+AJLzaDYTOCpA3itjZPg5VJdrGL37UdCd61pdujP/7ucBxH+dZTBZsGutdoytI7Xx8oqtX7kA5+o7IjNxTeJ+1QNzEUoBYT2BF+ZR5BJMpJAaiZ+f+il3uJ0suoNXSuVy55aOAAQij/LIIKcsZJIirS9jY/02DcU1GSglwK6Lg/3DqOR3wE+LcOEh43oQQkJrRqWzh+bnF+hvc1e6/MgZbazUbz46wII5RWQ0FCS8sIZqa4VnkrroYyP7WBNSZeBxCceGvgNfBIBhBgkiIWGthVYa1hDeOPc6dJzOxtXmuUcHAIBBalJE1oJ0y4bhAib1pkiJnBFrCZQQ5qr3oFPC0ODXIIis0ZoMW5AQsJbhez7OffgWVtarsV1OfgP851P8fMADhGphQzWxquq4a0LzEVKRCHaGiClvtcX02hSanCDvlslzHBiVQGsDIgFmxtmLf0AtXG2zq+oMjK1vDQBYKLRsgiYMFBgpJ/o8En7TYWcxQ16PY2Rlbm0aV+euY6F6H/FmzJwqarUi3J67hbf//iaiVijtqn4Dys5/dgP6AsBDIxy3v1ju+IGTz75Kefe5TXdDSN9Be6EdhUIBLdPE7MIMONKpnYxfspH54LECPllF5HLF0nFIOpGSPmY8sxc+ShYMSxZomfft/fQ0GKtfDuBTK1IAYBdJehKCSoCNrOYPwbj12Pf6Kl/l/yL/BJlpQDrQ9Dp/AAAAAElFTkSuQmCC) 14 13, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 14 13, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 14 13, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 14 13, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 14 13, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 14 13, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
}
div.testarea{
animation:rwdcur117487 1.6s linear infinite forwards;
}
