@keyframes rwdcur9560 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
90%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFQ0lEQVRYhe2WT4wkZRnGf99XX/3ppqenp3emZ3aYjeuwwf0jGxEOokgwkWg4uHhYDYl68OTFhAsx8bInLhyICSYGTkTxovEiGw0JKhvjJkYSCC4wDLDZnZ1pZmd6anp6qqurq756i0PPsI1utziL8cKTVOp768/3PO/7Pe9XBZ/iU/yf4RzwPQ0Ue2f1L+Ph2AEEMHsxQ/c/DD4uodkby1BsB5dmDbgCDjPcZja5DmwJzAIND9b3njsZQF/gSBt+KwxNOgJnNZz04Fld5tvVglz3eCYO+G5loOqyLbBauMfz0brDsx2Xx+uHSNni+cjjTNVlwoDSXZ7uNHhwTqHlOuea8OMNeDodU4FzeoaZcomjdwaoRsaOVQRVjQ4AMjbDQM/MIw4xmxslGg2ttSmkn2akiatLDUSR0m35+tCicfzJvIi2CwqJ7cq7u1xa2iZbGuOBhoqJ3QX9pftcFRytuLefMZTrhSqMqyfmq/6Jb+V5EmrllmreHQ+jJCmUGNepLnju5KKQF45yJwIzdcpR/qxxSoc9Z+KURpMU19fSYjNKeD4eWYEZflOp0zjqau/LQjSXSHPD0o1S4gT8yHVKZje/0lGIDZy5SpZHSZv30hqfm3YolYWuVPnsscCpzSptvEDPfaGTvflCT1rNazy3DP9cgV400gOb/F1qPKTB8TKJwh2WV7usdgpeaRbcrb18Ske81IZCe/m9lZQQl9vLCmVdAlMxi8eKXDkiElF0e6vZ+b8UdOOYa224dAV6KWDHmHDFvsM3l05y4f4CZIuLG/DqBuxEsJ6mhBF8pgpTJuX8xhxPnPapTWvKtenS8e9H/at/kmK39Rbfe7lcPBpYNuOUl9vgxxBbBh2UjhFQ1gv87phGBMDFt9nghoXQTnG2AierikplWp/6osYEYKoiiWz33vhVxka7w1vrPifimD+E0LMQR3vkMGjn0W1Y5+seBGSYtMd7HbDChwIeLQunKxpVWfAeeMRKNwWlr9oXX6nR8HK2o3WeXIGjKazHsJMC6R6pDPOMFBDyszjmkXaVrwRlFk1Gj8Em8tXaPF+bDjgy72qz2LNb7Vx27Tb/eD1jub3GH2NoJtCP4O39Uv8b8X8U8FFowAV87TPnGWr1SX/2od1s5e1Mttrv89RrcNimLEewEgPJEKEdOe04AXUeK5ep1XIxcZ/VyMXXGbNBnz93KuZHp5O8tbYtf1va4tdNaHfgjQSIhohvmvHNUrspQl5KM0QcrTyPI9MFWkPDW+TnDyJWW4mSLS6GECeDg5gbpf5Y5GMFgG+vc2a5oNAgWKyZ5L66qyfqSgWT78hPL8LVGNrpHvn+Wv9XGCPgsLfAC8cLsCBMcVftNg43XFWe7RZr12o8UIFo2N0HwkgBM6AhRYlIRpwYpsoekzXPPXRvKq1On+0E2paB4Q6MkQI2OZ+s8stVRztln3rNQeuKs3BqN73815TtqMfvW9xY9wOVf6wAWNQz/HBaKADjTXDncUscZdJqtXk1hNJwjx8YY/aBb3gBnleIihPW0pJz6A6RLL3CT16HINwzn2XggQNjRAUK4FqagzXGm55y77rb0X5FVJwF3O9Bdz97O3qOWxKggPelyQ+aRnmTRvv1kp7/fCSXr1jCBBLhxqbzv1mCGU4HU3xnMVdq11GmtpNeejEliSyvRdBv3wrpMMZ0waZYClE4ViRd7Ul7vUsrhLzNjfLfUvYw9re8AJQ5wYWHC90vL8kv3oQLIYQRg96/pf7fx5guUNzDM2ywdUlLXIWVJoT7rh/7hfuEcc7AWQ8WAsD7pGf/ACvrYSdm+XazAAAAAElFTkSuQmCC) 3 3, auto;}
}
div.testarea{
animation:rwdcur9560 1.6666666666667s linear infinite forwards;
}
