@keyframes rwdcur8906 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC50lEQVRYhe2VP2gUURCHv52723l7IRElYGIpFvEPGgKmUrFQxE4stJJUgoWCCgoaO4sgCEmbyiJFsEsjmCaQiJJABCEisZFDsJBIYhGJxsuuxe5d9nbv7W5SWWTgwbu7uTff/n4zb2E30Ym7q/+1CdlB7gAuL+lkBWWDowTR9wGnCBjkL2cZ5cLO4PIAuoDHwHeU9xiuoXSjCB5+M8sDPMood1HWuMqtogBOxm9HgCXAoJBaB/F5RwkIOB/73gUqgLKMcplxalkANgVcYKGluEksjTLLCTBDQ5E+lM884ORuABZwOJAqmCwEoUlJQK+5XJQ3PKW6E4ARHPrbyp5UA2CfBVCbEF0YZosCHEZ4aC0YVyMOkJXvAcoA49zPBxAmUaRtwSwLsvINUEVQRphMj6jEdt0og5nS2yzIyw1VKGM4ZwdQrkSJ2fLnWWBTw0NQhpIA5RjApeYcF1MhvIgaFuTlVwCXM3YAw4lCAI1inkWBdrkNgDI9doD99OHht0jcfvlNqxoAnZESXZb99i1g+N8i/i4ImrsSIbWHTxXoiJ66sa8CVXwm8OSJbIgRxIiICo5xECOIiogRHI0+h3tZ6V8pxQG2LTjNMh590YukYYNEe0n5+43fAOIJ9UN1k9uIFaDCz6QC22No+JjyPuvAyFcxIoWmIGzcmh1Amc48KNmM1XAMxUix/HC65rIAplpGMO867ogO8MR+WaXXhB3gFT9Q5grJX0SB9Krj8sEOEKowhFLPlTOugJF0gybzK/goYzjUswFeUEN5VEjOjpgCWflh968Cw8niaQAAw3OUqdxmjBRwjGOX3QXKrAM3cNgsBvAMUK6jzGQ247YFdvlLfAJmcHjdrnh7AIBhNjFcxDBmfbpy0wJJAbr4OMwDPcAdW3E7AMBtfG5yD+UUymLqKRsHeNIqeYUawjowDxzH4WsWQPGY4RhvmWaRLZYImGUNoPdL7xarBPwioM4fAkYJ0q/dvdgLW/wD7T17llNx6OUAAAAASUVORK5CYII=) 15 14, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACtElEQVRYhe3XPW8UVxTG8d+8eGObxLYMMm9OBBE2iBeDgaRCKUiiNCkSKS2ipaFIOvIFokhI8B2o0tEFKCiojEACIQQlLkEhUgJBFsaeSTEz3vHs7O6sWSlNHuloZ2fvuf/n3nvuzF22ptYW895LJ/Eb/sA60vx+msc7XBm2uQn8jBclUBHrFQNFvMGFYcAPYKUG0M9AEU+xb6vwFv7s0XkTAyneYmErBh706bipgRR/Y3wQ+C8NOh3EQCpwryn8U+0KH46BQCqwLvRTEwN3G8KbGQjyCKVCb8W9t+iOAeD9DZThkVRsXctXVWhYuv6uyRT1VZBH+TpEKBQ5X20el66/GRCV1MKrRsI8IkTO9DJwdEADzeBRHjEiu3qlpepG1alkIzM1IlvvDBbLHmET2IPD+BY/bCKWmf+9qjNQVVL5rN4bG6aZpwbbhivDgJaL8DEONcoK1M3XSv5buNEmyL8XhdjCKMaEnomqBm7aXC7d4Zk6CzY0urHtiqIcyaHj+CiPSX95VqS0db0xvK6OA2Ff+HbMYM5y23NbL3GnETyLuhnohH+IqRw8i92Yb3PCShfnsdYA3jkLgWydR2RrPZbDJ2Qj3439mMNJ17oZWMalvvBspElHu/LIt9XAj+CENZ972M0AXFbUQzd4UdVlRcIO+Aw+xrzsTD0v8YWrgvYsd3sstgR+x9laeLZ3XnltciNjzDvTYtswKXu575EdcY7JNvicl9grsNprBmAVXwtcrYW3EFWWIM5HXgdfxJx/cK4M72WAVCLxo8Bxofub4HVHzA8q8EM4jS8x6wluC9yopnU3UGjNI6s+Ezui5ZZRSe0bYFxoJz7J4Qs4JTFuCbtwsa77uO5mrV57otehZQp7ZX9nDuKwZdtNYwnfCzx/PwP9NC3bbvuwaNWs6/i1G/h/FfoX8PT57GOx3yoAAAAASUVORK5CYII=) 15 14, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADSElEQVRYhe3WzWscdRzH8dfM7M4+ZTfZJJb6BD6BhQhKoZ6KN/HqzZP06kVQD4L6B3gR2v9BEDwIAS/qodB6acCDhGI9hlIQ8aEKldQ02fGwv83+ZjKTxKZQD37hy87Mzm/en+/D7zvD/Vl+n+tOZGfxOX7BnkQRrhdShcw9bRflD1bcCB/iZxQlz+ztC2gptBVyha6/9L31IODPYfsAOAneigS0FToKPYWBwlBhyQ2rnjoKkjRcz/ETlmvvTpCZuCdDoYMUWfTbQmZHyzm3bDYJSBuubxwKTwIkfkoWgdvBc7m2bz2v/28EfIyXDoUn0cqZmFjATEQHXSMdV44r4Bm8fyQ8zkAsYAbPI++i46zz3qsTUO2BDbx8JDxF38RtmbbCqBJ5O8A7kbft6Br60k5TBlaPDZ9FKwI3wXsYoKtl4JVqBmIBrx8KjxstDSDhN4ZP6z71XuRDqYELVQGt6Pi1Q+GxZ2ibEIB5TeSxgP7++fnDBLxwLHgrCOiEe/uHwPum6e+H89zpqoAkOiqkJqUuj+s9T/NkP+rr2tYUhljCimknPYon8CSexeMlYtPwezgWqylq/p9lZBI14iRkZeJPvZMKmPdA5kepM6W6Z9IAS0tlyPGbu/trn7Yd6p/ub72ppxZMe2Bo+m4dSb0zH+RzAanrEmdKnR7XP4bPfGZdPKarH2Cz5lsIPgo+vf5HnIH5HEh8XWq8Krza5Z2wDYXIj4IvmjbqKVv1AlLrtfBq1PGEizNQB18KPjZ9t44wdrVewF2/ylxtHK0xfAqbZ6AfgEPzWi9VIh/vC/m0XgBkLsjs1s71eLj0AjAWMAg+b7YyfBkrdo193yzgti0tHxyIuG6+D6MMDKQH4HPodDgNTay4JLHbLAByn2hbL4mI4bMaL0VrFqJoZxFXaz/yOz6q4g4KuIncG3KXS3s6nuuD8PBYQFPaxxi4gzcl5W+BegFww46uV/VcKtU+7vI8KkEVvopHcApdP+CyxFd1qKaPUjZMXPGunhf1fVeCL1buXZQam9d7GUsmMtdwGm83YZoFzGzdps+cM7BmwTeGJqUdwDzV4yBuZEvuDq5hTeLmkZwT2Rf2bCrcUtj2t8JFxcF3///2n7R/AKX0jZnolX4/AAAAAElFTkSuQmCC) 15 14, auto;}
}
div.testarea{
animation:rwdcur8906 0.53333333333333s linear infinite forwards;
}
