@keyframes rwdcur72253 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACJklEQVRYhe2XPW/TUBSGH0cNAVWIOCIiSSckxrZSB/4AdCp/ALF0SWgrmRUUViSqdgWU2srSpeofKBvpD+hQiVZiYYUEVQogIdFCxWGwYvsa+/oDEgZ4t/v5PvecY1/boPxEYICiTy8MJqQCxatALZ953RHqjvweQrUjVDviRiKbevsiIvKHALLKtGwRkd6+CNe27Lz2BtWOcLKWPuymZQP3vXZpzh8TcfiwupINIK9x2DyoDCDJAFHGOvOMIHoA04qujTTmQQ1WYn2mtAtHRucn8LXvzr40Hz13ehGK16PHDNSD9H0gPQCw/qhLe6MJl6tuR7kVP3mrwPbwrtK1/HiH9Yddr93ebCrjiQB3bh/Q3mj6IMD203uqSWUXVn9ABRYqu6Eddli6dZAfIAwCsHAjbJJfiQB7r26m320Ih6EUALzsxe+RCNDebAGigBy+DZmMwr4mLEe8mcNhD0r/GNZs4dsxXJj1+3RFeP4evuypfeUW8sa3MRpOtqfAUxDkc1cdm16CqUbsUsNw/UQE+up7qZAaYEyaCICI4N3adfXiTE5BaQ7SXvnFmcgaMRpO7JJkgLMjN/fBQrwSU9Xf30UWIWfHfrs0qwxPpAh1+jeKUKeJFGE479kA/hfhmKUHMMb/h6ZPwelrh4vzv34Rx6k4A2Zg+qh4g3k/PVJei+mOaFq2BxJXgBAfscEDh4/PIz/Ps8XYtGxqz+IjMrT902X8Q/pr+gmql7+KnT9AxwAAAABJRU5ErkJggg==) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADNklEQVRYhc2XTWgTWRzAfwlRY3ux3ZanrDIR2UNWKz0oUu0e/DjtwYMnPVUQkhULy/oBLfWriB8XheJqZoIHRVl79eKxvUjFCKLY3Z6UDuLioKS11XRaIW8Pk8S8mclkElfxD+FNXt6b3y//95/kvQirzkl4gxKz1yJ8o4iyrANY3RR8ZeLGYuu64/LLFDozks6MdDLRQAjd+Gt0cWFuvihp6zcAxseJNYqPVq5mT4X75kI3ELoEUpu7P8Rv3p6FokzR1i937uu/1qhAhM6M5O3h+nChG0DK028/d9qocossM3+mwwk0Cw4WCC0SLCB0ue7HAq9et9QeU0ugWFVS72sXdtS3V+gSoUtae3n15Ci09gZ6+sJja7h4NgfxruCpvvByrNjotC831Zdww0/e49ddj+sOVwVK8Mun9UrXxMSE87ozV1+iQThQ9dyW4NcvjLBjy1Slu2eV/Xn0y+2QlLD4N3x84AGzvAOgAr8/trWugJKBK6cyChwg8vMupb11/oCzNNXZiK2BWIeSuftjWxm8dKgxgd2/PPOYy3/GlLZ7w6gqUYJfvzDCnt6nKrz8hIQVqJ6sxS+iFRJsOzjAw9k42w4OoGkae/dqqkSsw5O5sHCPgNvcbJkGoKenx3lvmpWx3RtGK9eezIWEewTc5lohoQzWNA2Apy/2e27ku+Z1fgM8AtVw0x4EwLIspTXtQfqG7ioSvmse72quBqrNhRBMmyaJRIJp00QI4XyeN+gbulsZ3izcXyDs5Lzx+do9vtkacMNz849IaBqmaZLQNHK5HLQH/Lm51/xLaqBm5A1/CXfm/o8aCC3RJNxf4HuqAZFfjW3b6oxvWQMWw1mr3Tkz2LbtPIaN1ADA0mQ2SMB/Gx3vcibOXD0MBiRlypoq7XoE4WqgDP/001CQgH8NLE2WNpORIlY6Td7IknQdG4JqoAxn7Qk+/P4uSEDNQBlurx+GM1EYLkIELJyvm5QpD9w9vwyf+eEPGCgEwcGdgfLEhWP/OvCqsH5LM8UK8ka2Zg0sTWZZKmxkpusIDNeFQ5hzgSdkFGFkaE+r2ShnbmHujUf+q4TQDZLS2b639RtwJuDw8B3Hf/BJfEnO30O4AAAAAElFTkSuQmCC) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA7UlEQVRYhWNkEGj+z8DwggEFfJjKyEAnwMTAKsLAwCBBnuWSs/4zSM76T4kDGBlEp0MM+P2GgeFDLUk+///////LVxgY9HQZyQ4xJjiLRMsZxGfMvHyFgUFXB8Im1wGQEHidSbzl4jNmMjAxpWGV+/dvFsPLjHTSHEANiylwCHEOIDehPU8jaD5xDtD8T54DrhNOnCzEmrWwNRJDLL56OUE5qjnAUGUFFtHlBOUIASbCSmgLBtwBREfB+TsRZMkRAkMnFzB8mI0pJpBKWI4AGPA0MOqAAXfAaC4Y8CgYdcBoIhzwKBh1wIAnwlEAAD9RVKZv2I2UAAAAAElFTkSuQmCC) 0 0, auto;}
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}
div.testarea{
animation:rwdcur72253 1.6s linear infinite forwards;
}