@keyframes rwdcur194118 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 5 5, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
15%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACL0lEQVRYhe2W4XHiMBCFP27uv0QFMhVAKgipADogqQCuArgKkg4gFeCrAFOBTQU2Fdiu4N0Pm2ASATMEbu4Hb0azox1Z72l3vRLcccf/iAXIgf4F1w+fswf8AgaVCM1uKOanz2mALhVrGwgrn4bW8l4UrWsK8EagA612ZekCj8ADsC4KLGjk3NUicvQ0KWgLZEBe2wzY+QAGztHZbpmd2OdbAsqafHvEZkDbGPpBwGKzuUiEtwY+K7T4q7AF5GV5MflJAVvANYh3tmysSat1B+TWIhfANoOiOJ8abxEC9OuNdztY9tGwQPSJ3AUoSVCaQriE5RJmr8gYc3nBpqAUFINWoGXdoHxNqhAqir0/XKE4QfM5cu7CPpLUAhJQdII8y3bkycd4fJwJII7R6yt6fu56RRxNARwyjWr7OecAzjnG490sBmC9HgJWfyJ4eADYnKI6jvTMvfD2hrLc1Cef1gOqef8jCvP5hWk4dyklCVqGvjWJYCKAMERRhPr9r+tOpgD8IW/CGMhSH3lM1cghisFaCIKv358VcA5lCUWzOZA0TvnSAnj7TctaQ9C9gYA894Vo9UEOVY9wzmI8339bwNMTLedgOrWNkx9W/MsYoE15EKkrIoqQMceLNYqQFGgwuNHDJo7RZIrCsF//jqMmkfIcpdmNn3hxjIZDNJnsHytBgKIYSU6LhV/AVZ9XaYrCEDYbcAEMB9DrQZZBp3NdrqPIc1QIqR6ht0ndcccefwF5Kws28l589gAAAABJRU5ErkJggg==) 5 5, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
25%,27.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABlElEQVRYhe2V3W2DMBSFP1d9tz2ByQSQCcoGdINkg9ANMko6QbtB0wnSTABMgJnAfbCj8kCAJCStqhzJunBl+RzfP8Mdd/xFbMAZcLfgeuhyJsALkHkRbn1FMY9dTgnEeFYNvHufe1aKV2vFlAI6IzADob0lBp6AOfBpLQrcwpjJInL0NgW4CiiBOtjDfxn2ZMYwqyrWPedcJMACNhDXHbYEtJSkUcRmvz9LRK8AApkNhF1igu/sCHTWwIEYfEFKQLWWBkwPeZqq0TVyVEAaDhYt4vb39gh5nuOstaxWyeWFWoArwO3AfYB7CwOqb0h9FbjlCqfUuNlxNAIATbAirDz89+U8mSkiDUkyhn5AQPsKixHkHkuMgTieQMA8kGWBeGy1KwVaTyAAIOX0NhMKTATKDNdB51vQxjk9LkO72Gpw63AETkeOkD4NSv2KAFDCk0s5vHcwBaejDsSSn0a+oYAsmyMEQEMzzH8NbF1d48pygkl4DqRMEQrcyJdgcgFa++xXI1rwKgLKEtEAu93UJ9/xX/EN2It6O9aO4JwAAAAASUVORK5CYII=) 5 5, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACOUlEQVRYhe2V7XHaQBCGn8vkv04VnKhASgWmA0QF4ArAFUAqcDrArkB0gKgAqABUAasKNj8kIoQlHMvYk8n4nWFOrD7eR6u9XfjSl/5FPYE60M/w+tYUjIAHYFBA6PwDYb43BT0gpHD1gWUR09hankXMLQEaM9AD4xcrIXAH/ADWIljQkXM3y0jr2+xBM+AAHMv1AJxiAAPn6GUZ8yvPeRdAXppnLesB8D2PfhDwtNt1grgKQGkmpaFcQEh13DkDjUV4MnYUBalU2yCvQ9bMnfMUcqwFYxzbbfYq2NULTp9Bqd5eyt/izDyO0X4fXAC+Bc8r7j8c4PkZlst2n1cBODMVYFqeO5k/PqJBr6Dc7WA+r555FNTgkSQ59/fNXq2fAIp0eyWlaTBfLFDrw3oDv35iIFKY/dmivgUYGlWrxoiOx2+slQ3oHnRbtubz9jydossVOp2eYgOF5Kw/pLX/qpGOJx066r5lLqQpulicx5MLgHpMFF2tOgC0DaXNFh0MXgOoNJ+jIlajyLtNF91uPfW8S7jrEKJW7+7q9zTOgr+RarHf6xqaCuSljpliLsqwM0AUBYg0nWku9MkElWNOurkRADjiuCkeNxJEEWQZkNcJ3wGwJo4hHtmGdA9rJkGIWgv7w8srOwMYg4njkMAXnpJLiKoYnUNHwyL6MO0+tFol6nQ2Q8Pw5XZ1rmhUSdK+/29CJIKmKaRpMYBUodeDMATrwzDuOIzequMRFYE8BxHo9z8g5V/67/QbvwYA+jtk+uIAAAAASUVORK5CYII=) 5 5, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACLklEQVRYhe2W4ZGiQBSEP67u/4wRgBHoRQAZaAZuBudFoBnshsBFoBnoReAYARgBQwR9P9ATVtBbl926q7KrXg08BrppHm8GHnjgX0QKCkGfwfWlLTkGfgCTSoSWHyjma1vSACMq1gGwrnKaWstP74M+BbQ6MIRgUI2MgBj4BvzyHguahWFvjnS+TQY6ADlQHMccOOUAJmHI8HBgeeU57xJQHskPHWMODIwhiSLS/f4uEa018Fqhpb0KA6Aoy7vJoaMGoHpLUwtbiwEQ8seNBvlohOIEhSFaLs3NWul0IIEgA50cAChrx6tX5Os1ShKDMfY4E5zzGIP2+zFp6t7uUgbKQDvQBrQ6Nqh6k5rOkPdGEtpsml+q8Egy2mxQHN/RS9xRgANtW8gBJCvnTrlc9QjDFwF4jzZbFEVvFLGrCWgjdxkt5CfkMuZ8XhRotbrDhezKuiCNNZ3WBdjGPGMKGZMIqhrJMmrz/xJd5Msl2u3O14zJFUXfrz48z1Ga9rSu7HaXlhpTKI7TTgLnLgu1sw/cQllW0cwNAucmRNGiVYT3YAfN3N0CkoTAWnh5ubS0KObtNxkuPujNVnwNcWx5evKNXBB09xsbVC70Bu/R8zNarW8X1nyOpEhtjr0LRWE0m537gbVe1vrGLzkaVX9Mnn/Qzsp7q8WiWoAAwlDnVj1F2y2SrCYtPaC37ZWEnAPn4HBcSsdDmEwiyjLH2v64bgo5hfdoPv+c3fUD/y9+A8fFNz/Ze6WyAAAAAElFTkSuQmCC) 5 5, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACGElEQVRYhe2W0ZHaMBCGP2fyblEBogKTDpwKoAOng3MqgA6gA3wVYCqwqSCiAkMFiAo2DxIQLrKPELi5B/4ZjTSSV/+/69VK8MQTnxEFSB/kI7i+hCaHwE9g5ETI9IFivoYmYyDBsfaA0s3JWClerY3uKaB1MwOyBRpgC2x8b4HRHYUEIwAuCgoXgSOUF7GyFgUy6vcZ7HZMOxx5D62GDYjFebwD9oF+C/TimFRris3mJhGdAg5egPWEb8XY8/jmCLT+AosL+TH9j/3hUmSIXHQCKlIY836edH5wjIJw9vjYFgHyqkK0hp2FxkBZwmp1e3RoQBqQXyAVyNIXqFCRqmvECjKdubWqQooCGY//o4YYL8CA1B3kACII1KeWJD+krJDFAtG6XUSwEp42/WOc+T6UcGWJ2FNyWAA2G8P4e4IeQJa9tbhSwDdPNvLEbdk+HMK6BjC4w5lGoIEBAIMBEN/4K665lPYWyXMEtED/4vv5HKlrJMvC+3RGAK474wcB0wAUuIOqTmR5TqQUaB22fVfANbDW85JGrojHF+tKQa8XMLyXAA4QnzhfgRTITlFQShGrsGlrJfwXWOu8PENfrMdx398sD8RkgsxmyV+JVhSISCrz+YNfWMsScUetFpj4BqZBrI0/5HlHniNpeiabTBARxDTt3t/1eWUMslzCeg1pCi8vLjei6L48nWgaZLt3nrv74YknuvEbPpTyxdPZdL8AAAAASUVORK5CYII=) 5 5, auto;}
70%,72.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACCUlEQVRYhe2W75HaMBDFf87ku+QKJCqAqwBfBfZVcNcBvgouqeBIBZAKoISjAkwF2BVYVLD5IJlcbmyHAeIkM7wZzcorr9/zavUHbrjhX8QSxIAMwfWpzTkBnoHUi5Avf1DM5zanAsZ41hhYe59kWvPdueiaAlozMIIo9pYxMAXugI1zaJBHY66Wkc6/2YNUQAnUwTbPZXgnNYZJVfHc852LBDjABeK6xZZArBSJtSx3u7NE9AogkLlA+FGM+9k/OwOtNdAQgy9I/aHFgOkgtxaxFsnz8Ul10roKABKI9iBREOHwTDqMr1rI8xzJMtjvYVPs0EaJqw692ekdbKbBvWt5GGtLe+2QzRaye6LFAtkUwGHCclmcN0UFyB6kAHkLu2PXDrleI84hsBKtJ2JMIvMFMp32b2KdNQC/Mj0G21VwSQJar4AY516oKoWNvf9sAXeBLA3EfdWuVNOrg7UIMBqB0t1Z6BUAkHDqMhsH+zW0b1FZgrFwn/w++mLUtRZYCSjh3extt8gsvyADp6IsHfCAP0EmR7+OFdZ0x11NgDuA0gAv+InLBSA2EZHujruagIMDfSSygCVNEcUYDt1xnTvhOdAaKh6OBfv0hECEDHK3AtKUUIhzgbkUBSKiJMuGud7x+uoPoubZOaSsByJvMJshSYq8bRERZLEYWABAWXrybfEXyG/47/ADUC/R88ydELYAAAAASUVORK5CYII=) 5 5, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACPUlEQVRYhe2V4XHaQBSEP2XyX0cFJypAHZgOEBUEV2C5AnAFTgeYCkQqQKkAUQGoAk4VbH4IgmQkOdbgTCbjndGceOJu9/bevQef+MS/iBeQBf0Nri9NwRB4BCalCC0+UMzXpqAPjChZB8C6jCkyhpVz3i0FtC6WgQ7AHjgAu9PogMkNhTQ6AKULhtKBaiwHfjiHAU2sZZjnLDo28hZaJ+5BjnLHOXBsGA/AwPcZBwEvu10vEZ0CipMAdyJ8LcZd3ns70HoEOWC5pP95LOoia+TW+oICY8DzLFmWvyms8w9nF8Rlx+dnWSGPIjQegw1gYMA35aTDAVYrWK/bed4UwCvi+PTtTP78jIJhSbjbwWJxWdM5BD5JUnB/38zVegRQ2u2fVHoN5MslMgPItvD0hAehYP67aBkz9aBAMvI8p9nsnbmyBe1B2ak0V8tzHKP1BsXxOTYWJJWKmdZ+S6FmDz0q6r6lL6QpWi6r8eSVgHrMCW02PQS0NaVthiaTrgVDVQUsFsg5ozD0b9NXssyX73cJuHbEyerurj6nsRv+CaTyvreTA0xrSXfMHd6tWpkUtDgwb8gFeHhA2y3Cv5EDYImipvigKUgYQp4DRf0qdtaBbvwkiqDAaL2qtub4yuQgQMbA/nC9Sm8HPA8vikYEA8dLYiq2fq8dgbXo26x8f4z7N61WOFnN52g0us4Ha8tClSTtt+UmipxDaQppWjYgCYZDGI3AGJhOezaj9+J4RK6AwoFzMB5/gOWf+O/wC9NSDARzHlo+AAAAAElFTkSuQmCC) 5 5, auto;}
}
div.testarea{
animation:rwdcur194118 0.66666666666667s linear infinite forwards;
}