@keyframes rwdcur57922 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 18 14, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 18 14, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 18 14, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 18 14, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 18 14, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 18 14, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADHUlEQVRYhe2VTWhUVxTH//e+m/s+5mYyiZMZTUIajIKIqG0RirVSPwrVdtGFZqeCK7ei4s6sdV8KokgX0nYUGkQEUQik7SDUWKUq2jZTZiYf8/ImZj7e5M28N/NuV0LRN2YGXbiY3/Ke87/nz+Gce4EOHTq8IyYsSySkpACQME2RlFIDgISU/LbjiGY60k6Rq/bS6ZxfK/nuSrWPaoIrnJleqeRxzjZKYaSL9sVTw8PVIO1NxxFf67r96jlrx8Bs3bG/R2rtWtuG4foApbA5jZS1Hv9YY2S2dPmy20w7k80GxtrqwIXc8+M67zqwUMkv/sbKWVr30OXU+cHoNneoriYPxWJT7dwHALSd5LjWE+theuQv5izs8JVnH0H957PwkD2E0KrFb8zNGW9tQPpY+Sn34Jd8veY2CKENAFxRqOL7fDVtlbHAWm0ZyNWWSxVOoDoe72Xh4TiPjPSr4a+07tD5ny1r75u0Y/H4awPYtoF6KMRK4TAORLfWt2Dwwahc97CXhu3p2UepcF/vtev5/P6gGieTSW18cjJw4FveggnLEo5UjKPKaGakoaa+ifVNAUAil0OU9+2xitYmQ9PPXM/ncSgavQsAicXF3WlaXT8IHjHWxC8BeK0LLW9BQkr6ZHpae5pKVa+Njfn/j90sl09Ehfju/t/TyQ83frwza5pfUEpd013e9QPS7Et9dP7cmtFLb9WBMUJ8ACtBMSHEj7bnfRrt7mfl6sr2T+LxO7/bS1N2Jo1Tm3eEU4Xct83ubXkGbksZuEYA8Dkhhf2cH5Gy6wpXdfa4XEgWzfn7i7r89c9i+l6/1ttU27KBbsBfLUchhO4hhM/8+/TuzMyj51UVxXvFzELNd5tqWzawk5DAN/4lVzOZ3TZx9/0BoCTYwLMBEdUNzQd8vPAqgSvYloGElM0fm8OHaVZtrLc0NwYANU1xKwphjwtLxguDQ9FFU23LQ2gUixxA4IcyfvasNkj0iMe6Zh8uz49v0NcVPlBjft6r2EpI8AEYkVbrvJFbhYJ42Ykbc3NGwjQFAIxPTrIJy2r653fo0KHDe81/pm48OdLBnc4AAAAASUVORK5CYII=) 18 14, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 18 14, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADMklEQVRYhe2Vz2sbRxTHn2ZXsz80XsmybAnb2KqNIYGGkFJyCEmchELqUmgbEp9K3EsPPZYGDDnU5JT8DcGG9GCSKIbYJpi4pDgJ1IQSF5I4biGOiGxJ1nrt1UpdaXel3Z2cfLFXsbf00IM+x/fm++bNm/dmAJo0afIfMa0oJEUpAgBIyTJZpJQHAEhRiucNgzTSBfxsMqlvXym4VtmtVc0o4glmMCvXy+U6xuwAJWKmpN/8qafH9NI+MAzypSDou+2snwSytqH/AulEQtdBrLkACIGOUeQfPuyOOMlseWKi1kj7dn3d0+erAjc2/vquV2r/Xq6qa786+VdG3XSDho2/iB2tddvc4sWOjqd+4gEAID+LW4MhslHZTreTaMcgE8l+AtzqKalb74bQvpvP5nKil93XFXAIoxn15ZuqlXl1jOF0CoAwwyDGcfaNY7Ks52F9VaBgFctVjIAz6riVlXriOJKM4Zahc7HYbw807cKHtMPx+J4GBPBZATsUYsucBJeh1+6xuT+DPNfHcCxZoq7tYvTDTKmEvgqHp3bJ0I+Li1iyLPva2bP2v05gWlGIQRnxMtO/lnS49Ncd0aePKbVd17XbAojNVbRoPBy/PrW1pV2MxR4BAKQ2N09nkNnXBTgitsXHAWBPFQ48BSlK0eulJX4lnTbvDQ+7O/bHlCLTNMeU8lbiXXYlOZA4VAjy5L7jOKpcK568DRn2c6E//3Nb/7hXXF9j+MEEC4XPbMcYOd6Z/PaFrj7jgpxkVXVJQ/VlWS/dvdr98S0v3YGvYJ5S8XwgUG3kH04kHs0bxtAfxY2HxXzm+aaal0nvR0faWxPJrlB7pJHuwFPQAuDut6ZmWa8FToi+y63maka1lq4rb+/kn/9uOtae5vOdwIlAwPON32Fybe10oar2G1oxembwm9G/O0lMEHkXwAW1XvEcQV8JpCjFDZ2XLqF1zumbg6zLhCX1ibI8W2EC7LK2LaoiBkYgDbUH7gGxVMIA4PmhjI2O8l0BITLUcthq5SX+08iAPiB0qlv1is6ECO4EsWEP+GJO08hOJWZzOTElywQAYGxhgZ1WlIZ/fpMmTZr8r3kP23tTOZ9NM7YAAAAASUVORK5CYII=) 18 14, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 18 14, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 18 14, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 18 14, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 18 14, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 18 14, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADGElEQVRYhe2Vy2sTURTGz71zvfPI5NE6tiENUastKFKk0E3xhRRUdOHCVlyI4Mal+AB3li78IxQLChZxFGzFt0JFoYKguNDahUbTtHXSpKYdJ5nJZOaOKwV1pibowkV+y3v47vk495xzARo0aPCPGM3nZdXzMACAmsvJE54nAAConkcfmKYcpEP1JBkxFk5rrKIzu2w1Y0GmHCW5qq5XKSUdnixllowLp1Ipy0972zTlfaJo/HpO6jEw45jGZUjH44YBks0AMAaD4thXIcqOuGtm9OFhO0j7IZv1jeF6DCCrZJ8TNh+EsgVfw6Jd4rFNLQcO20knUeHSQ0NDLEh7vLPz7w1EiShdyjy74URlq4dxU93Av98aSRpJCE0caGl5upz21uys9NcGeExxFXkuZgAuQtgFAMpxmHPdPz6lRYhvrroMaJWiXqYYeLNKm0gktVaMb1wttR6ad/TtN/P5nctpB1pbf2vAug04oRDRIxHYo3Q5m6Dt1Xo+WaCMTBOCdjIeHbtRKPT55TgxMSEMjo/7VqnmMRzN52WTckdzUNHXuHx6f3PzUwAAVdP6lJZVY0WjOAfMe+056PwBRXkMAKDOz2/LYKu9DWhMWtl6cT9Cv1WhZgOq5+G3L18Kk+m0dX1g4Kduv2+aQ1VW3cET2p2dfn8hFFbuYYztnF3cchUyZLe4bu7synUX/e6teQ8MIMQAoOwX2y2Kg6qm9X3WP+7t6eg6+a6obQyHQu3JMsidC5krBEwn6N6ae+CB5/mO0Q+D8fhjOaTcmSpqD8E05yffPB92OPRJJAIkJCUSpKu5AmGAwCXzA8acsBRNPXnx6OYKhFg66o59dCrCZtkO1NZcgV6EfHf8d0amp7cVmNGbTU8aTZ0beqYSsiJKAgNg8KVa8h3BugyonkcDg/39OMu77de4GRxJpqzmmBIrcYi8WVyQvkgUOFEO1Nb8BNLSEgUA330+eOaM0IbE2C6xQ8voheGE1BTpb+lmhWrJ4EIyTYAUqzXPstxdXJS/V+LW7Kyk5nIyAMDg+DgZzecD//wGDRo0+K/5BrBZOQzhDP/mAAAAAElFTkSuQmCC) 18 14, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 18 14, auto;}
}
div.testarea{
animation:rwdcur57922 2.6666666666667s linear infinite forwards;
}
