@keyframes rwdcur58086 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 14, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 14, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEJElEQVRYhe2XX0hbVxzHv+ecxGg09W9ckobgckXbkRVm7VacZMMy0G5FtkG3daN7WRAKUph7GVj24KAwkE26dqNuMAq2dGXrZJ0Wgq7oOuh0rdu6tY6ZxsR6I4k22mmvSe45e2guBK1VE9u+7AsXEu7J+X1+n5xzbgJkGKFI9kw+TzMFAOB8ZADJ7hszsZCpAScANzK0kHaEIg1x5emPI4mBm2MillYzaRvQtMvsPfsdWlFgi3ekZSFtAJU8Q8d1XQs3WJ2Dqf092fxz5aECCJgqVGIyJpClFX54BoQi2cP0uaYgsUdzxczROSINIs3doEsHYFjfV6OQXJuFXz99m1ioSmxPxknDJb3oRY/gddq43YT2rzbXug0IRbJXx3eFNqsjA0bc2ZMnwrYcMeMSMOpGdSdfMfNASXKoJxUmYwChSPakYicALNLS2RjZXFrM/2jKFn9OZIlv/gIAk5iy6MXiQTMPnF0LBFmtaPKlE0AjgCsAMKo7WRSmzte2Js4UvTtZv+W49aurMn323DjbWc0QM9rVywMGTJf/zV4syBW3OgFgByv7ek0AWpdh2tpp5h/OARhI3uoGAJm1NQNAiG6vq2KVxfv9vvoTZc7z1xKX5Hwx9hMAWNVDR7SxQVbrKlN/pEzM82Le3gTAR7LHJpYBpOhtnKYtuyO6V42b1P5frGprN4AAAN+wvq9mnhR6NolQ1SdBfRGAhhNlzvP7/b56AL3v28MhAhyuTOz7VjPnZ8ca4sy1V4o1n6P4rSbZULcGsszAkOrfO08KPa5Elx0Ainl7j8zaHHNEGgzRLXsq1B+iAJAloq6SrANbNQNCkYZk1uYPslpXPpc/AwAHv7g9hx+N4O7zAgBaVjSgJWXReJILCfOk0JODWXupeu07AFgkBXJlYt8MgINvh7zVX1o/GtEJbzuAgJ8da5hgVW5J9U7OEWlQs5FaNDXLdkHq3g1TRyRMHS8vENNhKvgHEVp5pUw90AvcXYgABr6wfvr7LHsrmnyPRVIgK8iL3KQ1Z3xsx1WSPTaxUvF7GlhiwgOgUwPrEbzOzAMl86TQwxAzSqp30qoeOiKztuYx9oLNzH2ng3TbrjgxdNyroXUB3AcIZh44W8JHnxpnO6tzxa1Ok5iyGETU+g9zP7Ge4sAaj+KlNgCUGDBdbuHXvw/SbW+axFSfAdPlBWKqK0wcayq8rvQIXpe8TmmLlCu17huJ4cELfNYbSFzwqspLz6cz95qO4pSOOpE8Xn/Vd9lyiDHPJuQZRh933GbvRB8YwBIIAECUlL7B1IvGYiEXPRZvXchXWyIPFCAFohOAJ04MHQRxnsMvTzLxc+J+W23Do60JoUjuf2PHR+fip15Pd660fpBoX4dQJLsg2SNxYvGnC5BxhCK5Vx+1cjbir5lvA+b4P48u/wGiB939mLXizAAAAABJRU5ErkJggg==) 16 14, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 14, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 14, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
}
div.testarea{
animation:rwdcur58086 0.93333333333333s linear infinite forwards;
}
