@keyframes rwdcur195559 {
0%,11.011111111111%,100% {cursor:url(data:image/png;base64,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) 13 2, auto;}
11.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEYklEQVRYhe2We2iWVRzHv+c8z7ub29zm7ijOXfR9N99Nm1kTsQt5qw1SplmIJTmCAv1LiBZJhEgRUVH2RxT9I/RnEASCJWFKZivLadhtEmKmzmVz7n3O+V36Y+875iVoNyHoC4eH53n4/c7nfM/vXID/mtavW1fd2dnZOFX5gvEGNC1c2BCG4bHGxkbU19cfOX36tEwGwI47QpVUNQvAS0EQ9LS3t99xWwGIWYgIRARhblbVo6tWrtyzYsWKnNsC4L0X7z3Ie3giMFHIIs8a4Nu2trZl0w5AROK9x2gjAnkPIoqLyKHW1tY3mpub86YPwHu6DsA5jHm3zLzdGHMimUzePz0AYx1wDs55OOcROQfnHLxzIO9rReTTpqamdxOJROHUAjALE8ETYaQWBB14B0WuCVEUjYCkAZl5G4CTiUSifcoAmJmYGRmIlLuGqty52FLxGtrsjhGIKIJLO0JEs1X140QisS8ej5dMGkBEhEXAzKC0C8yKkrIsrK3ZjK3FH6LYN10H4Z0DMz8G4Id4PL5xbL5x74TV1dW5AHYy82gdLMl5AiWVMWQXALNyyrEgXAMaykGfOwxVhQIjT9UZxpgNpaWli0pLSz/v7++/Om4HVFVUFSoCEQExw3sCxCKrmDGjQlE9Jx9r5z6FBnSMuHCzGw+r6omamppw/FsxIKoKUYWkp8ITQRgIYhbhTEKYT7DG4LfhntGOnXOYn7MaARWOgHh/4cyZMzQhgLQTyDjhicFeQE4AA4AC/JUawB/RKXjv4byHcw73VnVhx/z9SGY9ChdFXwMTOYzSAGMh+ofPo/88cKUvQOp8AIoEA8MXkDkzMvvGrOy5KIiVY1V5NzqL9h0EgHBCAJnRpwvsgz87kLy8Fc2FHaiblURRscXl1O+QdJ0E1qJh5nIUxMrgnIBZUZmdPDJRABpT1aPtaOptfDH4OuZduA9L8h/HYPjjaACLoKVsDQALIg9muaqqP0/cAQC4ASCjPn8QfQMHbwqaXZCEioKYISLHnzteJsAEa+CGtX0TxK1UnlsLEQWxQFSPZ75P5EY0ugoqYkl0L/oSWxbsRUPRP18FCrJKUZI9G8QMIoaI9mT+jXsK0iMXVbUhclESzsOyynm4u+oRnB08id5LB7D/1zfRP3x2NOau6o2I2TwMcQQWgU7GgZ6eHlHVF1X1nIpFFHl4LwDFMCdvMR6s2YmX7zmJ7mWfYXXtdgBAfqzkK1ElIgazpFT1VCafGS9ARnV1dWGVLm/fUPHWQ9aaTUFg82NhgDAIYAMLawyMAX65cmzXrsNLP3nvAb91cGj46aFr0Tfd35W1ThpgrF69cyDfGLPJWtNlrV0aBhZhGiYIbK+ItqQiV3gtFf2USvmPnv++vGtKAcbqldbLC40xXdaazUFgS8IggDHmyWcO5b2/Z9GlbZ4o64Xeyr3TBpDRnsWXcowx641BlzWmXkQXOE8pUa3c1Vt5brr6vaV2t1ys391ysfa2dvq//q3+BqE/5H1piaZzAAAAAElFTkSuQmCC) 13 2, auto;}
22.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,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) 13 2, auto;}
33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,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) 13 2, auto;}
44.444444444444%,55.455555555556% {cursor:url(data:image/png;base64,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) 13 2, auto;}
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}
div.testarea{
animation:rwdcur195559 0.3s linear infinite forwards;
}
