@keyframes rwdcur65180 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 5 6, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 5 6, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 5 6, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 5 6, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 5 6, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADMklEQVRYhe2Ua0hTYRjHn3OO29xN5+Zcl5lDw4bm3DQLy6IwHVlZWhGyoHuSgRmLogJZlNlNzS5UZCYEUUhUVvRJbAYGZcsb5KXW1Jxr6pp6NufZOZ0++WWtrOWKwN/Hh5fn/fE+//cBmGaafwziWbh3/zHP3mPYoh6qrZGdrDf/dQH8zKZogibfIW472egWH0+kjReEJxqd/hJAPQvcsdeEGxg9TAaLGS4SFdkZoo6OwrR0AICqm1c4fhdAdCbTbYYq9WmkBkf5M0ASQEkN/LkPSov2FrjGXMRUC3w3ggkaLh4tmMn6WmLlSFATxoWRwS5wk9RdDMW25xacc/ldAACgsuLanjCx8CpFEOhscIOFxKF/0NzopqjVeQVnrX4XAACov6zLTxptKA/EPsBoUCbg0jjoY4Y0Jbwq1qCk1YboTJY/EfguA54sHaxqAdLRMIyoSNphBYoAYBublI5AmZ4QrzwAAHAof0NKUeFupS8Ck74AAACtk/FaBdlynCd5xGKxZiV0lwOwUXglP42DUKLtaH1RpFLF7IxLyqrxi8AE5WWlAqk4qFzhMmcg8xaGsvghMNysB3GsqiXsyW4NALQhOpP/BCbIWrtYoD10qtpNEStlwWygLG8huK7EPOAOSoopa/2t7Yn5ItDe2ev61NfJV6dnrMZwG3Q/vAGGbgv/oN6pTklO0L/r6hn41V6ThtAbGauWZOTkbC4LdQ0dZj0+bgl0dsFnHEDOwefvEn18nalOTvCrgComWjCOhm6KrNtfKmLZjoxTmHVxeAAwEACD2clZw+2vq94aF/MrvXzKgCe9Wtl6o4249dzkEMRLAoHHRKHNxmj6FKZMPl9ZM2Vb86dcyoqNDp89s1nKFdLblUJ6nZxLa1dE3D6Wl/3TV/YphN541j4wpFyQWDVOjnHocWpRcSoPmcEmFW/ejyRXbJzXfv1lr9ffMSUj8CQ+OnLZcpHjwbZ4TNgxSEHonHjnh6iUpbn7Cg2eZ30K4WQ0dxrrU6O4GpOddg1jESDdcZapUKi8ZmHKRuDJnexg+xf+QhTnhs8f4c3KTVNn1vrrrh9C62QcWicL+OsXTzPNf8U3WkgplbOQRT0AAAAASUVORK5CYII=) 5 6, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 5 6, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 5 6, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADRElEQVRYhe2Va0hTcRTAz93utru5Np3dbY05rw/WSue7LFPDrKCkTCITogQpRcseRH0J6xKEEYQSJPREkSLLyuhBjw8+FklGaq9pg8p8buqmy23pdt3tk1BOy+VWX/b7+P9zzvlxzuH/B/Dh4z/DnH5Qc/s+PzUpYldsZIhW86KN+ucC2TvyAMDRhHGQ/KRlquHlCTHvnje30d4SYLgIZK6zT1KOOlmQUkaEqaoUIlZjQ0lWHABA5ZXzPE8LuHSAJgmx1GalmKggQ8Tlon58gYKyj+XGp62wIkxh84NHT52eFHDpAAAoZNQbfpihqUli7nZO+ImBi6uwKMxZ5rT3VV8oP4J5W6AfAPr97dprBjvrNLAwp3FBEPCJZJAvCs2RgONlRflRsacEkNkuaJIAhOyCq5crcgg+uypk5BObKQ4DFosGI4JpcWpMLckqmvc4ZhX4mXdlh3bTCwLK1MZKPlA0fBVkAgNl6YSB0hJh9uGbR/dvTRb6iyzHTl5qd1dgphG4EGm+W4ubOnaOIHE2mAQIHr0H+Ohb5ZjVVt3W+GTfHoXfk82bNircLQ4wxw5M0XNqeySHw76NMlH5ZFAcz66Igtf6QYhVhbfIr2clImSX2wJz6sAUcsdLPW7RVPNMjecGMbxFZ5uAiBAFsFprlz/+TD17Vhjv71UBAMAAgOIwnfbOO2caeFweUIO9gL6tgzgJYy06buh4f1CdQ5PEnPO6K6AHgDuP+gKGvqXsOshlMwoMtWU6i80MegsFgZhTOvzNfOXGF9EamiTm9F64JYCQXRRCduleCGJMEwx8W1Rs0sUijTFx5fVx7Yn6fgAAeKwz8zoHTDVWB7OUJomlf8zpjsBsRCoJ6YEl39uCBSCtbLcAkwGQrQ7UJQSJ1i0qbe/+XazLX/A3DBpHLZvVwQ/bBybW3mqBhT02FDjo98DWIZCs3pBep3nV4bXf9BdS01ZjytDgs4txfPJjsZzWFcvp1HjVw/zcLbLZYjwygulEK0NTM6TWe0bruH9jLw1rMjeORkcvTS/Ye7zVG/VmJDYiPEqGi8ZWpaTQHzq1jmbN/RkX0iM7MBP6IZOhsDCvDxfLVrGF4vwN6zPqvVXLhw8f8+IHwrYk/x3LwwsAAAAASUVORK5CYII=) 5 6, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 5 6, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 5 6, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 5 6, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
}
div.testarea{
animation:rwdcur65180 2.6666666666667s linear infinite forwards;
}
