@keyframes rwdcur260141 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB20lEQVRYhe2WoXbbMBiFP3V9gMGwpCzQj5A+QT1mGDgWm5WtY2V22KDHzOw+QQTLprKwOCwwcGDn/AOeHNt10uRMKWnuOTmSpd++37mS7ChAOCz1xvx/6RpApJ9BqbN6A3C1b+Kf+dkJ9gK8lxQgbyzBSSn4PXuqOPCMgwDAH6XUFfDpWPN8EsIP4Otu/ItOLMh+ALvhmjCnJuCD5L8Fyojy+RcvjzcA3A0+1yBdCMUuMmvUBDol/t4Yi/G0hnjabEmXqV0SAfaeM3Fh3gcCWAhO9DiSJJwJIN3W/sRo8XfX7hQHQ4mDoYjRtZFtaxij6xp7Wq5dmYf3P+trMbrVqmTeviHN664TgO5DrVQyR4xGjEZ5EwDCgY9K5vi2xhnAgTUVo2vARhoKXCbQPtKVcTirOmlOsim6te2OS428WGbjpDV2Y26b74DXJC7Np9kEAJ0ZABb6hafNFuAVhNOv4ciLZfUcAvBt5LG4nwKQDHJW3oKVt7Cl9VK53AO9uls+EKZlE5MiW9evYucA38sq9tvHtBoYP8B01IHYyekSlCZSaaDRmaEstkfdc45TIABxMCTK1sTBsDUZVfHbOuX6L5kAyDIkytbIMuya2xq7CcV1Am6/cBdddNGH0F9KutxYsOsGewAAAABJRU5ErkJggg==) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB6klEQVRYhe2WrXLbQBRGz6Z9gEIzK8xQj+A8QVxmaFhmiYU1ZWGSWaDKxOQ8gReGdcPMLDNDw4LO3AJbiiTrb0abkvqb0ay8e+XvzL17tVKA0C7VsT5InwFE6hmU+lBvAG6aFs7mH07QCPCvpADpKEGvLMxq9tK6x7OtAMAfpdQN8KnLPJl68Ax8e5//qsMMpBsg23BFmL4ZmIEkvwVSn/T1F29PtwDcj77kIE0QivfUZUZFoD7pr03ferLIIV4OR6JtVC2JAI19JkPM60CAKkRfj34SbymAVMfsEqOlslE74XspmI8lmI9FjM6NsjGHMTqPKUAInN+EQ8y9h5/5bzG6NKpwVX4gSvJQzukfBFD501wqXCFGI0aj3CkA3miGClfMziF57GCAllqK0TlgIRslz+EZKLfyydhbnm6ihPDQ9hqyfNg4biDLSViauzV3xfa7aD1rAI4byCKeAqBjA8BGv/FyOAI0Qlg5DR03kN2rB8B3x2XzsAAgHCXs3A07d1MML5XMxh6o1f32ES9Ki5is430VQlkD+JGe0n73FJ0mJo+wcCoQl7JSgtT4KpprdGxI18e20IuWtf3JJcF8jB/vCebj0oIf76teAiibn2QiWw8/3iNbr2qeGRYvALGZATun21VXXfXf6S/mreRV/arm/gAAAABJRU5ErkJggg==) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur260141 2.6666666666667s linear infinite forwards;
}
