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0%,3.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.3333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.6666666666667%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,13.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,23.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,43.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.333333333333%,46.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABsklEQVRYhe3XwWoTURTG8d+EaahjGpqSRemq1VcouCjkKQQFH8Bd3kAX9g2yc28Rwado6ULoI1hLN6WLYMoQU1uGjIuM2KJE701TUfrBLOZc7rn/e2a+mXsS4SqnjCWhydIIADuH/Z9izx62Y1KFE1f6VRWictUiARKuVSJ2I9EAN6Y7gDiA7RKJsoSkuo9TmA0nC9WQWsicFwkLGdRtlwXGXoS9j6EVqGERK5prBqMazTVYqeLBFf3zCZPdp2igrbFqcJ7QWIV2FU9DH0cocYomlrU2fBkVtDZguYoHf1ljAFLUNztbHj1gs7MF9StjcwUoquvyYHffh08c7O7D5ZWxuQPkOFNf6vWeP6G+1MNZFZ8jwMReBUbIHe91X719z/Fet1p8hGLeNryu6F9QDMAPG2ZoWu/0Xj59zHqnZ+KAzK3a8CLvdl+/4yLvurPhDDYMJf5uw0WDI/ezlMERt2zDIfqGp1r3Soan0K/iwTYMrcAYX1HIT7SyMfkJfK7gxoH5IjU5kJRvPvZLknKWA8ksKncO+6Xpjcpv9Y+eCf8ngL/emsVMKqc0p8H5ogBuMt83CnmQUg3csywAAAAASUVORK5CYII=) 15 15, auto;}
46.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,53.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.333333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.666666666667%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,63.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,73.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.333333333333%,76.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.666666666667%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,86.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.666666666667%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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93.333333333333%,96.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur21728 2.5s linear infinite forwards;
}