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6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEYUlEQVRYhbWWW2wUVRjHf2dnt7Nld0vLgpVKFCItaEq0DUSQ4IMXbPTFRF808QF5IIGQ+EJMSEyMERerSFCbEg3x0YAxKEYTDRqBhhJKuVWQvfQWoXRb2ftsd/ecmePDRjGGQC/TL5mnmZzfb7755p9P4HI1NzfrUChEU1MTjY2NBINBVOtiso+GMGyoH5qi5kqK0dFR+vr68LotEI/HxcqVK7XjOGSzWcwta8l3BCg0CBbYBo+EFuKLjxOPx0kmk3jcFgBIJBJiamqKSbtAbJ3J8FLFdX+RWwFF6vGF9CVjJBIJisXi/AgARKNRIdYvQzQGKaHwOKBuWfR1f8fgVycplUoA8ycAcGPfhmf8fj8CAVpzy8qSHBjCsixkSz281oqYT4Edhzv12Y5aonV50KCUQmRKkCuDBorS/SH8p97+8mN9c3WQKZkDQAkHn8+HXOyBcG1VwBDzI/Devr26/7kg58NZ0n6JncwjDA8yVIPX9KGEU32wbLs/A3s+iOiLryzizH1p0n6JUgrGC1hf9OI1fXvFYBoxVqhe1/5ydwZ2Hf1EX91gcj6cpei1AVBWCeunP+DlIwKgTr/vFa8flVlvBY4PuSew85cuPdDu4WooR9motliWK4iBCax1XXfiaMAdge0nuvSlNsHVQBbHA9JRCEvCwATWxoN3Y+g5C2w/0aUvtAuuBbI4AqStEJNFrN9i8Oo39zx/TgLberv1xTUOsQW5KlxJxFgB6+BpiPRM6+xZC2w9160HVjvE/w/v6oHO09M+d1Y5sK23W1/4L1xKxI081mc9sK93Ri81Y4G3vj6gz66CeG0OW2hUWSKGM1j7T8Dn52fc0RkJvPtpp770RC2xYAbHA6oiEYkU1pvH4PjwrD7ntJNwT2dERzsaOLckS96nqm3/M4e1/+Ss4dMWiEQiOvFCmDNN1WxXto1ITVUT7tCFOf1JntbWVn0v+HBHmJMrckwuqKC0g8hXsM4MwY4f55wjHtM0aWtru6NEJBLRQx1hfm2uwgUCpiRcTsJLh11JUW9DQwO5GsXathd17NDGh4ASUNh1wLCimxdx6sEMkwGJQCArFcRgGuOp5bVuwAHEpp539I2lGlVrIDyCdKNxrn1y4VrpF4z4C+R96jZ8OIOxakk4J3anXBNYYX2oM6bENsBwBAYCW2hsNAhQ2oGSQiRSGGvufyAndo+5BQfwZmoVhjDAtgkaJg6aPGWA6rTnyvD7BMam5WZO7K64CQfwNoswMmXhy0lCBZuxZYJ8Pben/dvL8MaxeVtePc1Hxnny+yLrPhrF3vkDY5Pj1TtaQ7ZE3Zb1DfMFB/A2nJrANE1igSJ9WxthsR9NdaMxpWDJs0fTOZcWlzuVp1wuM+SkOPt0DTz/MLrOxIcBjqactbCiN2lpablrWM2lvCMjI1x5zEN+8yYQVOGAKNtYIxNY168D4PP5tJTS9U54+/v7SZlhOFZPoP0hVJ0JjoaRDPw8+O+DUkqoLpKuSvwNdtEXzdqZfKEAAAAASUVORK5CYII=) 15 15, auto;}
73.333333333333%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,86.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.666666666667%,93.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur21794 2.5s linear infinite forwards;
}
