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0%,3.3090909090909%,100% {cursor:url(data:image/png;base64,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) 8 6, auto;}
3.4090909090909%,8.9909090909091% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACtklEQVRYhe3VX2jWZRjG8c+7d9lsNIW2WUFbbUvMtrE2WjOGowOtDgyt7ETwPWix0CCjDiJqq6jAQfRWB4LhweisohQr8WgmKA6KzGQohrMtlySuwI39se3uwD8MIfd7xzx7v/Cc/O7nd18X1/OPPHkWgKxMeVamdD7/FiyAeBGewvqszKKbYmCdxtioJZZZEohZpfjI9+MYxTCmcjWQulExK1OLmmMGv6lXocl9Umj1NmhQqdsm79ttg4fT2/RMz9XzeuZKoAblw0ZAh50GXbDP6w7qUqdSv7PaPeaskemDuric0PVJ/S/pGxWf0DD8lb5DR53RZqUxU0gZN2XUhDvcDsZNKbHYh771pVfs0kvCJJJMigM67dKrQqkyJaqUG3DetBkFs1o0q5axw1Zr1+H0Nj39czVPtAlHTVhluXP+AUVucdLwNfFit/rJabBTu58N7MXyJL2TGEh122up29SpcMQpaQUumgBHndH6Wvh4+0qf2m+RQgPOw4EkBpIQiKxMbNQSh9ufj01a47fv9kWNZfHHDwfiwo99MfnJi4F4wN2RlalPeickSgCpLj3GTLrrzrTsBw+qqqu2WZvjbfud6OtXmL68HB3WPIkWrFgoAxA1qrzkcW+8d1zx4pSZ6RmTLiGlqLjIiq27r849gcErY+HIytSuURed69tjs9UxfvLXGOv/Jfo++zxGtnckPvfzpk5F/N3dEc94JN7a0B4Zq2Ootzf6X30hmlXfXPErxGHvRlYmGlRG19PtscXaKFMc9eW53X6zyek1XLXjTy8PvemiCS1flypaknZ/WYljfxFDp3LVRo4PR6WyqHWPh55rUjgZlu65pFm1R3XOqx85JlCpVOOzTdL/hnN7fgdfbBmet3iuxCHvRFYmGt17da2v7QvzPAW5uJ4tkErwPU+ePHkS8R8uJ/L4ABzVUAAAAABJRU5ErkJggg==) 8 6, auto;}
9.0909090909091%,14.672727272727% {cursor:url(data:image/png;base64,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) 8 6, auto;}
14.772727272727%,20.354545454545% {cursor:url(data:image/png;base64,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) 8 6, auto;}
20.454545454545%,26.036363636364% {cursor:url(data:image/png;base64,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) 8 6, auto;}
26.136363636364%,31.718181818182% {cursor:url(data:image/png;base64,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) 8 6, auto;}
31.818181818182%,37.4% {cursor:url(data:image/png;base64,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) 8 6, auto;}
37.5%,43.081818181818% {cursor:url(data:image/png;base64,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) 8 6, auto;}
43.181818181818%,48.763636363636% {cursor:url(data:image/png;base64,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) 8 6, auto;}
48.863636363636%,54.445454545455% {cursor:url(data:image/png;base64,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) 8 6, auto;}
54.545454545455%,60.127272727273% {cursor:url(data:image/png;base64,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) 8 6, auto;}
60.227272727273%,65.809090909091% {cursor:url(data:image/png;base64,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) 8 6, auto;}
65.909090909091%,71.490909090909% {cursor:url(data:image/png;base64,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) 8 6, auto;}
71.590909090909%,77.172727272727% {cursor:url(data:image/png;base64,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) 8 6, auto;}
77.272727272727%,82.854545454545% {cursor:url(data:image/png;base64,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) 8 6, auto;}
82.954545454545%,88.536363636364% {cursor:url(data:image/png;base64,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) 8 6, auto;}
88.636363636364%,94.218181818182% {cursor:url(data:image/png;base64,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) 8 6, auto;}
94.318181818182%,99.9% {cursor:url(data:image/png;base64,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) 8 6, auto;}
}
div.testarea{
animation:rwdcur104733 2.9333333333333s linear infinite forwards;
}
