@keyframes rwdcur70884 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,11.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACBUlEQVRYhe2VP2/TQBjGf+fz+WzHdZxQCmkY6JAgBgYYmGHgAzAwMvYDMDEz84HYkRBiQAKEBFIRQoiKPzU0hfxz7NwxuGXOJaIM5Jk8vH6f3z2PT4a11lrrH0s4TV/ctmy14RAovoMvQWYwHoKu4MI5ePzcaae/8ORmZkkTCBREI7AtEB60AC+FaAae53QeJwDP9zGBAmNro83jVwMFZgpZVifytwCMLyE/xEcgpaTYaoMxMC1IZnPsrwmjZy/dKnUBOIm3qqoaJm1ANYdpwbgqEVPr6u0IALVhoLCRrqMHCHVdzYu3zqcHWPyr+fhZ8OmrIA4RSkGaQKghiZc2dwM4UaAgDGjcuYvXbtZXbwW5VQAQx8hen+7eLT70X1HaKcu1X8s5AXX5Ks3yCp03guTabeLrN1ewXwKgNeqTfgvRyhJ9OUumL50uQHoQoIREG0F7EmCOVvJfogJj0VikZ4kGCh2r0wWQQoA5fs4l3utkJQD3WwAgPOZGEB5A+HO5FX9WuQxHTx/ZjahH/C5m58kZImN534Phds7g/B7hrEt+o++0c+EK9IP7tiyOiMuU0KSMA6gU6LQkaCYEWQc923DxdgOoBjmiBH6ETLsz8i7MpSAc+ojU0ihaxLPQGWDhuOS9Xbsx30F6Cn/fJ5t4FNmcUafEKokum+w/3F36n7DWWv+vfgNvlI/6gz6FIQAAAABJRU5ErkJggg==) 15 15, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,27.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACIElEQVRYhe2VzWrUUBiGnyQnaU4ymcyMQ6dVaQstLUWhRRHXehXegF6BuPE+3HsHBXfiUkRBQURFpXUhFqtj7d80mckk53PRXkDPDOrCedYfeZ/znkM+mDBhwj/GsZpemhOOAVPCfAt6AfQzaHnQboARePzM6pvqzJMzbaGRQNuDrA+BD/USQuckPPChX1idx0rA8VxkbhZaddjZhbkZeP/5JLiVwq8DMMZawD3roMQaNr+gnr5mqrtPevseTLegFhFvbRPv9eDJc7srtREg0hAGlIFCFpdJe/OoK+u4ywtkWUae57bZlgLKg6JELa0QTq/SehHir67D5RVEBPPmk/XpweYRvnznAEQ3bon+EdP0ffTVFUx2xODt5kjhYNPAKXE3pnagiAS0nEOScNTs0QSiXUVQuFSV4Cea5vnrYwmc/QpO0ZVDBewtCH4eUyUyloB1AxVCPzX8VIbwg8uAg78rkEWGngvVtQH1fYP7zf7nM55ADeTCkHxqDxQ0D5tjCVi/gWK2AK9AnJJBWJHsJGMJWDcwdHNKF/zS56gp6K/eWAJWDaiNBzJMUmYaN/EHmnI/RAqh82pLCpWhiOiuLf6ZdRzcvSPBxTV00EbnMeZ7gABoMFIwHB6Sqg5dm3SsdkGdIEhJjzs43RinU1HLDE7lIDJE8iOm8tgy3qIBT2mch4/o5ZpKCeE2VIWweamLbHg0oiU+3o9H3gkTJvy//AZHdrcWqydGpAAAAABJRU5ErkJggg==) 15 15, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur70884 0.83333333333333s linear infinite forwards;
}
