@keyframes rwdcur12840 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACdUlEQVRYhe2WzY3bMBCFPwWuIYC3jXEZCeAq6DLiAGmCbCI+LJAmNFUs4C1jciApkRRly/ECySEDyBYkat6bNz8k/GUbnnVgHkM6jg/bfP8xgdFjC9zmwRYSu2fAVUEbfClubMTukXhYAfMYBbhq/d4JiGNWQ28r8ZACY853As3gQSsAc1orccs+bQX3DpPsrHDagBOUoVXFxqjaUwRE0k9ioR3wbDMBAdxWiNtmDjMnZiJmYMZ6VBBrxUzMzOyWAndrYAIKUNd88a6wIRW2cjf9wI0UTFGKpDsDd19OAxsnYgqcHicwRZZzfjrBMEAI0xql1aNjCkm6VVsU0VpuFXgFrmUfJntJ/1+IsquA+AZoZRZUNTB2wKOIDi096tB1dk3fi9T517AknW1KwbkBV+A7cIBBZUs5QSgVLfBO6ohFtLRJgX3xnQLvkVR0qLqtpIljeFqax7Wk4lWzWEyzTQq8N47Oi/ooQpJ+NL3VP34dcQLe0w1iB+CS/PmjlgyEAdxdUO+KNGqs/8vlM7ytd3C3Dfe9h/q6GTyn8RSyijp3cKPeDmLxZBX2rKX7SjXfxAwdhtFhbX3Xm1EYQGzN681JWD8Ji9Y7Ho915+jKFq3LpHYJXDskygutp9rl7SchRVZGvdglpZvUmkDu4VWuzuNFaUdr0JGgDknA/S16Yw9D7Ihz2lAqBZwzE8whhoyGmIk3G82MaYfuWFo7X2O1bvWs5sBeiPO9jCGOZkmjWfA+7VeBNkMrpqCHCXfTodQVBTmPWzH4CnwDiX1eFuEW8M0E1i21V3UM3g7+AQRaIr1jsKY2PHexPohAS4ZEZDk7/ts/Z78BXNErA8/vKBMAAAAASUVORK5CYII=) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACa0lEQVRYhe2X27XbIBBFt7LSRNzGqIxbx7iM3JQh6rhlMG24jZMPgYRsJNnOR/KRsxaWjYHZ8wBs+MsaXhptWc0HiOG1+W8D2CSwtuNxzJsw386HfBavA+KL5f29THrsPNcJtQsuwK0xXL2/gP1c7RtEAngtEk8AVFWvo8yxOS3mgKEMY4K4vg5xYLxtthNiF2SZS5L0aipOauBSGqye3ysNkIg0R8CMl+rhGMB+lNap+iIJTZ6AIBJEydSES3AKcpCrT2Ef68cYl7HKzcKFbRgdwhvYQFaICtXQsXeSAptb2GJYGdVujKU2syfg624um+j1IvL9GGCeb5aYvBiuiuZZGzfarZpS4HdnhkC9SHTkwiTJJbFtGWlC2ZFb65VpTl0WJhmuCZRBumtPAbhPs7E749n3FrB5y1pWe284aHoHYjZuaxQymnaNNwBLFKYNxH0kjo1P1euShoyynVG3ANPD2M8OwH4RWn1Jc0tg8WwR3br31Y/OyO423Ob4ujBUPVlED+odZ12AdesGBKS0sf8kxO2h5ymAzbYq+/saDEEfYgXx5kdLe4ccA58eRDWVCQYH/QI+2HozL55IpTcIjLny99atzjwUkxvy5kgfxu0YB106EA+qC5iz5LFxaiy2+xHoVHBDPgDcjkDMwL2stTWegGvjeHc7TfMRu2i47owzVK/fEvKuqj9jx153YbcZwA4gllsRI1Kst25sy+/GGrWedouwUtfzaPMbYPkiA4H5FUswpBf/Z3BA5oasRGE5FNtnQxoB406aznS4DaMJg9Vrvi3QgBRwfcPzqtOJ9WBaIrHa/iPD//XP6DdRgHFKadC8tAAAAABJRU5ErkJggg==) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEK0lEQVRYhaWXz2scNxTHP1pWazMxyxJCL6X02GOPPZViQg49hBJ8yMxCkKGU4r/I9LYi4JlQ9tRTCTmUnEoOJfRgSugh0JS2mHQxZtnsLKseJM1otFrXdh48z3hWet+vnt4PSXBjUQD9hPacrp2ugKV7rkCvQyvihuA9BzYAdp1mEQkPvgDmThcxiRsQaMB3gT1gaNCn20YL1OfAOTBzz3lI4poEGvDMAb++yiyBuge8Bc4ckQWwBE3visCA8i7fA26nwGdOYzHop8BtYES7VT1LbitgE0x+1X7lewb9Kp5RRP+XCasC9QXwJ9YbF6CX/QR4CDhw2uy5Qb9MgVeoArvHF/ar/ilBYhiM6YEKPdBJKx/VGU2UT14A5ECZuymV8Cv7xq3qrQNYAbsG/XPkgYfAH84LZ8C8H4EPHOgQOfk9nCyXcABUBVRT/9HYZ30YbhfYFFzGyzfoJwJ1l9azC78FYYCNkJPfOhMDU1Ogji3LyXfNe314F5tqreQ5TKdQ1x6rCcJ+J7Xk5O/YNoAYJFBlaiQgJ8+oD+9jvWClLGEwSA4Pi8pwi0moC5AFWXaLLLsFsrDf6gLqROLJyQ/Ana6NZgWuJOMLkcqAEbx7gwzitvaJtfMQwBj9JLQnhPoaOIeT7210QGc+YGoX48aAEFuDcADv3lhQv5ojYMen1cLk+lnCL3NgBuPP7GpOXljSxyBH5HVQGYQI5wQ9gbUPiECO/MuFBdiMZifL7pjxJ3Big7eGkmrbHN8Z174U92xsh+A7yg1cOE2Jb7NzR+QCxp/Czr1/E+AC9YhOW7Yx4NtmIMf+Jc7tWOIy3Qd6Bv10FI+UG3N64YfVhmk50fiCtD07wpY8AkYG/Uty5BKM0Y/plvY+KE9g/FGzDXLkSUy9YVGpBwmzPnXvGPRpqkfMAEzzBzql3XqsT3tq2RRLAlnHvc4aM+jHqR9m2Ggqo2JljJ4KofZDAn4LFjD+EKZB/geSlxv91uS6Kb+zQAsHXqEe+fJgvd6IB+8QcCk1/jgmIQ9gudFXJZQt6FGgWPAvgbPCJ1e3jncCsQea1gucd0jUM+qp7QViagIbB4BklAdVwwJ/Vdkz4BkwKw9IyTpQX4T0GtQKm9Nrux0M4YNTam/l2Pq3BBuwSygFJSAqdeRAL5yNJZHfAwkKEevoSHbpcXsXyEyun1sSuWMjEEJ9iz2M+JPvCsiM0c9D60Js9oLEmXDrhWMAZLnUr8oD7wlJuL9CqAfA3Bj9Y2rpQqj7jsBfjuzikmN58mA6AIa51K9bEleUAkS1eSi9xr1AQbs1o2uRsOB3sW7/B9dlQccx8L8kNm5FudSnlxKx4Pu0MdK5mLzP1cx7I3NEfgXwqVdMoarVPjYrzmmP45374U0vp9ANzl2iGk97OfUHELfq976cbiUSX9E9gUh1x8J/mCGYxNqMNeMAAAAASUVORK5CYII=) 15 15, auto;}
}
div.testarea{
animation:rwdcur12840 0.8s linear infinite forwards;
}
