@keyframes rwdcur143328 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEIUlEQVRYhe2WXWgcVRTHfzOz2d3sJtNkE9ImbW2TxqaYZvMdTWkoCLZSFSWxD1YUhYIgFNESqKj4KKUIYhAUlD70QRtjtcRiQY0QSzTmO430g5Iv3NLE7MbsZrM7uztzfZhYku5szFZfxPzhwnDPuefrnjn/Cxv4v0O5x3NeQAIagEJgEzB7L4akNPWfAo57PIotENBtu0oc6u2ZeGxfY9YtLWpMd19eHABGgf5/O4Aq4PX6Wvfht9/c5rwytkRdnduQJGyZmUqieIeDySkt+mTL9WBoUR+MRkUbMAzMpZlgErKAd4CFXSVO7auOMrEWPv6oJJ6bq8wDPwGnls+vCXkNWT7wFnBMUVAjEd3+7fcLKZWnbtYQiei2eFzkADXAC8Ab607VAgcxM9EAkemURdP+bHH2TKll9p+eLRUlxQ4BrFwLmNeXNhqAC8D8X8ZkGZHllsRzz+aLG79WrXI+NuQVJ14tFJLE3QFowLm1HKW6Ai9mGe/coWFAJCoYHglz8Zv5VcqDQ2HaP/cjRJIdO3AY8+9JK4BqQAVsKzd1HcYnNMbHo9y8Wn1nf2paY2Y2nsqHEzieSmiz2PMCO5cProIkQX6+ja1b7QQCCUYHKvF4bIxPaKnsr/TjxZwRfxuA6rBLRbIiyYoC2VkKwZBOOGyQm2Nj+zYH+/epfNbuZ2BwkepqNweaVHp+DuHzxYjHBcKAWFzgcsksLRnGsh/LSWkVgFNVZftrrxTJwZDO5oIMs5uiBrt3Z5KRIbEpR2F4JEz35RCGgBefL+DdUzuYnNKYmtZQFAmfL4a3wkXn1/O2azci6uxsYi9wez0BjP0+pwcb6t2Jhw9dtVtFff1KFd4KF4Yh8HrdVNaNUFlnpQl1NQ8Yjz5xLQFEreRWTVjg8SiJvoFwyiFVVjHMkZY82t4r5kiLB99kbSpV9pRlGgeasm8BQSu5VQVGAwE9UVHuSmn0x65yPjkzixCgqgqNjdkc3WmtOz2tRTVNTGLRgGuh+cF6d9hq4gVm6sTLL20WdrskHA5JqNmKOPpMnujpLk/SvdS5R79ve4YPOEaKXz5Vmc/39oUvffB+cSxJ8KWfcx1+YjGBpgkiEYP+/jBdPyTzxC99oeAfC/rgcvZGOhUAqMnLs4VWZtTXs1c83ey5e9wKV6YsHn8sR1y8YLJlyF8vWk8UaopCLyanpMRabDjo9yc+PPRIztzJ1qIEQHuHn6HhcJKiFjOr8F3XAr9N1BKPC4aGl4K6TjcwmG7mK6ECpxWF3pOthfP3lzp1SCIcAQiHQxJVlS7R0uzR8vJsIeD08vl/jALgoNMpdWa5ZR8QwmS5OKCv+I7LMmHgC0wiWxfSeRM+hDnPqzG5Ygsm2wWBxPJqA86nYTPtR6mM2c1VmFTtwuzwLZhvwA1s4L+HPwFkBQeAi0PtowAAAABJRU5ErkJggg==) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur143328 1.3333333333333s linear infinite forwards;
}
