@keyframes rwdcur109313 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG+klEQVRogc3aUYxUVxkH8N/eHabDShekQCld6VIoDXWzoCEqlIDZEo0l2VSLra0vrU03ElLQNLH6qD5UE0kKpjHFNNZoqhCwWxI0il1toaYPFulKJakspYjUAm1h3MIy7F58OHdgmM7cmWF3if9kHubMd77z/+495zvf+Z9pMjZYhC4sNFmHnFnypmiSM8GQnFOGHHPafryGPuwbi4GbRtG3A2tMs9pJM8Aiw+bImIz3sAP34RqcxpuG7ZMB0xx30jb8BPuvZgBLtfqhvGVuFFshMhszkC2xehMb8D1MLWkv4DiO4M9ix0Ra7ZH3GP7SKJlMA7Ztsn6s4C7zxFbgJlFDHghBtiWfT4m8hRcttdfLsnoVPIKj9bqrd/h7TPG0KVp0Y55I1CDxaqPPRbvIMuzQ7ZSVTnkIW+txUYtGhI3YYokWa0Xm19GrUTRjPtaKLNGCLcm4NZFGJafZLqzTgztFJo6aajomJuP0gHV4Abm0LmkB7DSiyyp0Gl2+agRNyXiLQZdmO9PMqwWwEV0WYyf6x5BgPdiBv2IVRnRJmU7NFdruwY/04PMYFpZTG65PGXQEJzCAv+NVsXc0GRQ7ocmg8HQnSn/vO/AH9GBZMu6rPo0DeL3cvHxitJnigCVa3Cm6+Gup086yHucS131ih0RaDYn1G3QU7ThskjaRTnk5N4t1iSwQNrhq5IvjXMBvxV4x6H0fV5ZiLw8g6zmzdFtbYcFWcn4Q28XeFTvjWfwMe4T3Vo6M8EwflHO/6SKrRebW8ZDO4kmxY3oV3F0tgKV42TohpVVCcZCHhVJhO7J2KFiPw1V6VUK7rI0Kut2NPHZVIV/EG9gEbleyY18KoNVu8yz1QI1N6vlksAli563B5gaIl6NHqIUiD2NhimWMZ8TesMegFcXmItUOecusqGOHbU3cnfeo0ZGX9H/UBLH3alhGWC4yaDluK22GNW4Uu6mGkwFh2rAGT1wR5Q/jCeetsT3xn4Z2zBJjbbEpBDDNaitqFGbnsE0sq9fon3w5Nsva4TdihRSrDD4rMt3qYlOERU6aYXaNIQ7gXbGCb44B4Q+jYL13xA7UsJuNE2ZIlnsknKQkR5LKGBHyfEiVh0dNtjIOG/JrfWIjKVaXeHYRAlhokeHLDiPlOIlDIiHPjyeeNiDybopFFp2GJTkrMlmHOTXOBf9BqyFhkxpP7NFqyNs1rObKmKwDIjmzTK7R4Thi/SrvsGOJYbF+x2tYtSKnDTKGTHGO1Dx8TJzUNuOPQUe9bbH3UnakAs4lO5IWF6jr8+p48i7B3+riE3jLuGBIt5xbUlzuEusft+xTjkMW6rQy5Q38E390BjJanTLVTHNSXM4ROaTN4BhTrYRJ2rSLUvmcxLXyzhAlilk6ZiDSqTEZ5kqQEelM3ZMI1etQWJOR0/Z7s0Z2mYm8nFDPjyeWycu5oYbVgOFEphThNftkUmuQabhZjAfHiGg1PGSu2HUpFgX0ywgaq0gQWqXm3mZ0ieTcL9SE44F2OV/RJap4Ui/iEs8+QgD7THPckRruF2C6SLY+walhZG10fXJWTsMRTHdcopWEVHXSNi+KU1fCNVgtUtBNIj2NHXoUdPuSKLUmGxYE4RO2FZuKL+uI/1prgcuV5HJMFWSRg1aJ5fHKaJnjG9jkbk0+WcPyEHZpwgOCiHNxs9iv1R4visU1nEzFeZGJNhj9m+gxwQZE8jUsR/CS2CQv4R/F5ku7Xd5j9oocTHHSj5/iW3hchKdc53mNL+x2Wc/jKd3JgX6XoHpUwwD2igz6Tmlz6Xr/l6xFjpnvE5pMqEB+M76NH+AzWIlX3CL2iA/Mx/uC8FTpPWawHN+Xs9lMt/paMm1mCgrcVmGe31rW8yx+KXbGc0ZsKP2pPmWulPzjZT0+wO/xhNhukY8lyty/HcXNOHSZMje3RJkrX7DFcT6H7qStIWUu4B5suSgypZEvxXnhWmm/UGy9LvYLkYVi7SIzcAOuU1mRrRZE8Ttf5lL2SQuAoAavs0pQp2uRr4QjuAmPklqYVUKR9GJBpQ6a3PpKptVV/2YvGNHlPjzbIAFGFwD8juRmoA93VDOrXnOPWCWjz6/QK8zFq4ELwhvYiWZ9wi1BVaQJiUOG3YFNvojvip0aM5qVcVZYsGHObzLiDgyldannum497vWMM74g9idjf7QfEdTnJ5Nsw72qzPly1HvfuNVbFjioVxe+KrZbjWdTB4aFO4afi23CMb1JqqzripUrvalv87ijlusQWy+yGLfgIyVW1RZxpZv6SV5KdtiGb+pHc/d4G9aaa7WB5BB4l2G3y7gBg/i6kMs/KhwDBwwnh5FQEoeq8kkltc3VDKAUnYr/VpmtQ4s2Z7UqaHHaGdfKG3K07N8qV/vu8/8T/wPrTxZ/3ra03wAAAABJRU5ErkJggg==) 23 23, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur109313 1.0666666666667s linear infinite forwards;
}
