@keyframes rwdcur29127 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG4ElEQVRYhcWXb2zVZxXHP+fc20vtekvbSyt00I6E9cUyF0mWIlHHX50kLqtuTOYyBWUoamcQeWFY3CtdjFuyGUxcGLiFkIlsIIQtimyFwRI2HTJCACnl9hZqS2nppX/o3985vri/e1uwRdu98CQ39/d7nuc+3+95nvM951z4P1tkKj86vGYNq+fPj7168mQAsHXDhoo+s0HPy/N0Ou2T2Sv6vy7c8/jjM4fN6mKRSO2IWfXLp0/vqaysfA14b1o0+tZTy5bd29HT09vc0XH+RDK582J7+9vAxWQyaZ+IwJurVlUovBTPy/t6NBLR7Hh6ePgxoBr4Wt/gYFEiFot+evr04lklJTU1d99dczKZfOHouXO/U9WXzezMRER0vMGs7Vq5cm08L69x+rRpj6rITWtVBDP7rJkVBu75qplpd0dFmD93bvT7y5f/qGbevI9UdfXcuXNLJ02gd3h4QUQkP/tulnFCVfHR52gQBObuiEhunbuDCFevX48BvwIqJ01g8/HjO/7Y0JDZ7BaT0GMz0+EgGMh6nyU4NDLC9vp6Lra3Y2YjIjI0HsZ/qODgkiXf+nxFxcK/Dw8PAH3/TKc9MKv5zIwZ9AcBB5JJtp89S1NPDyLSBLzyQUND60fJ5EN9AwPMLC4G4NUjR2i8ciVDVqQOWFVSUvJgIpEYKikp6e7q6roBIGPBDy1dWlEUjTa4e8Fzzc29x69f3wS8KyI/vL+8/OmzXV0MhMcrItfCjfcDM1X1SeCZWDSq0wsKuNrdjaoiIt8FFgJrs1cErAe2NzY2Dt1E4J2lS3eX5OU9CjBkxi9TKf7W07Pe3d9V1SdEZC1wDdgKHFLVC5cuXRoCmDNnTkxV73L3pSLyiIiMADtUdQmwNjyJsXDzGxsbT+ZG/rJ48cxELNYyNtpHgI0NDTTcuLFGRA6qahS4AVxraWmZUN+VlZX5qhoDalX1tez4LQSeBzbn8sBwENS5mXrm2HB3Bs1oHRrKHuOBlpaWf00EOtaam5sHgIGqqqpj7j4iIuPlm5+KyNact7FotFZVcxJSVfa1t9MzPAyZhDVuFP8XS5tZcxAEOYWISO4k3H2xAnhZGYUi1WaGjsqLw+k0IanXgd7JoqdSqWuq+pKq4u64+2iOyJBZFA3B8re2tBzqDIKvCBlpGJDq70dVu1X1UGtr621z+kRmZn9S1WcjkUguE2YJuHtxFCDS2TlQproNuM/MKkL5AHS7+wZ3vzAV8NDLy2a2CdiW3VcyaRygPheWZWVlpUCFmZXqaCBeE5Hm9vb27qkSAKiqqpohIveo6mxAQzW1m9mZKEAqkSgvhNc7oLQHCsTdBkUGHoYXyNz9JyJwCn7cDtXdUGig7m6/FXnzKJwXgK+Wlsb2qPblhXLJFpYFQJPIZlV9vq2tbSoqoKOqqjwBVxABEQiD/D53+uBnCnBcdeS8WXdWLlmZ1Ga+nzWzu6bqvcF3cuAAZlzJgAMsUoCOjg77RyRyIZsHgiAAEZ4CCiCmqkunAu6VldGEyIbMS6Y8I8JfQ0mKSHcuEe0Ogp1GppSqKhYEFAPzADNbOWvWrMLJEmiDB9SsfPQ4DET4w2iuqc8ReF9k/z73kSAIMpOqrAsCTgEiEjOz2GQJ1LifelG1iWw/IcKHZpwZbWaO5fqBgoKC7haRskegRoAfiLAvjAcR+cWfofxqYWFfuqjIe3t7BycC9dmzo98rKrp/V1FRj6pGPoDBNDy4OCSwDujILN3i7rtyBPr7+z2dn3+pS2TdXhHdFxYkYNNRkZn3imz5kkhdEXwjEo9LbzzeWlhY2NPb2+sAbXfeWb4hHq+Lwe7iSOTptFntCfduVT14ErrSsOikCG+Ncq1LJpOpmzqigoKCjlMil8+6r3D3iIhsOqo6vdpss4jwKRFd4F76TVhxTfXbH4tcicfjzal4/OczYF9cZHkU7sBdlkQiZc0iD51xbwbe+Fik60ORRSHURuBAOp0eualMdnZ2WiKR2A+cFpGRI/BwtdkzqpqJYrOMjkWImZUa/F5VF7ZBdcnNtR6CgBdVEfj13kx+2Wlm74Sl+UxTU9MAjPO/oLOzsyN7TV0zZjwxLMK0bBC55z4a5nR3r+yCQtxzSYbwvnGnAgiC4LlIJHI4lUq9dyvebbviWtj7APD2OHNiueIYzT2N6Z7fB74M/CY35eOq6LYERORcEtavBj4XbnYu9FSBULJq7oYIKeAVM5a5swo4O7rVRjM7Py7G7QgAlJWVxYB7gCdV9Sfuzh0ixFVpCwJUdcUXVStOmG27IUK2+QjluwXYAZy6fPnywJQIjCUiIvNE5AvAIlUtBurd/Y0wsB4DloTter27H1PVCxMBZ+3fkDkyUPl0Rg8AAAAASUVORK5CYII=) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGzUlEQVRYhdWWf2zUdxnHX89zx7UrbW2v3AXq0YJhTcRq5qIsJIs4otv4MUA3hwY3NyEzRIvZsImGxfmHP6LOP5aQbNOhbojLAkwhxhgGgyHo1GEqEVSg9ndLS39c22uvbe77PP5xP1oqJZb95ZNc7j6fz3Of9/v5/YH/R/FEAk8kIvl1sqam+nO1tZFly5bpfO+S/1VxIJFYPAkNxbClEup2wetHVF8GTjfD78NQ366aOgeXDrsf+IPqb4F/t7S02LsiMFBdXa3wXAV8GtWChQ+r8idoAj71FzgRh/cBoAoiHDPLvKj6wt9UXzSzi3MRuanLepYs2RGF5gp4aLZuCDCzO8ysdFK1mDw3dwDuFQkfNvvKNjinqo8tX748Om8CQ+53AcWFDcsZoVr4rarhwMxwB5FpPXdQpdk9AnwfqJk3gbWw/wc2RwhzFpuZpkUmgIL1+bPPA3/M6mREZOpG14Rmb/TE44/eX1a2+o3S0glg7G3wwH3V3aEQEyK8YMbXgfMiiEgr8NIv3HuOwANJET4IRNx5VJWzuTtFpOEcfPahysr7TlZVTVVWVo4MDQ2Nw6wk7I3Hq6Nw2aHkCdXU76AReFNEvrxeZNdZIKWKuyMigyLSABwFFqvqI8DTJaDVwBVAVRGR7e/A6krYgQifBFpgJ/DT5ubmqesIXIvHDy7KJhxTwHZVTojsdPc3VXWbiOwABoGfAMdV9UpHR8cUwNKlSyOquszd14rIgyKSAfb/VfWeStiRcwVngMeycB9ubm5uKhDojsUWLxbpkhl5kVFlgwjn3R8XkWOqGgbGgcGurq4567umpqZYVSOnYEtttlfkYwGQ98KzwJ4C2JRZgweBFhLJnbQ7bdkYbgemurq62ru6uvpvBg7Q3t4+0draOrLH/cyYe2b2+bbs19dEZLp1FqluUVVsRgm9ZEYyWwVhslGZl5yB5Ctm7QTBdIWIcG/OE+7+cQXwWIwKszozm252ZryuSo7Uq0BqvgTa2toGT6g+h2qWgDuYUe1OCSAia8JZLCv+FhzvVr1fySZBAPzLDIURVT3e09NzU7fPJe+Y/fq7qs8sDIWiQrbsJEdgzL0iDBAaGJiIxWL7gA+ZWXWufMB9xN2fdPcrtwJO1srOH5s1Kuwr3CuSDTWcLFRBLBaLAtVmFs0ruvugiLT39fWN3CoBgNra2kUislJVE4DmqqnPzC6GAaqqquLAq0AUKHF3k2x7/RHZ2L8rAgfq6786lMnUjZmVGigidqiv73DTyMglAYhGoxFVHRORMJDvdACIyB5Vffbq1avzrgKAU+vXx+MLFvTmvZpP8i1NTaTNvqEAqpoxs5EgCGaDAzxjZstu1Xpz/2Ih9oCZ0Z5Ok87mwBoF6O/vt1AodCXfB4IgKPwBiKjq2lsBv7h5c7hiwYInYdqrIsKfh4fz65FCIwqC4ABkB4iqEgTBtBVmn1myZEnpfAl0T05+rAjiM+5BRHhjaCi/PlkgICJH3T2TB55JQkQiZhZhnvL4hQvnX+ntbc2VXNb6ZJKW8fE8xpnCe6CkpGRERGLAqrzyDLd9Z9e6dfEJs7GMqqdSqcm5QD2RCH+pvPwjr5WXj6pq6MLY2GQyk7nvo2VluAjfbmkhmckA7HX31woE0um0FxcXd4jIEyKieQJAY+OmTYvfG43ufX8i0VAciWwtuu02sVCop7S0dDSVSjnAwa1b4w+uXNnQsWLFwZG6ul3DExNbmoeHR1T12OXx8aFkJrPmH+PjnB0ezkM2tLS0tF33IiopKekXkU53X+fuIRFpbNy06T3x8vI9qkpxJKLL4/HoXbffvm5scvILXYODvWVlZe0vb9jwzcqioiNlRUWfWKC6EHe5Ix6P9abTD3SMjrYDhy6n00MXx8fX5KB2A79JJpOZ8EwCAwMDVlVVdRT4u4hkdm/cuDleXv50KBTC3ckPKxEhJBI1s5+p6urk5GRdZXEx14k7O+vrEfjh2319YeCAmZ3I9ZqLra2tE5Ads8wi0Q/0A4xPTW0zdzQ3St298MmXlLvXpKamSq+bpLkcCsyIFhURBMH3QqHQqba2ttOz8f6LwEx5/tixX8XKy5/aeOed1NfMelXn5zuErbA13cTO9/fzy8uX6Uyl8mc3rKKbEhCRf/aPju78+VtvPb+orIxVK1awMpEgsWhR1sIgIBQKaW520D02RtO1a5zu7qY7nZ551W4zu3RDjJsRAIjFYhFgJfCIqj7l7iwUoUyVq0GAqq77QFVVdXMyuW8yF4YZIdoL7AfOd3Z2TtwSgZlERGSFiNwNrFHVCuCkux/KJdbDwD255/pJdz+jqlfmAs7LfwCESya5OpckkwAAAABJRU5ErkJggg==) 15 15, auto;}
}
div.testarea{
animation:rwdcur29127 1.3333333333333s linear infinite forwards;
}
