@keyframes rwdcur138291 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHkklEQVRYhe2Xa4xdVRXHf3ufc9/3zr133jOlL1poKWV4FVJUUIsBNEYDwQSCQT6oxA9QwieBIGBADIb0gySaYNTwqDTEEAw2QYIKpS3TdmZoZygdpvO8M3c6jzv3zn2de87ZZ28/TPERRNqqn3Ql58NO9lnrt9ZZa5//hv/b/7qJc31RGyWB+EdLKez6ufixzzE4frnwfc9xngiMQQhRCgL3eiGtshT2yf86QOD53y7sP/qEnJrCeeOPGKUyk7ff3BdKx+cD5TwkrNAvpDgz12f9CerFwv3Ffb1Pt7oeoUoZMz6JHhwiyOdwvYDSznvouOWrD0fTmcfPxJ88m+Cul7P9SuE7Ij9LaGoKTo4hujqxLtmKTKWJ+or6r59DOdVvnKnPMwbQRnX6eW9f7WD/5o5oDOYLUK5Afg7TnEa2dyLbWlhfLjH/+FM9c+Ojv/qPAWijOsuTM3vqh45t73ANIpcDoxHaoKZnEK6P2HY5ZLPIRJLE/l6qYxPfVEFp3b8N4Ho5uz459Yp3eOC6kOOgpqYRGggCUD5jY6OI2TkIhRDd3ZhQiEw0gvXY4/bswAcD2qgrzhlAG9WulvSblSN925sF1IdHCOoO+C5CGLAs1q1aBfMLyGoF0dmJTGcRoTCdlTqn9v4p0yhX7jj3Cmh95+Lv37quI9uBtbhEdzhCVEqMkGAMBkPEGDAG+o4iQhby0q2IRBIRCXH+7j2898rL9/uBe9dZA+jAu6l0+OhPUpE4plCA5TJIQc3zmc/lwA8QfgDhMI7rQd2BmVOQzSDaWiGeIpWIY736MsXJ6bu1Ua1nDKCN6j51pPdpOTtHxgTI3DSnZmcx9ToRS9IUssF1VzIXgqmGiwHE6BhidBxxaQ+ypRWyWXqG58g9s2t7qTC9RxsV/VQArdyvlAb6ZxL54pamQCGWlmC5jPF8sGxCWhOLxXCNwfE8qJbZlEqsnGhuAzExiQDkmtWIUBjZ3ELL3ncoHP9wh/bVjn8JYJzarcUjgy8yuUhKaSiVMW4DpKQr04QIFHguGI1TWqbiuWCHVyoBGAQsl2BmGs7rQiaSiGiczniY6KO7yL118EW3Wr71EwEai0sPOEPHMxlpELaFCHwwgDagNOjg9GNIx2O0RaIQ+NBorIxhUwqTSMB7Q4h8HtGzZaUhEynaFxYo/vjRzFKt8MDHALRRTY2F/H2lQ4c3tzWnCYxg/2ievKXIR2HfbAmlFSgfjIa6gxASYQyuFebtmmIuFmE8EqY/niVoziKODmGas8iONmQsAeEQ55ccJl767eZCcfo+bVQTgNRG2bpS/uniwb5d2VAsbsfiWMkYV162iX1LDv25U1y1rg2lAyYLy+ArRotlClUHgoBIoOhZ18UhK8lEtoutV1+KvaobIyXi3UOw6QJEeyskk8SUYe2zL8TnRk7uMuirAWS5svDYUO4Pd865wwivgaxWIAgIS8nNF23ixosvISJA1RuMLteZWHY5VjNUA71Sw5BNJhnjhovX89krLybc0oxJJkEKxIkRhONQb29jJhow0xql1hJj7JlncZdKjwDYM3MzD74/O8l1117N4N7DXOZnkUohIlFCrg8NB1GpkAzbbEg30Vtw2ZpJsDYUnO5cA65PBINp1MBXUKsBmnlZp2/sNZxtV1DZvpaGX6VaL1CpjtBy4sBWP/B22E2pxPygPtmuhst85oYe9g4e45IP4rRbKWLKQLkKbgOMYY2tWZNSKyNnAM8By4LCIggBCxEIAk4tz3Ps85rcpgzprkWC6vvI5fXErCYCE+DrgD1vPplJNa9+U2ijenL5/tef7N3VuTnSxTXnbyAahmLfJM3HfC5oxMFxCDdcROCvnH4fHb9GQ7WOCXzcUJhqStC/wVDfXkNnSniiSBAYeg8KBko1Pqz/TTa26wy7v/vSSjKB8TaPTB3/2S8/2P2FvJpmrZJcs2oN7UmL8ZE5tHZZPxCQmvdOp37afBcChYpZDHzeQNRl9cYY5VqJk+NFysuC3QcKVLpqmITC+AakwPiws/MRHvzeznv+Ksm0UZmTuaP7Xz32my1DQY5aWbHR84nYIb581TrKyx5usEgqGUVaFr5fxVF1pJA0Gh52VKONZmK8yoGRRd6mhBECVdRYZRvCAgxcKLu5Nns5d99575E1Gy668R80YaAbW7QJHh4a23/bG8P7OBI5gRu4zLw+RmpNGhP2+XpHO03hCJ52kFgYDAcG87wXqiCA6pJLzVborLfSF76HXIiDhhad5Ic3PbX0tetv+p0M8ZAlY/mPidLTen/bwuLMHc//+fl7j3vHOdI3SMs1Way4TWXRYaG/QNO2NMYYqgtV/AkPvU4gWyI4+Qpi2kDWh+zKqMplxe0td/C5i65f2rH9i9/KpjOvfRTvE1WxNgrgrtGRwScOnejvfm74BfwOhY4IJg/OEt4UhrSN5/gEIw46LbBXxVG+j5+vI2ckq9NZ2sNxfnDLj9i4fsMzmXTXHinsd/4+zqfKcm3URq9cvS1wvduH8/3n9Y6926R9jZBgpAEBIhAr/6PT63IxgXZD7Lz1tuNChIi2Zu8RQrz7z25PZ3Uv0EZ9CbjwTLdLYf/80zb9BVyX6HjjkEA1AAAAAElFTkSuQmCC) 16 5, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 17 6, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 17 6, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 17 6, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 17 6, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 17 6, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHqklEQVRYhe2Xa4ycVRnHf+e9zOzMznVnr23ttrTSFnoJWEwhULWogDEaERMQU/mgeEmAil9EAnihkkgIMZKoUSDhaoUENIABRIHaloW9sN1Sut3ttju7O7O32Zmd2zvv+573HD9sIRpE2qqf9Pl2knOe5/ecc57n/A/83/7XTZzpQqWlAUTfGRrCqp+JH+sMg+OXC9/zHGd3oDVCiFIQuJcKwywbwhr9rwMEnv+1wr7B3UY2i/Pin9G+nxr/8pV9djI6G0jnVmHavzHEqbk+7SOoFws3F/f23NPqetiVMvr4OGroEEFuAteVFL9zI51f+OxtTcnUnafizzid4K43YfmVwtdFLo+dzcLoGKKrE3PTRox4kiYZ4DzwELJR/dKp+jxlAKVlp5/z99YO9K/vCEdgtgDlCuRm0C1JjPZORFuG1eUS0z++e/PM8WMP/scAlJad5fGpPfXXB7d1uBpjcgK0QiiNnJxCuD5i63mIdAtGLEZ87z6qYye+IoPSqn8bwPUmrPp49invjf7tVr2BzE6CAoIApM/Y2CgiPwO2jVi2DG2HSEWjWD+408oPvD2gtDz/jAGUlu1yQb1U6e3b1iKgMXyUoO6A7yKEBtNk1fIVMDOLqFQQXR0YyRTCtumo1pl+7i+pRrly7ZnvgFI75599ZXtHSzvmXIGuSBMRU6ANA7RGowlrDYDoH0RYFsaWjYjmOCJss/qx3/LmU0/c7AfudacNoALv8tIbg3fHmyIwvwDVpUZXdSWz2QnwA4QfQCiE43pQd2AqD+kUoq0VonESzc2YT++hOD75DaVl6ykDKC2XTff23GPkZ0hpBdkJ8tksulYjbBokbAtcF7QGIcg2XDQgjo1hHDuO2LIFM9MK6TQbRxfI3nfvtlJhco/SsukDAZR0P1Ma6J9qzhXPMRyX2vQ8olxFBQoME1spIpEIDTSO50G1zLp4lJoW1BsujI8j0IjulWgrhJVM0frsXgqHj+5QvtzxLwFUo35Vsffgo4zP4RcW+dVwP/eND1OQAcuTCYQKwPNAK5ziIlXPRVshxpHcn2jjERllsViEyUlY1okViyEiUTqbw0TuuIeJVw886lbLV70vgFso3OIcOpKKKsWTI9N0X3QTr7ft4onREm6gQLNUfoEmFY3QGgpTa7g84Xaw7Jt38tDm7/JCEMd/cxAjn4fN5yKaY4jmOG3zBYq7b08t1Aq3vAdAaZlozOd3Lfa8sb6tJYkwBZlImFue9TGbLTIhgaECkC5oCU4DIQwEYISbiNdtvv27Bm0rIsTbWxAtGRg8hGhJYXS0YUSaIWRz1mKDE48/ub5QnNyltEwACKWlpcvl+/Ov7NvZikUoZIFl0dDwdN8Q0ZlpLsukoVhgZr5EdzTMsfwcKdsmY5vgeZQSCV5uGMRTcS7ubiecm4IjR9FtLejzzkMPDBJMTECpREF6lB78GesuuOhTpgj9yShX5n44NPnCzml3GLwGlMsQBDTZFl8898NcsWkDTQYEtTrHFuucWHQ5WNPU1FL9Y1ukYhGuOLebS87fQDjTArE4mAbiyAjCcai3tzEV8plqsamlQ4z9/Ne4C6U7AKypmanvv5UfZ/slH+XQc71s8VOYQYAIR7BdDxoNqFZpDtmsSSboKbhsSsdYacl3ahZcn5DQ4NTQgYRqDVDMGQ59Y8/gbD2fyrbVNPwq1XqBSnWEzJH9G/3A22El4s2zQ2q0XQ6XuejTm/nj0EE2vR2lzYwTlSy9eA0HtKbbUqyMyyURoQHPAdOEwjxCCIiE0VKSX5xj6GOayXUpEl3zqOpbGIuriZhJAq2QQcCel+5KxVs+9JJQWm6eyPU/f1fPvZ3rw11ceNYamkJQ7Bsnc9BnTSOKqDuEXBdD+iCDpQakNWi11CEDn0YoRDUm6FujcbbVUKkSnigSBJqeAzBQcjhar717+ztUmkevf3wpmUB760eyh3/xwNuPfTwnJ+mWBhcuX0l7zOT4yAxKuZw1EBCb9U6mftJ8FwKJjJgMbNcQcfnQ2gjlWonR40XKi4LH9heodNXQUYmWGgyB9uHGzju49Vu7bnhXkiktU6MTg/t+f/Dxcw4FE9TKkrWeT9iyueKCVZQXPdxgnnisCcM08f0qjqxjCINGw8NqUiitOHG8yv6ReV6lhBYCWVSYZQsREmgNZ5tdbE99hOt33tC7cs2Gy/5BEwaqcY7SwW2HxvZd/eLwXnrDR3ADl6nnx4ivTKJDPp/vaCcRCuMpBwMTjWb/UI437QoCqBYa1O2AIO2BEOB7GLNL6j0TxPjR5T9d+Nyll//BsLnVNCK594jSk3p/69z81LUPv/zwjYe9w/T2DZG5MI0ZtajMO8z1F0hsTaK1pjpXxT/hoVYJjEwYJ1eBSY1I+5BWS91uUXJN5lou3nDpwo5tn/hqOpl65p1476uKlZYA1x0bGdr9+pH+ZQ8NP4LfIVFhwfiBPKF1IUhaeI5PMOKgkgJreRTp+/i5OuaUwYpkmvZQlNuv/AlrV6+5L5Xs2mMI669/H+cDZbnScq1Xrl4duN41w7n+FT1jryWUrxAGaEODABEsnS8nx+ViM8q1uemqqw8LYdPUmr5BCPHaP/s9nda/QGn5SeDsU51uCOuXHzTpb2Q55s7M1p8GAAAAAElFTkSuQmCC) 17 6, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 17 6, auto;}
}
div.testarea{
animation:rwdcur138291 0.8s linear infinite forwards;
}
