@keyframes rwdcur139468 {
0%,18.65%,100% {cursor:url(data:image/png;base64,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) 21 32, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 14 21, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 14 21, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 14 21, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 14 21, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF0klEQVRYhe2W2W+cVxmHn3POt41ncTyZeEvsbGQhpuCkJLSqUIUgvQilBKlcRBTERVWEEBcVgl4gVEWFP4BbEOIfiEQuiqiipq1QgEgUxWxN7GyO43gde5ZvZr6Z7zsLF6jQqrGJ03IF7/V7fu+jdz3wf/tfN7EV5y+fPD5orPupse6XUooLv7749ocGUFtxPnZ45GfPTPTOdHt8vdGVTx3av3PuwN7RW9dvL/z3AZ45efzZx3b1Xhnr7zFU6LGzX49FnvpGtaOe2r97ZP7G7OLNhwF4oBJ88fOfLkXS/PnErnjPUNExkIOudjR7gkaiWOn0cWPN+31qecU5XttKaR4oA3vHRsLl9fjMQkMNGyvYVh7j4Kmz/GkmxjZv8PjHFAcqdgzDc7Wu+sLoUOXu7bvLtz4ygJt3FnsLq+u/SFN7ZLnlHXn89HeISmVuzq/QWb7KYFFQCB1jpR7lPjt+6Vr7OU/JfD6fe73VTjbVlg8CAIBFz6/Wzkwc/czrxUKet964yMULv2Gt7VFtQytxpNrx27930N1Y7ijaHyjhfr5/V2XTGFuaAhz2xRe/m92ZnT39xptvyenpG8Q65F7dRwrJzark0nSHSq5H4Bk8ybFOJj+ey+UutNpJ736SW9oD79rTp04em5r6y7eWlldf0M4yWB6gMlAkSbqEKqOc1+R8iXWWJFUs1OVlT8mTt+5VWx8JAMCxiX1Rp9N+s96IH1uqd/CkJAp8oihkuB+258FTAgF0tWS+Ji+nmfnawmr9fc25ZYBHJ/YFgc8Leyri+6XQjAss682US1cbLKwn5AKffF+O0W2SUmQIfflPiEyw2JDztU72xHotnntXz9tKYN/j+YlR+VLo6fGZ+QavXmsAgic/UeZLJyos1FL+cLVOu51wz0XofkkxsuQ8CH1JITRRtSPqW8rAoxP7or5QfHO8zI/KeTM6u9jmwpU1nFCkOvuXX6Akn50oMT6Up9rU/HGmSc94VAqSHUWLc3Bz2X5lpdY+/0AAh/bvDCql6PmDQ+KlQqDHby22+d07NeqJ3hDWE5J8JDl+sMT+0QIL6ylTtxNC5dDWnqt15Vcbteb732wkJhy/wplTnvKoxl1mV5JNgwNoZ4kTy9J6xt4hw1glz0or4Pq9eidLzffi1geGYOMMHD286wpWT3aNYnhbwCNjimY74e2ZBn+7+0EhgE/tLnLiYAnhRUwvaObXuhid0kv11GI1Pnq/NxtmIPBguCTppLDa7PDalGR0e8jnJoc4caify9fqvDPfBmByT5FH9hYp5HJcXzLcWo6xJqWUk/iRYLWxcattCNAXCCpFR6vrCJTk3lrG3FKXpfWIke05nvzkME8c6eEc+H7I9KLh9nSMMT3yIfTlBIEyeErgK7d1gEwbjMvY1ufhCU2nT6OEw/M0jbjNxTXFyEAIwHy1hTM9CpEiUBAqi68EnhJoC8barQN4SuIjSHVGIVIcGAlp9QzdFCyKViq5s9wg1VDKCYJI4klDzgcpJZk2gAJnNp31jacAhxICT/lYHMYYQt+RDwSZMQTKUQ0lUlqKoSHwQGAQQtBNNYEnwTmsEyAeogecUKAczlm0tlhnSa0hQ5D3A/xA4iuHNo5cAMYapJT0tCbwBFJIjLVI4SHEQ/TA8lp7LhRyspwXRCF4SuHJf19vrQ3aWIyFzGQEnoe1jkAptLWkWoMQdFJHu+fmNoqz4X/AC3Pnqk19JU44HPjesHUOg0YASkiMdazGFm0F/TmBsw4HaGtxSOKeZLXhplaa9ttOmx8nqb5vJ/7HWzA8WEZin92elz8cH/Qni5FFSUOoPP5615CkjuF+i7EObaHZMTQSMdVsm58IZ8+txd1N9R/4HA8PlhEmOz1Q9F7evcOfLBcUM4uaTs8y0KdpdCzNxE3FiTvrhDhfq99/Wz40wHtAPGn10zv6/ZeTjMlMW6zNplqJPYu1r67F3c0PxocFeA+IdEafTrVBWnN+Le5uvG02sX8AZwTHLiKrQQIAAAAASUVORK5CYII=) 14 21, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 14 21, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 14 21, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 14 21, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 14 21, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 14 21, auto;}
50%,68.65% {cursor:url(data:image/png;base64,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) 14 21, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 14 21, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 14 21, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 14 21, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 14 21, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 14 21, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 14 21, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 14 21, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 14 21, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 14 21, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 14 21, auto;}
}
div.testarea{
animation:rwdcur139468 1.6s linear infinite forwards;
}
