@keyframes rwdcur238810 {
0%,24.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAALHUlEQVRoge2ZWWxc13nHf3edubPc2cihSA5FSiQlUZYTV7JsRXIkS5Yj2XHjBO1TsxhtAxR5KNAAcRMUKUDVCNAWBQoEAVKgDy0KOEARx4ob2YWjRrHjJJYVWbQtURsXkRySw1k5+8xd5p4+JZAiWbZk0vZD/m/nzHK/H77z/853zoU/6KOVdP3g6OHPiMcf/QzZ9BW+871/l97tRx8nydcP3I5gMV/jW3/3t3zz60+LjyqoO5F6/SCzskwoqDMxOccjhz7NG6dfE2bPEPvv3wJum2+M//PHLis3BLRjdFAMjW6nkM/RcRr4FBlX8uGg067m8OsqIb/Mq2evfGxAbsjAhal5abXeEiODGziwbycbU/388H9+xuXpWQx/EFd2+LMvP0U8+pLwJINWrcBPT1/8SGHk359IRgw6boeJ89P4/QE2bewlETcJhYO4rsSzz/4IfyRJSyhYSpjPP3ZQ/OnRPR+ZX24CmLg8L7Usm0KpxvMvnuTebcOEQwGEcGg5LsVKm1iih3945hn2ffogFy7PkanAC8efE3//N1/90EGUW00OdJvjKAqFYpW5xSJPfeVLJHtTnHtzAr9fAwGTkxdAEly8chnbskin09Qtj8GuwPjU/PKxDwtAvdXkmck5aai3W/iMEJF4D7v3HuJIIkmxVOP4c/9NcbWCJGDb5g088chOXnjpNG+dmyDVHebg3q1I3CNOvDr5oXjjlgAAAZ9A8RnUWi4nX/4phWKWC+cnEELGsTuMDvQzNrKFzRt8/MkfH+RHx39Go2lz6VKGA5+6h5Ed+4TVrPP9//jBuoLc9s83pVIiGDKpN8v0dkX55NhGzl+ZY3o+h6YobBkaINUdwuztZ/LSPFcmLxMMKCRiYe7b9QBTs3OodpmXT19eN4ibTHy9ri0uSoVSjqBPRdcVBvp7efLofnq7IqiKzKVraSZnMpRXBYcPf5avP/0tmq5Mw9aptWSOPvY5oqbJk/tG183ctwUASMX9dDyPfKnMmYlLKHqCxx59nC0jW9BUWC6UKK+uYtsu+/bv5z//61mCoTCtRoNGpcnXnv4njORWnnh497pA3LIKXa/lQvVYTyIy3vE6VJsevQPbeeqLn8c0u1nJVtE1DQ+olIs0G22CZjeKrDIxcZZmq8ns1DyaHmZhKctIf2x8bjm3phXqXU18vUyfYLFkY5hRUj09xONRjjx+lNVKlfNXpuhLDfHyS8+DkFBlFU3T8PkNFtJpisUSuuKj0WrSktfeCu+ZAYDFfPWYGQ6M61qAUKyPaq2NovswzRCyBMOj24glB3jr7TcpFFYo5AvU6zVc24/XhqXCErblkkz0ML80v6YZeF8AAD1R/ziqjuM4VBpt8rk8XYkYrtNm+44dtDsaiZ5BdH+UYrVCy5bwhIqKjI6PQCCMJwmWVtIf/hICmFosSU8+sVd0x2M0yteYKi/QsSrEIxEURUOSfHR3J9E1g1iyn7n5NOmZWdrFLABO00ZRVB7e9QnxypvvrNlauqEKjQ72i61bh8W/ffdfb1kxLk/NIGSNR458gcOHjxA0ZL78l3+Bpij0xSJ0xWMkuqIoHZdYKIAvGMDBw0NQbhVIr6QplltrFfvNAMnuBMKD//2/U7x44sWbIMqFHLNzaX7+6mus1h32PHSIenGJoYhEb8JgMK5itVqEQkE6rku9kqXWXEUoLo8cOMiff+kr7Duwf00Bbkrl9q1bhOVa/NVXv4bdrPHtZ77zu+/0dUdEB4MtIyPs2XeIHdtGGN4YpzfZTSjYw1J6humFAu/MZEhsGKBta/zmjV9wbfIt5HYDVxYoSodzF3+zPksIwGf4sVsW09MXaXvWDZ+F/BKaqnD00F5mpqdJL+dZzpWZnp3nzddfoyse5BPDUb745MN4KpQqK0gyBMwQlu3iuR5tq8Oje+5ds03tJgDXcYhGTY4fP4HsFPnuv3z7dw+LBILYjsUPnjtBJrPI5UtXWFipMDuzQPfQAKZpMLi5n6BPZlNXlFjIIBiOEIx2ITQV0fGQJYlme63Cv0UVcl2LYrGCrnX44fGTbB8b5QuPf0q49TLLuRaINrlCHteTcKwLpJcX+OY3/pqrMwskIzL9Zi+pAR8oEtmVAl2JBIXcMm23RbNWIhQx2LnrIX711vk1AbhpH4jo3riQOvh0jVazzcy1ZcrlKtdWygglhKboOI6L4dPZ9+CDBPxBKtU28XiErkiIcDyKHutGFg6VQpUfn3iD7mScsBljpH8IVVJYyeaZX5pbk/3gJoDVunUsGQmMN60OQoCETMvykBSNe8bGaLdcms0mLcsCyWEpk8HwBzBCJiObe5E7HbSOh6b6Ccai7Nm/m1ypTSFfZj6zTLWQpYNLJre0JgC37EZnllclIQQdAR3A79Pp7UkyNjYGMiRi3QjRIRAMYVk2U1enWJyfJ58pUsqvophxtEQvA8MpZqeuoagSkWiUWLIHSQvguSoP33/fmhj5XdvpbLEqeULC8wTNtkV/KkWr1UCVVfz+IHGzh4mJ8+TyWVr1Om+fPcvJn5wi1LuRdtMCAQKNrcN9JLrj9GzsJxSNE0xswJUULFdfi/hv3wslQtq40wHhCcJRk4QZRVN03I6Hoqr41AA+n59yrUhP1wZsW0aVO2zcvAlZ0tD9OtFwEM9TWMmXqTcb2G6HZqOK8Bwy2cUPvIxuC1Bt2seCQf+4J0n0JTfQFfHxuc8eYXR4E6oCtUoNBETMbtp2i1K1yrXZeTYkY6RS/ag+Pz6/j2DQRzpXpl6t06yvEvW76KpLXyIwvpD5YOeD9+xGmy3rWMDvH280VpmdncG26kTMAMObBkgkojh2G8tq02jaIFycTofJycvEzADDm4ZQDYOA38e5cxc4//brdGoL9PcnaVk2tqcw2KWNz2dKdw3xvtrpVts6ZujquCdL1OotLk5e5OrUBZJdER7at5dUXw+Oa7NaqSE8QdtyyGVXCAcVDF3jued/wve/9490R3yMbRsjl8uTyxZo2xbVpiCXz941wB31JPcNJ8VyxcII+NE0DdMwCBgaQ6l+Ng1tRsg+rk6lmUtnkWSQJJdcKcdDex/i/gd2IwQ0m23y2RyZzBLTs3PYtk3HaXLh4t3dXNx1U7W5PyEsD+KxCCEjQL6QIxgIkeofYClTYmllkXt3fJLdu3ax+8EH6O3tJZ1Os5gtUq/XyC0vc35yknq1ju04BFWLM+/cOcT7PtD8vmaXihKAqQoxlyuh6jqpRJwLl67gCoEsycTiCUzTRAaCYZMuM0putY7ucwjHo3Ql4tSqNVRZoWa/78PhDXrPa5X30qV0ScoUylJ6OSdNX53mwfv/CMe2MaMxWq0mxVKZRqVGp+MytGWYHcODyJKKruj4jQCKooIsoes6O+/deseb2wcGuF6LubL069dPI6sajm2xuLzC/FKGbCFPvbSKpGn0bRokZPjQ/X7CkTBhM4Qkg6aoOPg4sHPkjiDuLm+3UbXRPmb4jXFFlpEUBUlIBMJhIn4DMxbFMAyCmspyroBjW9hWi3arTTAUYLA3xkuvnLkjH9y1B24nQwNd13Bti3K5RLFUYWYhTTK1Ad3vB0UmoMnYVguBwFAFp145dVcFZU2X0G+1kClIruehayqu45DLZ8lWylybmqFULKIaBqVSHq/dwHCLnPrlr++6Gq5LBgAcx2awv49ssUKz3qDVaDKbXkTyaYTCYSbO/Iofv/zzD3w2Xte7+62jo0LXdBRVZ2BggGazQkiFF06+umbPXbcMADitKqoSp1WvkElbnH1n7d9orosHfqvZxawUjxgMJtR1Cf4P+jjo/wF8rtJW3yZD6QAAAABJRU5ErkJggg==) 3 2, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
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}
div.testarea{
animation:rwdcur238810 0.4s linear infinite forwards;
}
