@keyframes rwdcur159257 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 5 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 5 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 5 16, auto;}
37.5%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHsUlEQVRYha1Xe1CTVx49+UhCEl4JAcmLV6ABFVGICSGIqAXXlmqntm7d6vioq112dm13dP/Y7To6y3a0UztjV2fL7Ghbxz5WqqBtBbGItr5Sa5FHIgmQByEJAcIjEJKPJOTbP1ZmrII8tmfmm7kz955zz+/c38z9LvAL4OSpT5bnl3z+fkVFBX2u3DkTpkJTS1Q56eauGx3jcwCUzYVLm+1CjUbDMputSr2+/1mrIyl3jOSoJihWLHxt+Kk7nfhox2coP1+Md8qTS9RqVf1DDrO1VfdCUVHhBZlMFppKd8YEdDqd4Oo1Y9nR44M7bnSmJvWGqwHiEdoIB/E0FzwjURgZ5eHQkcHqjz6+fDAqMsx7/LjpzUCQlaJU+qIATGngqQkceffD7BZ9xnef65O4CE4APu9DFglExALh0QDtoYRNg4vvR48wGIg++E4ferpssNmycOiQ68KhQ1tfmm6PaROorKyU1l52XjV29HPR5AJ8EQAGgWQCWJD9880BbMpPQGFhRiRBEBAJb+HHoVwgwYCsLNHXTytyWgMKhcKSlNQrNhqN2Tpdh/KrmvFyLfPVWHAEP1sn8fdiY4IGbkLsPfyfwyh7royzupCBi800pAkYUKuVlnkZSE1NDQHwA7i3961jkgCvhAuK/7/JgP/h4YXw6Y4vII50IkCP5nzSQvpjomMgeyYcqZQRf32T8EZEcKY8+0kQT5sEAJIkmeMTS44bKD6BMTdgbAcsLQCNQF6gDTnZbBh6RAgwuHhrTRyz7XoFBKO1SFl+DL29Tk7dlbpd80pgEtXVX62ra86UwDMAtHYDgR5AngX4SfgpJnw+EqPEQvi6BXAOn8NyJR+YoOOD7jg00MKu+Ly+P/9fCdzRuF62jLMBnRVrV9ugXmEiESECRodx3x+DmzeCWJrcClpEM9g8NgaGPIDDDCY9LBjOZr+9fft259wNUG5qcugNCIg0nxX7/+i6uW9fkkKSstIlo6xYn34ZrM5K/OVUBNob74EvHkZysgBRo060aR3eJmbx9rLf7703U4EzHgGD1ovf/sZ/e9Wq9C00Go1e2eSVnP+7NyTP3arZ88ZBZfcDO72hMQNV3wdRmnMGI6KNjRQvZ/2ePXscM2lPn8Aj+NVa4flUKdQms+k7sVi8DL5xJCREhgQCgbWgIDN4dH8S8jKGweHIULr5FaxeSlsm4sdIZrP5rAyQJMkpUBcgX5Wf0tfXtwnG2+iyWOgANq+Wp7OWLeSjoiYOFQP5aDUQkCzMJ4ju7w/U1dXN6qKb0YBEIul0Op0QiUTwjHk27NwZxKXaBjQ2NkLApcNi7sMNwyAwYsLejzei7nwLugyWFxgd35zSaDQz6hOg3NQTHy2GNjleoV7yg2K5DKzwcQiFQk90dJCU58g6CYKAw02h4a4VPN4C7F//4PqPfjperN6K9y69DJqna5tWq22+VHPp108zMPVlNGniIcr/UU7n8/lfK5Yr1gEIVVVXEao8FQKBACiKwq1beoSz5XffrYtRyjlm0tTmZp39LBXixGTodDo/l8stWrt2rWbqBGaBA387ELTb7WVNTU2h/v5+IkOWAZVKBaVSCUePAxTG0Wk0Z0tZFIqUsC3LHiINnUaYTCbI5XImBar2bOXZ3Km0Z/1HNOoZ3ZydnU2EqBB8pA9arRaeMQ9KiktgNBpx8/aYi58AZmdnuCQvL6rK5/PlMhiMTAaDAYlYwg1NhC729/fvio+PvzLnBACAx+XxsrKykLMsB+lp6bh27RoWL1oMqVQKqVQKs50jeaBrir11i2IlJjJiWSyWpKauBl+e+xJerxdsNltSW1tbMu8EBocGW6uqq5AmTYPJbILX58WZT89ALBLDNTCA6/flUKRa6WEMKwaHo1TUBMUUC8WwO+y4fec2ZM/IwGaznyh4agOPNOAkmHSmo0BdAJFIBDqdDovF4hoYHNAmTCSs2vLaayh9fhhmsxq7doQQFR3FdLlczmAgSM9T5ok6Ojqsdrudm5Ka0vy4bthsEzhx4sSQxWLJJUlybHBwsJnL475OUEgJgZKz2WzE8mJhaDeAIAgw6AyKyWC+6na7KyiKUsfHx29LTEw8XrSyqOGJWmdr4HGcO3+OpT9XqYsrWiMVCoWIjoyEseEqOnocKNmyFS6b2T9iM+wu3fGnSrFYTE6nM+smfBTt7e0sZ9tPZ2NXrpJu2rQJxcXF4HA4uGvtQuHGVxD0jIHdqmfGGO6evl7zzQd6vX7aXptXAg3f1vyuV9vwYZeJRBQRBuGiRUjLy8OdHzRwd3dj1ZnTWJrOQWiERI+XjbulG9pzXt/1bGZmpu1xrXm9jAL21hfjKk+j1OQHk0aDL0ShFWHoLVmHkKkTxNAAvEtXA85exNRrQK//VnZ0eGgDgH/9IgYm7IG+QpIAsW8n8M/TYAcBORVC/4UqXHxp4/CxCA5X7AlHhHAx2G8owFmwoH3rkqX1J/998gmtORu4f/8+3Xjk8DaCooAIFrBGDFyxgQIFsDnIXJT19po/7K15lCMQCJwpKSlTNuKcDTCZzJBFodDXxMdlSnRuILIQofV+dDp60CIR+5ckJupVKpVltnrzasL6+nru1YarzzMYjFgAmAhNwGazYcWKFdd379qtnYvWfwEgajMUG4gL5wAAAABJRU5ErkJggg==) 5 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 5 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 5 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 5 16, auto;}
}
div.testarea{
animation:rwdcur159257 0.8s linear infinite forwards;
}
