@keyframes rwdcur87191 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGvUlEQVRYha2XS2/jyBHHf2y2KEqkZFmW5cd4Jva81ljPIpgk2M1R2GCRQ3JIDrnmO+Qb8MsEAQLklluAxAhymUOSzWOShTPxzux4LNnWSLIkUhTVbO6BLUvzyM4a2QYa6qbIqn/9q7qqGr6Z4X4jUg7Y+lqCDtiqHrDlH7Al/l+d1pLQXaAJnAMNIAJ8oAvUAQUIM4+A22atzAQ4AcpA9zHt+bOvHMsWDIHYKNOABBKgZsBo8w7AzhIgbZQ65t3qa3K/csil9Wap6bk/Pb//izaXDEkYETMDVcGliKMG4FQpCouMPhEWChdbZ2TiIevJr/n7LxPSATmDp9dlYPyDH37iCKqUiyVE0SEu2uhSUU7LjjypxO6AWMyocOklKA9WuIViRURofEqOwJq7bvwWA98JgEd//JNqM+ZJ1mNEStEuEZIyjTTWyEZQoEufdjZgEE7xaFKtb2BTZERMjHLIT4R/bQAbVHqFvhIWNhNLMbRiRiTUJze4yQM263dpskPD2ySJMhJvxilPKfcqbHPAKRoLS5PHzTwA44DA+VoAitjuwFNK4LI63WYSa7KohCIlJEJNUzwqTMIJNeqJGxaPGmyPS5SVT5k96jS45RurZUAgA4L7wO2AYJeA7G0ArijSUH1v86bj2isU+5Iboceq1+A8POOII26GN7EQ3OU+PV52LuikNnY8YhjNiJpDMr3DnvuSE7HHB1XjirphRAZB4AUEAAQEwvyvrgCETH2en+nN9R3aJ8+osY0bllj11nDCIu+xjybFRjJl6nextI19FjPRHrXmJiXRZrT6Pt+v3WNfGOWb5HnlfO4W45LNNxjIQKfdVJ91L5i4I0Tcx8MnDEN8fCwsCjhE9LjJxLnArw0Z/Ps294VG70XEqoZ3UaC4K7EFMNDonkAI8mQ2H9W3uqCI1AWEPuYLplbKHW6QoujSPkpZwyIrg9W8oOPYdeWPerO4wXpdINYKFPwU+chGxwXsOnAADATid8b6+G1x98qmT+g6CGeKQkwKFHHx8HWXF+Fn/E2ecOK3efFUkKlW7x632XLv0vh2SrpTpUqBwkcauymRDx0cRyKb5BlTs8iksMimANjzRQN/4xarfofRQ5eq5VJmzGjW5+zse2yVOowmFtbEZ9V6TuhqtADkJbFIUVlIeOEjNlLINGmmyc6BZ8A/gVFAkAAccqhatEIgBYbLxejDH7G/8xdGP6uwBVhMmOg6K8d3+dZ2ivzzE55osAbAR2A1PHwpEexT6yUobFwnQQhJyoTyI6ADHANfAOOAYM7CmwxsUNm6R2O9x+y+RdmSFChQsBqs1mpsOQq1scH2H9ZpPh7Q65UoH0gK8g73CJllY8ZyxDScYQuPJJpRen4VXvlMWrRUi5bdomUdcqhfAfA+D3ZdtjamDO79mB2aeMRYOPhZBdsqEpFSOgYqazSeHHO0/QGVQofLUchER+goRk3rNJtjsCSFz418aWJgCqwCGeC2aDktWvEVgBXkmr4tZbvffjSi+VlM6YVPM7Jxzieo9kvimYffB1Cohz0unF1ERTDrKoQ7ZLpWx5vZMBMk0yLyvxohgQlwQZ4XVk0wJm+cAsVUnRz/51QjOgKZaGTiUFxzKKylpL11mr8BngLaxh4kJEqhnWeEpQzFBu6giJ3YzGSJMNaIU+P7Hnlx2iHvGXwWichZrlb/AuSnHCc/4eedlLRmYQ0Ewl3B6ZEfnx7QUaiypFAeMIsj0A+ojQswPSOtpBAnyLKFNSRPOpK8UUlYHEFJnooHVy64YJxdME4BDjmcfMzHUwvrDPjcUBgb+gYjLvt9Xu7t4N0ZosIS/mqGaLjIwhRl+9hjRemvYEny5sQ27EkDyjdgulfH8LVRNu4ZXz0JyIIgsJes0obSKnDXULwHPDbUa+CWkTFn0DXfdM0z9b8AvDFMJds0iqQRWAW0BSLLrbpVpvxJRPQP4PfkjWvHKByb+UoueGfHsjQc4ENySuffngNkuTUNYE/lRa9LXv0i83xgLHaWdOrrApiXV7G0/y55uh0bpf2E5Ffk/nbJ2/SYPAj3WTSqvvk+ug4AbeYcwAqLtvwGubWHLO4T83f3gV0D5LcsWv0EiK8DICYvLPvkzD0D+kbQiMWd4ik5G5L8ojMP5LJZK3J3ANdzQQI8IadVGoXfIY/0U/O/Jqe+ZxTG5Ix8urTGgJCwVAveNUwZhcV1bgZcktOckuf6M2AYEFy2aE2NogwIgecsUvDE6E6vwwAsOpto6ddlwUjCgl5h9idmP89+sQF2Dqjr3m7f1uOfmNkFTgMCZVrw141TLNwUz435EiQGs3GyIdQEAAAAAElFTkSuQmCC) 3 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur87191 1.3333333333333s linear infinite forwards;
}
