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43.478260869565%,45.552173913043% {cursor:url(data:image/png;base64,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) 52 24, auto;}
45.652173913043%,47.726086956522% {cursor:url(data:image/png;base64,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) 52 24, auto;}
47.826086956522%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGMAAABjCAYAAACPO76VAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAExklEQVR4nO2bPWwbZRjHf68TTO0mLZ/lY2DodahQBouhQlEnxEBQhRKQKiohVIaKES9IHSwWMiDU4QY2JAZGBgaWDGRAoqoYGBBUDBRLMIACAy2KaT5KYobz2Vfnzndnv+d7XvP8JCs533unv+9//+f9OBsURVEURVEURVEURVEURVEURVGUqbJ9k27ZGsbFlC3AFsMmLC6599kqZQtQBqgZgpgJM1zuJ6I4V1fjGGWGS33HfNkCsjIrd/8onLlrQmyaIi01osRkZRJDpBkQRaywPMxKnzETo6lZwZm7JoksJcuVdMxUMhqb7Dc2y1YxPk7cMUlEUzFswncv3r/tQjqcTUZKeTqcmhCLOGtGlJjSVGlsQmOTSy4kIsRJM8JULC5hGpt8PqLpWthuKsImxAmRw2zfpLu4hPF8TgG/kbys0wEebTfZn5668XEyGZE7/U1Gr68tAC8Ur8gOTpoR4UqGNmuFq7CEk2UKwPM5D3ydoekW8FS7WbAgC7icjCypAHgSOFekEFs4aYbncwK4mOMQJ0qVk2YArwPHcrRfLUqITVw14+2c7c96PmcKUWIRZx67hng+DeA5gBsf1PrvL1/dSTt0FbhWmDALOGcGcCVqQg7WEG6GU2XK8zkGvDHGofvAcm/GLhbXkvEqcCKtkWlu9//v+osA1d7mBeCTIoTZwKlkkKHjjhoRs/2aZT1WcWYG3hsN3UprN2wG9NMBQbl6uN3krlVxlnApGVln3KOoAi9ZOE8hOGGG5zMPXLZ0OrGzcSfMAF6GbCOhSEmK3QYu9MwVh0hRMeSacccYEOUh4Dzw1QR6CkF8Mjyfp7Ff50WWKheScRmopIySEklYMlkF3rEhziaih7aeD0A3zggYbUaOh0liroH0MjXW8+vQiHs//kC32z3y+vVOO9q823uVjvQylTi3SCtR99q3mD8dv2r+zMnTsaek5JSINcPzeYRgLeoISUZES1OSESmUaohYMwhWZ6uQraOO0tmL72Oi9ErWYaVSEVOqxQiJYezlj+PVhUztjDGiPr8oMSGezzlgCfizbC3TRKQZDFJxCoK5QtrTvaThr0uIGWOHeD4LwB9APc6AuGfdoRE/E/Qt3W72kaoxRy5BaddEYjIukmBEGmcITNndyWbGkBGGkm9OiWbk7riHR1u1usSPlY4o1Z7Ps8DzSfszfB2nnw5jTFwJ6hPu83wOPZ93c0otBGnzjH4qlq/u5PpeVDQdHoMJoDHmSB8yZNKldpPPxlZsETEduOdTBW4D9d5bh2RM7twBHMzd/97wQuHOP3/ffbC2+JMx5gtjzHuRXWKugaRkvMLACAiM+Av4Hdh6/E7lsSduzzXqu4bavqG+V6G2Z6jvGR44iLmeK8Gf1kYHgNrxk3Wg0XuBIBNCJJnxPfAp8AvwMbDVbvJvuPOtlXqLwYXMzPpKMBsPTekhzggQKiqO9ZWFFvD+BKe41troiOiokxA1mvq/o2YIQs0QhJohCDVDEGqGINQMQagZglAzBKFmCELNEIRLZuxOeLzIn45FccmMbyY8/ksrKgrEGTNaG53rwIdjHv4RcN2inEJwZgk9ZH1l4SzBt9PraW0Jft36bWujc6NYVYqiKIqiKIqiKIqiKIqiKMrs8R/98AgkZ2bVjQAAAABJRU5ErkJggg==) 52 24, auto;}
50%,93.378260869565% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGMAAABjCAYAAACPO76VAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAElElEQVR4nO3bT2gcZRjH8e9sYmiWpGjV+ueQy3goJcigUCTUg9JDK6UkKqJStB6Khx7cYw85VhARfA+ll4IHj4LepIJ7KFiKggfRnioLIijBQ1tISJtgEg+zu51uZ3femXln53nX53PKJO9Mnuxv3j/zJ6CUUkoppZRSSimllFJKKaXGav0Ge3XXUFRQdwGuDIYwv+jf39aouwB1n4YhyESE4fM8keTduJpmVBg+zR3TdRdga1LO/lG8OWt6XIYirdeIKsZWmUCkBZAktrA8JmXOmIjV1KTw5qwZxmbI8qV3TFTPiNpsR+26qyjOizNmmGSvGAzhl2MPbvvQO7ztGRnD0+7YCnHI2zCSUoamRtSGqM07PvSIHi/D6PWK+UWCqM03I5qu9NqNpbCSvChy0PoN9uYXCULDQeAvht/W2QAe77TYHl91xXnZMxJn+nuMvr82B7xafUVueBlGwlmLNiuVV+GIl8MUQGg4Cvxg0XQNeKbTqrggB3zuGTa9AuBp4EiVhbjiZRihYT/wVo5dvBiqvAwDeBvYl6P9clWFuORrGB/mbH8oNDxXSSUOefPYtSc0RMALANc/me1/f+n83axdl4HPKivMAe/CAM4mQ8hhBeFheDVMhYZ9wOkCu24DS90rdrF86xmvA/uzGgWt9f7Xe2YeYKa7eRL4oorCXPCqZ2AxcSeDSNl+w3E9TnlzBd5dDf2e1W4wDOj3DoiHq8c6LTadFueITz3D9op7lBnguIPjVMKLMELDNHDG0eHEXo17EQbwGtithBJDUuo2cLIbrjgii0qR64o7JYCkR4GjwNUS9VRCfM8IDc/ifpwXOVT50DPOAI2MVdJQQ26ZLAMfuSjOJdE9IzQAfJwWhI3B2yaJ7YXQ8HyJ0iohOgxKPL+2uH8l7ra69DCGXlvYDFEZxM0bYsMIDQeI70U9xEEQG0AUGhbKHsglyRP4abo3+Ip8+Evn74563vEd8CZwCrhYpkiXxN6bCg2/AYsV/5qrnRavVPw7rIkMIzQcAX4C/sHyyhsybxKm2SV+4/BOzhIrIXXO6E3cByFeGWWtjgoufxvEzzhEEBdGaJgD3oWHQxgWSNHrkC4xqypxYRC/D9Us+Jy7iOOh6T8JrJXEMHI/txg2L1iswv4EmsCxrIbjICqM0HAYeGnYzy1ex+kbDGJqh3spzRaIJ/HD1geukKjVVGj4HOi/opzzvSgbu8QvQq8BfwO3gG87Lb5ycfCyxITRHbdvEw8bEH9wVj13agd2ph783os3Z5jdCpjdCmhuBUzvBpe+fnnznOS30SVdgZ/ifhAQB3GL+Axee/JO44mnbk9FzXsBs9sBza1G/4N+ZMfqnNqUHATICuNX4EvgD+AysNZp8W/vhx+caK4CUT2ljYeYMDotbgLv111HnUStpv7vNAxBNAxBNAxBNAxBNAxBNAxBNAxBNAxBNAxBNAxBfAoj7eFQHiL/dSzJpzB+LLn/906qqJA3Yaxe2bgGfFpw94vANYflVELMkz5bF07MHSJ+O72Z1Zb4v1t/Xr2ycb3aqpRSSimllFJKKaWUUkpNnv8AdKrtFGSSfDIAAAAASUVORK5CYII=) 52 24, auto;}
93.478260869565%,95.552173913043% {cursor:url(data:image/png;base64,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) 52 24, auto;}
95.652173913043%,97.726086956522% {cursor:url(data:image/png;base64,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) 52 24, auto;}
97.826086956522%,99.9% {cursor:url(data:image/png;base64,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) 52 24, auto;}
}
div.testarea{
animation:rwdcur2690 7.6666666666667s linear infinite forwards;
}
