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33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJeUlEQVRYhX3XXaxmV10G8N9ee+2P9z0fc+bMmdNpO63j9Gtm2koLtoOBilFRsaQUrRAaQwyVC413RjFRMH4kNYjxgnClXKj1AtBSAqkKAqZYmw61lA5MZ1raaU/ne06nZ86cec9+97s/vDgvCVRlJSsrWWvv9X/W8/yz1vNP+Hzvf7WbcOBWNFhFhwXcJ/NeE3tQIkzXapkVE4/iM7iAerpWTffppv2HWvIjAHwU/4UDSh9RKc1acYPHvMsL7tY55C7bfMtXDT3tOq96sw1XKVUqD+IRRIywMQXzQyD+DwA34UCDpxT2aXX2+1vf9oQ/ttuLhi5it5t90fvc7UtedMSSiT3W/b4z3uF2x3xIqjH2qzg3DXxhCqL+EQAWp+weZJvn3atxSeOMRxXIbaITNPbLHTIn1clVgolo3axfs4CHrTjv3fhLPDSV7MKUjcaUnh84+Xkcxyd4/5N85eD1jqvlRiaGhjZkKqWRWnRUbUYtagSdUi2z4azdThn6HZ9TOeZBv4srp0CWpgFHqBOOTBk40PBk5AHu/xT7z7DjJj522xk7PW3RiiUv2uaCgUqm0whqUa6RaWzKjeU6jU3LzrjGDiN/6lW3+zM8iC9NJVjFRtjK9gMfxVMc5P2f3gp+aipTLxjoFNbNW3elNbNGhtPsjipRrVTt3GFUzql2RbZH1bYdTs9s2lz6K/PZpzyIP8RVWJ5qnSfYh6sU/lnpnNT1/vyZAP7otsay5213yA7HXO2EXKVUmwg3ZiRRFzfkC5lQj8SUOCakm2I3kdepOLlo/t2f9tInb/Gees1PG/tFzOJInFLx81qdezWOq33stnU9lq2addSsU+asmTO6CXFDOR9pCXFTiBMhYFDQV8IgEZJMiEN10qu332zj4Xv89cG7vfyNv5fjw/g8FlOUSg+5yd8Z2mtioHPIkhVDL5v3YrHLyT0Dl2+c0cyPpcNUSFvFXC8JlWI+StORQdmIsZMWtbxIGATSWtbTjU55W5YY9XyzWXfPpPUwJhELKqVve8JdOhOlRaXCulnn9w5UCwtGM4kuq5RF0HWNfC4IdSXOpUJXC5EQW7FLdIGo0/WVkPTC5BVL+/f55MmX/fj9H7Tx8T9Q4gA2UnzYrGtUXnLKvEJt1rndVztx3axqabv1QaEtN2VFI+8rM8POoL2sjL1BPpEHirJVhImQE9OJPDSyvBf6Wpkl0npkrh+b6RrhpeP21JWdeCyV+YT9HheNbWLg0psWre1ctFlm6rIX5ybyrFGkvXj7LUbNmkHXKLPaTF2ZiZXZSW1Q9PI8EftGHlNF6BV5J3atfJBKkkjayCaNZnXVLX3vc9HEHu/yD75tmKe6valuMKNKa3GuJ63lWSKUBe3rbv3SQ+4b5AyiBmGYqcvtvpxcFtpMHSbqmGqSWpOk9AnDRGjGzEVCq7n1eieOHPFWDCNK9+h2veZNcycdC+Tbopg3QtGKaSsmnby/JL/iCi+cKXXHjlsog5AEJg0/tsuvX3+VZy5uODNTGM3kNkLQdDRJI/StLi9oe12eOrDvaif+sRExHxCufsJda1903+495ga1Qb9hPt0w1MiTRp638qSXn1txzU+92WeXZyijMIjCfCmeW5U/9R0/uS311s1Ldo037WpGFrKx+UheRKVKuX+H4We/6u3jyw5M34Vhio+85b0eXixUF4/azFPJ9qFx3olDxIlh1itiK08bM+dO2bb3KoPnjttRFkLsiIGE5OgrZvZdbVddqQJplqAT006S9vLX1mVv2asqggtff9YefC2gvvyEueqElSJRDqKYt0LaydOxYdIp8l4MjTLrKYN87XUr7zig0uhGNV1NhqU5Hjus3Bz7iUHv2ksjy/3YYtaY7Vpl0hpevmz91Fll3Mohqej9sdHv2u1i7KXDoN6Wa/IgKYixU4RWWZDGVp4GMW3lk4nR4kB647JhGiWnVtEzn3N2Tbg4snDDkuHlStP1YkESU8lMFA+vWD79muGk9+VUZ3fT+LmDBx0evWYwzCWDVB9badIqtbK8FUNnkJBmrZgFil4Sem1VmcROdvMu6ZULkhNrtC11KzlyWnnrsu1dq+paUStdmhH+9Tk3rI4cx6GAz1y+YPmB33Z+tlANc1W/ababmO0bw6KVB/J+LCatMvZC0Qp5ot5eWlssrO4srVS1c/XYxp1X6n7pBvZsIyTCPx2W1xPXLxZmdRZvXBBOXVDiP1GlyIrCb373kLX5gbe/fs7bZmc9V3bK0EpjIoutGBIxa2U6WUikeSLJSWKnj5lmNpiUiSphvFnrt+X6W3Zy7YLkKy8IJy7aceOC4WMvy8+sG4wa/4LVFEXbunj2rN966x02zpy0Y+eclcnYoLQVpO8UaSPve1neSZNeHvstELETsp6cNuu1earNEuOMdtJoikR9x1UmFzfl+3bo/+Zpcxdrz+BVHE0xxIsh+lD1mpd+5Z2efOVl15SJPk+JQVr2+izIYyMmWyBi18q08oQ0I6StJIuSrNdmQZJR54lGwmQiObjL6JHnda+NpFXn0alRPRanBnG+qX3guyu+0DVWt82ou0qu0yWdru3EpBdCK8+i0E2EtJdHgq0bTQhi2tARM5qO2NFknWqm0PUTHj9poeFrU0t2BufSqUHMbNnl9hv/7f7fu88zq68bTsbyK0pNIOkac0kvsfUopZGY9dKQiHkvmkj18rQXh0EyExmP5Ysl+2e1H/y6KyYcxjNT5/scXv0+gBYzeKZj5yOPe89v/Iyj+xaMv/CsX7hcuebqWWfqiUEWhNiLaSdNWkXfybtGliXS2ElmgnD4gmu/dd7SvdfYaFvZ+/7DFTUv4d+m2j83HVfTretDa6twGOKJjskXn/aB0+v6d+6VxoTxWKszyBpJEmQl6a5MPqplkZB0YpLItIqZoLhzQf/QC4q/OGrbhO/i33EWR6YMnMbm9xnobRUKDeZxFE9e2vCBr71keO2cE798nTr20jQVs0YMvR0fP2z3XUuEXpxPZMtRPDDHN1clf3JMeXosXGp93Rb1r073fXmq/wbaxA+3OHWry7bsc8ADy6V7LlTi9ds1dy5Zu2OH0d4Z+WRiPm10JyuevSA/dEH+7Lpw7YDvbfreVO+16YmPTIOf8gOV0RsB/CCIxSmIJVu12h342YXUnipRVo3w/R8GmC0058dW8R2sTCVdxSu29F/xhrLs/wNgevJ8mhMLUxCz015O5+YxN/2mnm66OQ2wMQ1+bjqumZZi3lAd/w9IXemmdH5lYQAAAABJRU5ErkJggg==) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur38410 2s linear infinite forwards;
}
