@keyframes rwdcur244244 {
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35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 31 31, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAMAAACdt4HsAAAC6FBMVEUAAABHAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9GAP5HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9GAP5HAP9HAP9HAP9EAPhHAP9HAP9FAPpHAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9GAP5HAP9GAP5HAP9HAP9FAPlHAP9HAP9HAP9FAPpGAP5HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9GAP5HAP9HAP9HAP9FAPlHAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9GAPxGAP5HAP9HAP9HAP9HAP9HAP9HAP9GAPxHAP9HAP9HAP9HAP9GAP5HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9FAPpFAPtGAP5HAP9HAP9GAP5HAP9HAP9HAP9HAP9GAP1HAP9HAP9GAP5HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP84AMooAJM6ANJDAPQgAHUEABA3AMlEAPULACgDAAtBAOpBAO0MAC4BAAYVAE08ANgwAK8RAEAmAIsaAF4FABUdAGkiAHsDAA40ALwVAE9FAPgOADQ8ANsGABYkAIM+AOAUAEkGABktAKM+AN8uAKgrAJ41AMFAAOYxALEpAJY+AOEuAKY5AM0UAEgKACUyALRFAPk7ANQFABMqAJlGAP0LACoBAAU7ANYwAK0bAGMdAGsYAFcDAA0fAHAKACYzALgeAG5EAPcPADgDAAw+AOIJACEBAAcxALBBAOwcAGUCAAkAAAISAEE4AMxCAO88ANlEAPY4AMs2AMRAAOk9AN0EABEAAAEjAIAsAKAAAAANADJBAOsLACsCAAgsAKFGAPxFAPtGAP7HgH9HAP/qilo6AAAAlHRSTlMARmhCiywi6QRA+xIKk91sPM/1mw4uva0+JD44FtlqDH7jzVa3SDDj0wYm+cdi+SIC0YcGMh5WFK9g45n3redqYhzfNtcMRPXNGp376XQICEBcVCrxmRa5jasC79daTvsOShBKZFo0QvHpcte5yRhI74t2Esv5iavLn/OHXL338d1wJvMus58056Uq38WB4b8Kdh44JEFpSAAAAAlwSFlzAAAPYQAAD2EBqD+naQAAArlJREFUWIXtlXd0S2EYxm/UCKJDFbVprApaiRoRO6hRo0Wtqi5777333ntW7Vmr1KYURY3SUqJUVbio2/T5141IrhP3Jvcm5+ip4/nve9/v+Z33G+/3EUQekihfbleQ9+SQv4Bd/oJAIbE9gMJAkaLmQUmOAEIxRyeziLOLrrhrCdtrcssGBZS0HVAK37O+fUVprrx7mbLlLALK4wtJfkYF1mTFSpVBq4qHhV2S4pP2YyaqsuWqVQc+ZLxPB6TcmyQC3r1FjZosKc9aSHujIcnXr1IhY5tgUO06gKwuS8LLGy9fkD+Vkox63IuQK+qzxn2Q/Jz8pWdIasBN4FBDPCVNeoJGggGN8ZgBPIJSMKAJEhnAQ6gEA5oihQE8gKtggBT3GUACmgkGNMe9u0b/nXiqhWCAuCVuawz+W3E27CFBtLqJG9dpu/ZaJlqrbQAQbdoCV68kXAba+driJwjf9h303dixkx+/+SxN27lL124Knk+evyqgew/+1f2pnnSxgXb4JfG4BMfcrIDw7xWgtGsPWE/hnxD3c8xLvQP79O1nDyCIPtv+wXYAlLgYiwEWp4SEhoVHcB7gQLqCQZZ60VNF6Rt28BA5xwSnocMcLPg9kkBdOB9zDhg+wmKdHBqpw9kz+kfr9Cm4SIT71aMQrTU8mydPYLRwwBhkaIwP93EcGysYMA5Hma/jCMIFA8bjMAM4hAlC/XJQWgZwkNfv5zxx0mR302gKDjCAaEy17p+mvzTpCuNwOvab/No0BFn1+83Avqi9kBnHYYjMMgL2YKb1ixCBSC2ZqKOMLS6ehZjdBv+unZhtfQVzsGM7uQ1zTa0zbyu2RNFXYfOmjZjvZR2Q440N62OxgIksXASkrovLBhbz+v6WLKU3cVnIbxH18hV0iFop4mOntcpndah5qWvWugXztP/XX9UPb2G4Xfolj+UAAAAASUVORK5CYII=) 31 31, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAMAAACdt4HsAAACylBMVEUAAABHAP9HAP9HAP9HAP9HAP9HAP9FAPhGAP5HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9GAPxHAP9HAP9GAPxHAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9GAP5HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9GAPxHAP9HAP9GAP1HAP9FAPtHAP9HAP9EAPhHAP9HAP9GAP5HAP9FAPlHAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9EAPZHAP9HAP9FAPtHAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9HAP9EAPdHAP9HAP9HAP9HAP9HAP9HAP9HAP9GAP5HAP9HAP9HAP9HAP9HAP9HAP9HAP9GAP5HAP9HAP9HAP9GAPxHAP9HAP9HAP9GAP5HAP9HAP9GAP5HAP9HAP9EAPdGAP5HAP9HAP9HAP9HAP8TAEUEABAOADMyALZBAOwFABMoAJM7ANUWAFELACoqAJglAIUWAFIDAAsbAGE5AM4JACEwAK8cAGhGAP40AL5BAOs1AL8NAC8yALQTAEYFABIqAJkuAKcAAAJEAPYCAAo9AN46ANJEAPXHgH8+AOI8ANtFAPkwAK0KACUEABEiAH1FAPsrAJwXAFMDAAwtAKMYAFkmAIsRAEAvAKoaAGBDAPQFABU0AL0xALIBAAUeAGw3AMcLACg5ANAcAGcXAFUqAJpGAPxEAPdFAPo2AMMCAAgZAF0SAEI7ANQIAB4xALEWAFABAAQ+AOA8ANgGABcAAAAAAAEjAIFBAO0oAJIjAIA2AMRGAP0wAK5AAOhHAP8KPgrFAAAAk3RSTlMARmgOSAZg/es4At+tDF6Hdj4K981W8cEUmWRM1QgEVJs+33I0x1TpDDrPKJ/t24MOCu+Jaulq7xJe9yJ+5Sr3uSiLs6NoCGwiYMV4sWR2LBrJdDD9QLv3nxwgBDLjwUgcif1A2Y398TIUJgYaUsn7iyYqux4uw+XR12ZKv04k53qltekWqXTdnen7cjb525fd93zkqDEzAAAACXBIWXMAAA9hAAAPYQGoP6dpAAACs0lEQVRYhe2W91MTQRiGT4wNEStWFDVRI6AYsGDvDRVQxBZL7Aqo2Dv23nvvil0jErvB3igWQkRUQC+CBN//wUvMaYJ3uXPPkXGG97d8u88ze5u924+i/qMUcynsFfzzFJeVkMSXLIXSZSTwrmXxDW6OtXLu5StUFCuoVBn5qOJQ8qgKJtWqizTUYCbXtC/UMiPva24OPGuLE9TxqlvP4Xd9fDHR9OdPkItcQoEokJ1FM8lEAzJBQ3y08PQHNOKbonT6vzfGe5NFkAFvznEf3yZAU79mvAKVP94xfPpbBHANNzcCaQaghYLX0BKG1DevX6FVIMdgayD1pSkrIwVt2vIa2pkt56B9B46hwI5Itu5QUiI68Qqozl26duveg2ukJ15YN4imnz9DL34Db9zwlLblCXoTCILwmBU8Qh8CQV88ZAUP0I9AEIx8G38/ByEEgtA03LPypgT0J+ApagD0d+/Q9O1buBlGJKACAOON68BAGRlPUeGDmHM2eMhQUp6J0meYWgL+Z1EPvyaJV43ASEmCUcxbqSnUFUjeg6LwRhEqjR+NMWMlCcYB4yUJ5BMmThKYMjksItLJcJTKOT5lKiyfDNKdcvUFdPFXgWnhZIJo6JLjmM9mIq5MJ+FnmM0/Lh/tZcwkW8Al29VxUYdZYgj1bFmE3Ts7BxfYy+s8vETw7nOZLZ/362TNxzlWkIAFwnwwkH32DIwL2cIiZLKC01gsyMeYY09p6fRcLGH7iaU4aeNPGPRcTY5jopFgvSqPw8NW0ehwzMofzcMy4SdYjiPW2Yfhx5ZcEHvooDbuwH6sWCksWGVrWfZh9c+aXA8wfRzWxAjzlBwpSQy/dw/s2vuQteuw3nsDZ5dVMEp/7N61c0c8ghzrkaK/5hs3WXpCbI4SC/wWzZat2zy383e+Rfmb+Q7ut4dtiCxZRwAAAABJRU5ErkJggg==) 31 31, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 31 31, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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}
div.testarea{
animation:rwdcur244244 1.8666666666667s linear infinite forwards;
}
