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7.1428571428571%,10.614285714286% {cursor:url(data:image/png;base64,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) 1 2, auto;}
10.714285714286%,14.185714285714% {cursor:url(data:image/png;base64,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) 1 2, auto;}
14.285714285714%,17.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB40lEQVRYhe2Wz0ocQRCHvy2GZQgSgskhgUgOkdwEwScQvEjIKbeAD5VH8EF8iDxDDuYgYoIsqyy/zaGrd4eZ6nFWs+MlBc2y/ferqv51DZKWwEtgB5gCxohmAJJ+A7vAC6AaFcIjsPTfTw4yXiQywLNBNAGeBaINMDpEBDAqRAlgNIg+gFEgHgLYOsQQgK1CDAVoQbxyiCfbRNLSLHZGUthvZh+Aa2AGxJMGWhUd2gQyszM/KLdbUvhziwCq1riARUgQPMXfgr4T4BDYB96T7kFNfA+mkpa5AW9J1TZM2SoC7vlX97DD6d5fA3P3ZhF4X0m6+/F9zSXp0sw+AldRJHI5xsw++6RfZnaQ829mSLpoeFA6fLVfYLnUd8YrP+TIB/8AN4WN6gZE6eKVAGoK3xmVmb0m5Uik8M8Sk+1J+umAp6wvU5/JzN5JulwRmX1hnbbO+knDMwH3PtFIIXtD0rxIkcnSi2908jKvyxd17uuuorUTunLJNvUNav8/93bfEwFziJr1593CDw7XTno2yx7lvEVajvQuuu9E+R14gvXpfXCd6LyEQ9dJurPz41VHS++Dn+jHVrSN9T4WQFHvJXtsCjbW+z8HAGae87beNyrRD8mwz/I7MUjv2wCATer+fyvYX6ZSTkhtB7HOAAAAAElFTkSuQmCC) 1 2, auto;}
17.857142857143%,21.328571428571% {cursor:url(data:image/png;base64,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) 1 2, auto;}
21.428571428571%,24.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
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28.571428571429%,32.042857142857% {cursor:url(data:image/png;base64,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) 1 2, auto;}
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46.428571428571%,49.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
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53.571428571429%,57.042857142857% {cursor:url(data:image/png;base64,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) 1 2, auto;}
57.142857142857%,60.614285714286% {cursor:url(data:image/png;base64,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) 1 2, auto;}
60.714285714286%,64.185714285714% {cursor:url(data:image/png;base64,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) 1 2, auto;}
64.285714285714%,67.757142857143% {cursor:url(data:image/png;base64,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) 1 2, auto;}
67.857142857143%,71.328571428571% {cursor:url(data:image/png;base64,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) 1 2, auto;}
71.428571428571%,74.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
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}
div.testarea{
animation:rwdcur119447 2.3333333333333s linear infinite forwards;
}