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4.3478260869565%,12.94347826087% {cursor:url(data:image/png;base64,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) 31 31, auto;}
13.04347826087%,21.639130434783% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAMAAACdt4HsAAAAQlBMVEUAAAAAAAAAAAAAAAAAAAAAAAAAAAAALwAAAAAAAAAAAABVAABtbW0zAAAAMwAAFwAAAAAAOwAAAABqamrHx8cAAADP9IijAAAAE3RSTlMAABAIAg4EEAYEAgYOBA4KDh4MaoKmTAAAAAlwSFlzAAAPYQAAD2EBqD+naQAAAaFJREFUWIXtltlywyAMRSF20iZt04Xw/79aSxb7IoFn8hQ9ZCaYe5AECCn1sueYPkw4LesMxDqDP+fLhPixm2OMyR+JjTEK+RijLieGSE+zjbchQkUfM1iC028av4k2ZjAE0hvUR0mxAdHNZdDjrDcY0xHDxcHqa4sgoh9GpK9/d4DmhL5eWYawO9DWRwRTjcI70NJHQZSJ1ARAB5pXHwH7Pc1d0CGCtgMIgAMBi2Xz3iURqP08bYuXLpwVm0IC4IkoXbgqQQQAoN/iQK+SFMA+3gBgK55KIlDKmA8EtE4B4wAAzCf4MQvAFKALswDlAJXbygO+jAdUSsKYB7MALQDYexeBUxGwFqOifST9Brjmd9YBvlmAwXLwU4xLjuJKDmyApQoAwi8fANzlPAeCkhj0sAll2RJVFNJbdat9ZF1wZbn7sHQIvqw3JzAvk9e3VxC9jb0Yk+YARjDXd5Kzet8eUfWOWwQj0YcoqMFJmpT+014QGk3SSJeVMOT6lJDawU5zpNmNO+0JeYAE8aj88ucdmej1wfS6nCZkGeQw4WXPsn+XM1MkZjlgcwAAAABJRU5ErkJggg==) 31 31, auto;}
21.739130434783%,30.334782608696% {cursor:url(data:image/png;base64,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) 31 31, auto;}
30.434782608696%,39.030434782609% {cursor:url(data:image/png;base64,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) 31 31, auto;}
39.130434782609%,47.726086956522% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAMAAACdt4HsAAAAbFBMVEUAAAAAAAAAAAAAAAAAAAAAAAAAFwAAMwAAOwAAAAAAAAAAAAAANgAAAAAAAAA/AABpaWlpaWlVVVVoaGhtAAB3d3cAAAAAAADExMRoaGgDAwNra2tpaWlpaWnGxsYBAQFqamrFxcXHx8cAAAChgcmsAAAAGHRSTlMAAAQMBv0KDh4CCBAODgYE/fsC/QYOAg7xGbXKAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAB70lEQVRYhe2W63KDIBBGXVPbml5ik9beIqC8/zuWq0AAF81MZzrT/Smcw7egDlX1X3+joN7dbOG4qkbUVniSNY7jeomFTY1GsoKfotKOLcv7Dl5g8HFmyikKDPySDhy4wa6vKG7Kc2AGw1taPgKYHbjB8YK5re70U5gdmGHmxfT7YEQ7MIPHJ0alwhpygiVeKqwhE0EHyPPOkIxQuwA5XhqyEWBXoQFUylyEtpoFC/xChL3bgiVBPsJDUQduHy9nQVkHrol4WlkH4u02gmgTyjqQEzObUNiBFcQ9zALYJgAqHhI2FPyyrhSYUxgvJ/6aAJqcgFMjeEQCDIwInkYrAS1LYANEh2UEyF/b6+ApIcANXgfP0VDJNnodtKkesAheB7uEHI/gdVAnRlMRDsH6TfYMggieAbog/6ACxG+RHyEwtIx1L3JlVSK/5uO3yI9gDSbl8dydxMqqGDF87pMPDaaOTJC6yLTMpw3QvR6OAiYE52fDRDzDm4rxbe44y3xg8I8T2PClBQjvGWwb+gzoQI0A4Z1BhZBXZXEGn5xLARlo7gRDA7d7KUrSdGigpyoTYB3MDhNjlClO0IsmyAdHNyCMoW/7AP1Z4OKujB2AX+5jB7UrEl/DC6jdv9dg01CFr+HD6vlVeKXumdfg/4XVDzzGfoK0LLoaAAAAAElFTkSuQmCC) 31 31, auto;}
47.826086956522%,56.421739130435% {cursor:url(data:image/png;base64,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) 31 31, auto;}
56.521739130435%,65.117391304348% {cursor:url(data:image/png;base64,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) 31 31, auto;}
65.217391304348%,73.813043478261% {cursor:url(data:image/png;base64,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) 31 31, auto;}
73.913043478261%,82.508695652174% {cursor:url(data:image/png;base64,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) 31 31, auto;}
82.608695652174%,91.204347826087% {cursor:url(data:image/png;base64,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) 31 31, auto;}
91.304347826087%,99.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
}
div.testarea{
animation:rwdcur240202 1.9166666666667s linear infinite forwards;
}