@keyframes rwdcur208751 {
0%,4.6619047619048%,100% {cursor:url(data:image/png;base64,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) 3 8, auto;}
4.7619047619048%,9.4238095238095% {cursor:url(data:image/png;base64,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) 3 8, auto;}
9.5238095238095%,14.185714285714% {cursor:url(data:image/png;base64,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) 3 8, auto;}
14.285714285714%,18.947619047619% {cursor:url(data:image/png;base64,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) 3 8, auto;}
19.047619047619%,23.709523809524% {cursor:url(data:image/png;base64,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) 3 8, auto;}
23.809523809524%,28.471428571429% {cursor:url(data:image/png;base64,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) 3 8, auto;}
28.571428571429%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 8, auto;}
33.333333333333%,37.995238095238% {cursor:url(data:image/png;base64,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) 3 8, auto;}
38.095238095238%,42.757142857143% {cursor:url(data:image/png;base64,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) 3 8, auto;}
42.857142857143%,47.519047619048% {cursor:url(data:image/png;base64,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) 3 8, auto;}
47.619047619048%,52.280952380952% {cursor:url(data:image/png;base64,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) 3 8, auto;}
52.380952380952%,57.042857142857% {cursor:url(data:image/png;base64,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) 3 8, auto;}
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61.904761904762%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE1ElEQVRYhb2WX0wUVxTGf9Niqq0EG5KlLiy1sa6Y1K1xyYgBUxCaRoIJSaXGPwQRCWrTGKuwTbP7tPtQt1qjaUMbajC1NrG8EP+AFAyb4KY4WRS2LxU1URAqG7eWNK360tuHdS4zu+su2NSTTO6558w93zffvXNmlBK1QvDELmt9Svyc/9kyAG4d8QFQcgCh+0sPuP9v7BkCOtitI77nBpxgJWqFWDwwKIxb8DzsBeNksnjN88ROJPAsFnA5RMDleGbVMv4r+DvN3piPR5QeCs/5rXkmBZ72xHp8LorMWYGAyyHUmmoCIPKLinl4e0jm9Lg+zkaROSkQcDlEo6aidXTSqKmMDQZlLr+oWMb1cTZKzFoBHVxk1aPWWBHX3yO/aJ7Mjw0Gic83ahBwpVYiLQH9KdSaatroRK2xonV0EnaD1hHkNVs1EFOgjWBcXpPbApCMyFMJGIEBtI5O1Jpq05hfVGxSID5vHIGkRKRTolaIgcFe1hW9i68sAkCjpqZUp03VJAl9C9JZm6pJv/RQWMkwtl5r8ApLAXe/BQBhrU9TTjPNRFa6+2HX9XqU6XZGPrcSAKGUqBWmL6DRv/x+IwAbugdZklsAwO2JX6UPsDnvKwDO3P1Qxoz36H6rYxEAb/6cB0DY3QNAwvffOJ840UnBRx4ToF7QOEai41iybXIOJKyJRMf5/YeTALzoGeFmZ7EChjMQb3nWZWKlvcpUTC8ESEAt3EvI30TloS4ASSbZOku2jV9Gz3N38obETdmIItFxCWi0kL+JSHRcgrPKLu/Vc/F1LNm2pLWSEgi4HGL07BamoiMypkurA4b8TdLX46GfjshcJDou1+hqTEVHGD27xdQhzX3A5xa1lV5KuzzUnVmYVJH8DzbLuWXhK4SuXgYwxQEsS9Ynezbebp7kRn84yRb43MJb7+XUakWprfTOFMq2oYV7Y/Ldv8LYdJS3nHWMTUclOGCKj/14Bu5fkdtkybZxrv8way8MJxCSBLz1Xjy5igJwarUiGeoHKbSzDHW9W8a+/nKIeDPG1fVuQjvLTDWSmSTgafdQe1UIAO9EbFx7YZhz/YdjZ6HALhc51jhZuvKNhGIJ8QI7U9ERzvUfpnxbrKes+uIYy8p2PeUr6XOL2qtC4HOLuma/8E4IUXPtL7GhdL9wLrYJ0d0rxD9i5vrtzsxljHf3ijzrMuFcbBMbSvcLAGM9IwHzW+D2KadWKwpun6k/3FT+xLJ8E7aGvdDTB1NjsctoeqynD1vDXlbaq7As30R34GjKn5KUfaBhwQPpdweOKhvLDsZIDI/C5IPEBcOjEnxJbkECuLGebnP6JWs93aS0Hg8JW8MWAHLEI0Itn8h8of8zNj45qK2nm2b1g5ryprpmv/h7a+wjM/zxPm70f6vs2faNgJn2umDBHxSW7yB06SQPHy6SLdpIIlkdHSPtP+Gx1x+b5o+VazxWrtHlqsS+YprC8h04522nsHwH9hXTdLkq0e4NoN0bSFlHt7RbsO/OS9LfuX23OPFdK/T0sbXdT1ZmDo8iFymu2kPw/EWyMnPY2u4ndLAFZb4TJ4ihS98r8XWMllYBh+VlANblZvBpU+xdZpWdrMwcAFqqMtkdvElLVSYAWZk5KPOd1Ga9ypD7OM7y7cJYJ97+BTpjh0KJSkszAAAAAElFTkSuQmCC) 3 8, auto;}
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71.428571428571%,76.090476190476% {cursor:url(data:image/png;base64,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) 3 8, auto;}
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85.714285714286%,90.37619047619% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE30lEQVRYhb2Wf0yUdRzHX0/RMvK6Gu5I8EinnbjF5Xb0gONYoPRHDBtbktN0CsRQy5kpXGtH/3hzceosV6PG1EzNGX/I/IGSFLfhLXh2JFz/FOJUUCY3L0ey0n/69sf5fH3uBxzY9LM9+34/P57P+/O8P9/n+/0qTrVEcF8uaB1KrM4jlhSAy3s8ADi3IfT5/G3uR439oAAd7PIez2MDjhOnWiJmd3ULYwsehzxhVEYK8h4ndnwBDyM+l134XPaHZi3l/4K/XrcjMqdBFDUGp/3XPBQDE32xbk/o97iFfAwybQZ8LrtQK8rxgcjKL+Cfq73Sp9v1UTLicYsrm+sB+PSyicMgcHsUmCYDPpdd1GgqWksrNZrKULdf+rLyC6RdH30uu9DBj4ybmGd+Tjnc1sDa0h3oTEy5AB1cmCtRK8oR5kqy8gukf6jbT6y/RlPx3TkJQEOmEmHD7VFs6Q/yJm2B3k+1opxmWlErMtBaWgm6QWvx86K1XDLQjD/Gr6FWlKPtdOJz2UVRY1C5MvaXODI+hQKMwABaS2skmWGMZSDWbxwBfCCu7XTSYHoLfQ3I38aploiu7vMU5r+BpzgEQI2mTspOs6rJIvQWJJNmVZPzosagkmLcejP8PcwH3J0WAERGZZJ0WpQmzMni4b0/KlHGDtK/KwMfCMWplkSdgMb5hbdrAHjzbDdzM7MBuHrjdzkHWDnnKwCOX39f2owx+rzJ/jwAC36ZA0DQ3Q5A3Plv1G/sbyV7c0MUoJ7QOIbCw1jSrFIH4t4JhYf58/tvAXiyoZ/B1oLoNRArczJeFjm2sqhkeiJAAmrB8wS8tZQ2tgHIYhK9Z0mz8tvAaa6PXJK4k+4DofCwBDRKwFtLKDwswVlsk7G6LzaPJc2aMFfCAnwuuxg4uYrRcL+06dTqgAFvrZzr9sCPe6QvFB6W7+hsjIb7GTi5KuqsSLgPFDUGlXX/rok7UELhYbLeWSl1y8xnCfx6ASDKDmCZuzRRal6tG+FSZ3BqLYBIr7Xg+Qh9t3oYGgvzimMdQ2NhCQ5E2Yd+OA63emSbLGlWTnXuZsmZvrj8SQvQF1Kgqhh1qVvavv6yN2GsbleXuglUFUflSCSTFrDkTB+nOndH1kK2TdrteQ7m58yLi4+zZ9sYDfdP+PWQ5DCyW1LhTB/jW93kVlUROHAAgA0fOCIBo+NR8dLeDqc6d6P9fJechSuwvDabBZZUgqG/4zAmZODQrnpl8PNd2C2pzNzrwbJwBdbqTdDeAaNDkccouq29A2v1JnJsZVgWruCsb++k17Ska6D6mdsADCp3WF68PVJE3wCM3I4P7huQ4HMzs6PA9TyxMq0rWdPRWqVpX0BYq1cBkC7uEqj/WPpzvZ+x/P5CbTpaO6ULalIGtlx7OkoP9vSyvHg7ObYymJVH4bETbA2ZKTx2Amblyc1n47vfiMnyTLmAL166F6XfUy5yT7lIm6sU26Ixcpetx/HUGnKXrce2aIw2VynazS60m12T5tElaQuMlVet2SD2f9cE7R2sPujFbErnbugcBWUb8Z8+h9mUzuqDXgLb61FmOHCA6P3piBKbxygTMrCuzisWfFgHQN9HWyjMTOGT2sj9gMU2zKbIzbK+zMQG/yD1ZSYAzKZ0lBkO1ppfoNe9D8eyyJZut6QmxPkPGFdRp4ysuaEAAAAASUVORK5CYII=) 3 8, auto;}
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95.238095238095%,99.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
}
div.testarea{
animation:rwdcur208751 2.1s linear infinite forwards;
}
