@keyframes rwdcur10946 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFhElEQVRYhb2XW4gcVRrH/11dU9PpmclGE83qigY0gjeIIkm8hEVhkbwIra6YfQrmKQqKeVFUCKIiPogvIl4oIi7a68KasKwiPsR9yBq8ZL1kEic6E+PE6XRmuqu7uqd66pzzXXzo6iG3SSZDxq9fmqY5v1//z/edOp3bUX1Ppzii4f3DFTdD7wIIy6XwCH6nym3dt828cNOzgVMne9tf0ae/7KbmeLwbwNsAPi6XQlpMgfzqjdffcdnlf1y1qnCVubL/T3LnpesLq6+4+urq8qn7k1qy+Ya/rll200O3jA1/8E1rMQRym3ZuWTt02dLPXrj56cISb8kkg5FKWpzhtNjilve/6S9p30/fUaeefAIgBPBJuRTKBRMAgE07t/zroQ333Xvb0NrUz+WnSRkMhhETzEhasGILh9Ix2TO5l6bGonGw7ADwTrkUVi+UwI3F5QNfPHPrtkIxX6wpRFgIDIFT8pw6GDHFVEwh4qa3J9lLE4cq1rbdx+j2yu6FppLrvdm0c8vfN97+lwc3DN1Gfbl8qwdnZbAySAlOCU5ckGpaMGqDg+khGZkYpdav8WEAOwC8Wy6FkwsVuLZ/af++bWsfLQ7lByMGy4lwhoDUeSwCCwKr81K1BSsmmKS6Nxz/QNFYlJKhf6PbK/8tl8L5C2QSb96xbt3mu4Y2iO/5LVGBU3cSnMAgdWAVMAhWyTNqfSeuMCMz/gF7SBpHGtSpd37MRN4vl8LafAWuDAb69m9dt2Vw0BuIBCoMBit7JHQanCAeiYPDbFKeERNY2EKVaqgeP0Zxpd1Rkl3oHnB7ziqQSbx63drrHtk4dJf4ub4WK3ukhN5kkNAZ4awEhsKJBYE9p8636oJp6fiT8XGKJ2KyiRs5IZXmXAKX+v3+gc3r/3bxYH6gpVCahSuD1c0JJyWwkkegrGmzVNQFFiaIZ1oyXZ2mpJ50oPgQwNv5UwWGP/gmueGBNcuOr6itv6Z/VR8Acyq8N6KsckY4q0CUIRAwRAVCCri+vnyu/w/9/pJLigM531sjlh/25uiNVyrfV6Mmxb5V65MyRHkWTrNCfEY4a/c7VghWXWCQDjbTZqERNfxGJZbW0ZZNo44QiXfaFpywFU+tvHHlc/csvxs+8i3KmpGVYJW6TYfuiIqy50Cz25HB/RSm0JHEqx2p2069IwAOAxgBMA5gAkDkzyUA4LXJkamt9XWNK5bllwYAiJXgVNB7nQqXTCoV51vYYtSJJBqNRsnQqwB2nenonjOBLIXHVqxe8fKfV97p9+W8lsvGr3c4kdJJcAeCFfITJMXqr5PUPtZ6HcCT5VJo52KcLQEAeKs2Wnt8asXUqovzF/ndFE6GC+REOFKYwvjIUWva5o1yKXziHOtjriYEAJRLYQrFS/srB6wRU3RdMDiLXSBgIbis+RwoqMc1mLYZBfDkueDnFMjqncYvzcOTVPOc2ICVve4QngJXhoUJmhNNC+DFs8V+XgLZlezFH4+OWQtbtHAgELrj2DsLBC7nvGbchEsoAvDhfODzEsjqH+1jrYMTVAWpC3rw7nYIHAhOTRBPxBbdbp/Xr5+3QHbZeL7y8zGbqis40ElwBnsdMWITBwAfzRc+b4GsdiW15NuKq4oVCli7j2YGexYGrm0CAALgtCfeBRHILhfbo7E6mZztpgDysnPBMx0nAL4vl8LpRRHIJD5N4/TzelIXC1NgEEgdnLJPXYGvz2e98xbIantzvGFJXWDVglWgLJ5LjAD4btEFyqVwj2273e1mW5xyQBCwY3GGAWB40QWy2h5PtKyQBMri2bbpfT7yuwiUS+H/3Qz9J210REiCNDYAUC2XwvP++7bQBADguenjiRUWP522AmB0IYssWKBcCg+SoX+2K20Bi79Qgd8AxyCajZFWjFsAAAAASUVORK5CYII=) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur10946 1.3333333333333s linear infinite forwards;
}
