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0%,5.4555555555556%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 16 16, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 16 16, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 16 16, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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50%,55.455555555556% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACnUlEQVRYhe1WTUgbQRT+ZrObbGII0aQllGiXtBLqwVu1oPQmiMcKHgoFe5JSaAkkePBQKJQiCVh76K3Uc6CHXoLgrSjU9losCrFLyWFpTbQh5Mfs7vSQRHY3zqamij3kgznsm7fzfW/mvTcD9NDDJYN08Y/YHLzFrgKoNseFCPAA8EWWtmaEgDTOuTwjxkm9Vt6p5+Xt/RcTGQBFAOXzEsABGJDiG3c9kbFVEC5s6031XHn/81M5NfURQAGA/i8COAAD0aS86PAG4n8h9gRaKZ/aTUjLnURwHdbpihwAHN5APJqUFwEM2PnZ7YBHim9Me27ced82Q2lRP65kqFrLAQDhXWHO6Z4BIT6razn7aVZOTa2DkRPWTDbC54mMrbZx16vrSjoRO9xcU9DIfADg+yfnQ6G55AoRxGlTFI01brMEsHZAjCxt3RfDo2+t5N+eXHkI4MBAbgwmeOv1r3dGEbqfR72Ye55dGH6JU0qUlQOiEJDGTRZKi0o6EWOQo2k7UNKJGHVzZW3QBXW0D9qwCMf18D00ekcbWAL4tjo/rmQs234a1MPNNUUbEo70kADqIq1whsA4bmYVEML5jd/NhLMjPxGBSl02WRyEmWudyvDCwRRAqX5k/Ca8Kwz7qmmBh5O/ZrJolLlzLAGqXivvmByd7pn+yflQBxH81YVXN6lPkEzWav0HGMfHElCt5+Vtk4UQX2guuQIgyBDBAwj6Zx99gMNc3ZryMwPGLWnXCUMjb35/sV4+HRuR6J5Wo27QvkZspEbVvQluEIByVgHdt2IHgTbkgh7koX/9/iw7H0nhjJ2whWC3lxEAqN5aeu9B8DEazetUdCrDwm5CWtZK+dRZybVSPtUkL9j5/fcPEiMu7Ulmxbk+Snvo4dLxB19OEGRm+zCBAAAAAElFTkSuQmCC) 16 16, auto;}
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}
div.testarea{
animation:rwdcur127314 0.9s linear infinite forwards;
}