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16.666666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACaklEQVRYhdVXW47kIAwsR3MvuFnMzfDJaj94GdJ5ze6MtFbTKHQolwvbSUMVJEFizPimeQw/X28iSYA552cbLrFAVb0MRHVZzzk/Z/sX1hyvvoQkIQKQEBH5KQIEikspF5Dy2QAgKZBEUE7jB5zXaM0y+lzOiBsAQMv4Dokh7dHK8ZKQkRGWM0KIXYGvFTAlQc6ZMcbb4yBBCLATNDOEEJDaKdagsgJ7vT/E2EkgA4ixMFeAqpjmJ0rM5TYiXhUY6yMBc85Ekw7dsU5E7kisGd2w2PZ7gnX0YxkgZRNQHMOr8VAJjzU5dgR9w+vRo5Zhqz5tX25oAX5UoiSZRLAv5VZmApR6PfC2CUGBvTkfE+RNdejs3HKu18V5UsDMZtbaZNfaSus18C4xe/ZNrZ0dr+WVxxl9AFqihyLVRXoZ9L5P9GMiS8mxlHXSouy+E2Y2HedmZsOxejjtG3syPCRhZiXnpThtpMys94JJgVTBm7PWOKD1ty7DMxIxxk4iiXQSMUapaTgIhBBGdC7ysqZTReyNh14n5vpUNbM58TyBHphzBL+oo5Um1U5CcU6iPXQgAmhpwSGEz4TXRqSqc1WctNnVPF6rANdNqfqhCx4IOIeeSCuljxouWFNZn3TWy1bcfsw5v3ouNCzv3Cvgx7EPVNtdi/TJOeXFC9t3tjy5Zr2yWiP6xPwMazrGsWdSwuN81Y2XD5teIU9Mu5IN9zB72wCcOhcR2V3Q17Vf1tv9vJ8JANujN2HFYwVE5HZ4O7wTfgDs7wyKocIZ8QfF8t7WUnpSkv8Nie3+lqPpv/Bc7dVfMR/1T/6N+1X7A2oLUHtKF8g1AAAAAElFTkSuQmCC) 0 1, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 1, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 0 1, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 0 1, auto;}
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66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 0 1, auto;}
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}
div.testarea{
animation:rwdcur171812 1.4s linear infinite forwards;
}