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0.19930244145491%,0.13916292974589% {cursor:url(data:image/png;base64,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) 8 3, auto;}
0.23916292974589%,0.17902341803687% {cursor:url(data:image/png;base64,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) 8 3, auto;}
0.27902341803687%,0.21888390632785% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEQklEQVRYhe2X22scdRTHz8zObWdnZ2cv2etsNrskzWaT1Li5UGlTbxWDSBFR+6BSUbw8iRVR8EGQGhFBaoUqEiN9siBiC7bWIlTrS201W7tJrJuUTdIsSZvL3nd2Zmdnfv4DyW42SeOL39ff+Z3z+X05nMMPoIbE5iBe63w7ZFjvQLA5CM5k+V7TtRVFkZN3G2RN9e3Zv3zfvocRy/HP3a0aNS2WSqUkjmPQHu4+YeTMB3ccwIBBKp1OA8+Z+UhnzyhuIHt2FKAkSbOi1wuTiX+AM5kd90T7TxMk07pjAIVC/g5nMoPZxOqJ6QS4nK6WcKT7VGBXhNsRgFwunSzLEvhFL67rmj4xMQE+r7fPiBO/iLs6mbsO4PSKKUkqVYw0AzzLyRgG8vRUAoIBsU/PZY+5Q+1bnhM1E9C0Ka2Uy/miVALBLrCqqiwxNA2ppnYYeumV1yC78uVWAdYdRAAAJsFOMyT+vKZpQjaTXTDgBI40OSNTTov18Mewm85Gp2Jj86pevbZZgJoOqDrKK5KUh4oMmZXFJGDor3xJuWW6+Wvl7DMdK3GNrz7x4gujTYL1jc0C1HSAtdiqeDn/lHDoneBq/MqIXFz9BiPIe1WExQjpju1WDj8d+vBUb9RBDs1fi61KsnR1WwGk7Cpi26MP9n36WU9i5EQM5BwHGPZ3oVjMEiSzWJwbn0uc/XGKMAsDQSv1WGFpKVNSlCuNANTvYtY9E/82DriSa9YQmq1qapwiDFPpTHoYABb01B+J6Tx2kfr8PBz66rvjLaG24UYAajoAAICrSpvDLR6UMTKjzF0/hxNUJwCAplWduq6PCRbhZUt6pnNxUhIkZAAvB4PS8nKuWMz/vi0AlFZ293595tnbV2NUIf7bSSBIQte1ccbIHsAJatIs2JqkUtFLpy7z5esX6dtzs+Bwu4YoA2nLF3I/1X1gvQBkslduXEhCNXaBwQiM0ZDuMPPWI0jXfZSJTy7Oz3ygU8z9mSo+uFyQPsIN+Eo2kwVOsL7u8wXe3YgLNcWabfu6Hz+MuoZ/LlMAx0R/8JLoay6YXAH3WvFGi401Mux79iZXrjXchXwez8iWAGgcBh76YQl1HB9X3RZ2PhhqQ4TB8Ga9e7zdExGsjks+bwA98PbR88G9j4ibAzCyu0NfFJC/axCFAs2I5y1jrNVFbfQ+AfBW75FP0KNnbowLgXDjAAxnCYtde1HA50HN/gDCDeSTjebAcGp/9OTNmcir7zc+MUnW3Opzu5BPbEYWCz/J2j2bWsOEGB0YGB27zLd0rNk76wMYzaLT5UVOlwdRtHFLXW2P9DP+A083tsJJmnXbm1zIZrMjRnDt2QrAWiLqBWi6WtGUMlQ1tFDVlD+3G6CuHRjJV5C/H1SlFKvKxeqOA+AkJRNDR2WdMMa2uzjABnaBrhR1lRQKuqqMoVzqv/mi0e4wQVi9dfvlf21G/wIFbaVgGSfJcQAAAABJRU5ErkJggg==) 8 3, auto;}
0.31888390632785%,0.25874439461883% {cursor:url(data:image/png;base64,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) 8 3, auto;}
0.35874439461883%,99.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
}
div.testarea{
animation:rwdcur222082 167.25s linear infinite forwards;
}
