@keyframes rwdcur206251 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACB0lEQVRYhe2Wr3OjQBTHv9xUVCIQK1dEIBCIiBUnIiKQERGIiMiKishK/gTEicqKioiKSERERcSKiBURERErn0Agz+0JupSSBshce2f4zOxM2Dz2fXj7+AEMDAwAOG5Ts1pMjAi4+de5HfuDe67ReeHEU98AwHp7dC6fBtRl5UG3xvYSWC0mZpMp6LxwrNAsCpE+v1Yx8dQ3UhEYc0tpdvthMU2/r5Y5CxYBN/VFRMDN3VxAnQhS6Q+xVoAxVs0RUWf16tw0J+RBO3UJedAOUWFEyEBUVFdvE4ej9+Tip4DcSQAwfSXOBGxS7rkmWyeQO4llsgYUoPMCImR4etlgOZ9VSQGAj6PmMr0kPhUAAJ0XznKVmtoxuOdCKsJyPkPycAc+jqD3WZVc77OufGf8aPuz2VA6L8p5RYjiBA/37xJ6n9nyV/S5rVsFAICo+HSeMRfp8yv8UbnvfBwhXpVblu1U67lXCdSbrikmAg4RMjy+SPgjgXWaQJ0IQHlL9uFiD1zCbgP3XBAVIAKS+wjqRFXya+isQPNhUxexMsmvDESETaaqZ0Wf8vfiuE0NgNbBPfdsiICb1WLy903Yh3o1LEQFNplCH4lO3ha5dlR8yVv2bZFeQwTc2Lfqt0jYBCLghnvuxSu3MfaYe655SuKv3RLbdG3x8dSvKtIV+63YL6//KjEwMNDkD9mvL0ZpHopoAAAAAElFTkSuQmCC) 2 6, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 2 6, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 2 6, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 2 6, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 2 6, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 2 6, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
}
div.testarea{
animation:rwdcur206251 1.1666666666667s linear infinite forwards;
}