@keyframes rwdcur206947 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 6 6, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGIElEQVRYhe3WfYxcZRUG8N/cTofZZZhuJ9NlbNelrNuybLG0m1KrLFuBgLQRUCR8hRqD4EcMiRET8Q+MKInBjwhSEEJMRAgEoqjQ0PJRLdCWWivFUkvd0m3dloGu22W7ne5Op7P3+sedKrC75eNfOcnNvXmT+57nPM/znvPyYfy/R2L85ePTHKogJPtZykuodCCLQQyT7KY6wLQdnv/nS87K9aBSe3IYiv8XfgAAktR3kLyS8lKCJtIpcgH1CEIOV/h3yMAQingVz2JT7buCau39fgGkLyO4k+E8p3NSJ/kCTe1kG8ik4r2rw5QGeGoF+x8++vMbeAJ3YDdKNSDjRjBmZc7XA1KXM5zXcm3FV+4OffIiJh9PsZsD+zk0SmIKM0/Ted2V4fK9D4R37T8SuurekPkFXIN70Cqm7P0w0N5J9y85sT1/33b96zcFtm+nZTZ/uJsgFcPO5Mg3x++OBZZ8bq5bz4wMh2G46JLbA4/dEGI57hVLUn5vDGRaZlNtNK0r6GyvDxQH2L+H3dto7SCTZaif/l6qZcJhdr1m5WPd7tiZcEYiEVz63W8e3bsV04/FQnLMSjgyB/UWLtI8I0F9msRkBgbj5Nk8YUC1Su8WSmWCNPVp91ausa69Jdz21QsCDNSeVA1M0jheGAtgeHcjkie0t3rzYILiXgrN5Ar07aXQyuAzvH6/ybhArOOOEUZuv18vweS45MED9KJ/CZWVExhxLAClPIJpU6faty+KK21qZ+FcNm7iuRXsud+X8aVT6ZzJ2t3k62mbTnQcm7u5eYuZu1j6srVPr9SZmkiCsR6wD7lg1qlzlEpinctl9pad2PtjZ+78uc/jlrOpJnlwK5WAtoVYiq/R8dAMv79ZMJd5s3T+bDItS+Lm9F4A6OOUaqE9y+EjJNMU8jTm7Vv9pCFc9TEKTXy6g8YM58xGgWhxm8T8ZaJTfydx0wq//r6wnY42friSmci/k/XxAAzzelhI0jw9STJDU86PVk2yGLfNYXYDPa+yZSvZFBrRTmLyFHJXSyQ+gXmCm+706B0coQtLm8jUAPwXxDgeUKIYZsqk69GQ48Vu61fyg1k0N3DjOhrQMpVPNWI2Ln1cbPoiSCSOl0hcHRxZ9kp48vXL0/Wc9yLrxbNk8FgMVKna21eKbZvNsnGNIrraYs2fQypBKqC/SukxLL+QnrtwaW2bBmQFDy2XjRO1i2XIHFuCpot3EJZWrdmgsUEok2E00lWHFoYqcXcZiOgZoGeQB7aLUWWbsBG7RdEu3rhA5WFBgOPIXTHFrBqyYGIAe//4J3T/a/2L8lNGac6xYJFkFq20ZmLJh1CJYg3rjwo5VKT8KB6USPyKG5/0221kE3GveOOwvP/5AON7oA+rrX2ua2bdt3z7i81++pOi5/ehjS+czsZnaKzjlqViNFlxw93wAtUXWE90BokyL/QJBwgqlDaXVWpFB8cCUMETRv78jcropHzf9pHQL84JAoSplKkXViz4K4VG8VWjRNhLsBvtrPgNj+xk7oPx7t21DUv0H6K/Rt6E41mtniyeNeO6iI9G2DGJ1/5+uahaXTYafUb0SLNo/9miv80XPXySaM9ZotVzRKcQnUu0kOgcoksY7eJIM6txLZremmzS2PyNkzhUJV9xcO18hnrxlyZeXvMPp1+7uJqMvrM4PG3VtkRdHYUcjWlW7uDWHk7GAaRxRkr45qhgD8VXWbeATcV4NB8+mm2cY9hXjsntXyVz9vW4J83qPdy3jwcuOnebcPtBo09eF0bnkZhBWOWp1/mIePTNww2zhQcrgp0MDfASXklx9N74rhGQTCHf09PTIrZYVnyOH+9kNLpJNPra+aPhFlF4myi8QnTofNGuTtGzHxctI5rDm808je8tYFFtj7fFRJfStzJ0lKXqdOqLNNdx/REuu4F812LasqQH2VBkTQ8bIpUDcUt8qZvN81m7ma3iDvg2Bt4NwJjIkh2isIB5m7j8BD59Ag0h0lRHKE5L2LI10nNxnVf6R2xZF+s+9M7kHwhALVLijjZdPAlaME3MVgm7xCewVzwgyiY4eh8UQCDuAkmxrjmx8QNxlYPiimuG/jAmjv8AfPI2EabMl+wAAAAASUVORK5CYII=) 6 6, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFxElEQVRYhe3XbWyV5RkH8N85PZRaDu1pdyhdqY3yUmdBhkQWVCRoJgoy2AiOGZ3J3DSb0Ykbix/cMpZtxMUZ44zZFuY+bGYvyaKZIGNMBETIBNcUBQYUpLysQIHy0kMp5Zzn3ofn8CKUTv06r+TOeXK/Xf/7f/+v67oPn9j/uyX67h5UxsleRFTMoGcaveNRgWPoJrWdfCdDWr26rcXM6vfRW2zVOBGvF30MAFKUjyd1Dz3TSdZTVkp1knIkI073ciii8wTasQOr8U7xuxf54u9HBVD2ZZIv0J3lswyeRLaW+iYqMqRLkVeS7ybXqbB8CeHPZxcfwFI8jzbkikD6tOQlPZ/+VpLSuXRnZb7Ra86vIjfOZMAg2rdz/AgnCyQqVV49xn0P3hMt2/dStLz1TFR956KI62vxAH6NkWLKPoo1TSL1HsMKE5/tKrh7ZXDdL4NZKwJ3B4l7g5J7g8rHghFPB9e9GHxtY3hscQg9URQO5/OFsknPBBTwHMag7MMzYHgj+Rolk5OTmsqT2js5spe2LYwYT7qCwgGOtxF1U9rN/r2eW7bVsxsSqhKJ5Pwfzju793DU9QcgdWnXqdEo97mJGoYlKC8jMYDOY6TTVGTJZdDJrvfZtRUtyFja+7DN6+qilx6fkIwn6ERpEUxKH1roA0BbDVLXN410tCtB+z5qG6iupaOd2jRNC/nHrnj6NEzAXtb8/RlrFp1j9QD2kOxwc5S3tm8h9gEgl0VySFWVgwcD+Tz1Ta6+YaxdzS2sW07nLhYzYsYgSSmtjp9fvhmviKzSqNcUa6LXrO3Lz2UBHER1ctS1o3XlkO+hp0d7R478ApIrDW2uND8zz/f8KA6y34kDrrvIyF2SXpXUZpJxnpbwqCCvxYmLvfUhQh1ck69tquDMGVJl1NWZnkqxeKVP7Snx88xPYue/xXewBG/hj3gCu/EU5oiUmOS0J7W4ygSZiw/dF4Bu9ke1KRpqU6TSqhrSXkkN5Qm+n1rgqx7lL+LEPLK4qhpfwlhx7rtNHITTwJ1Gus1QGecFebkrkKM9SvcwoBTZrKPLtpBm9OtDLPCDeNZkcXBViLXdjPri9t3FnTZIukvk39JWu8MSzeJacqw/BvLk7evIiZKoqOCdVZSy2aHzctshDjDFUw8vtvFowBvi6KzDVAw0tjjygcx4KYD0rFai3LJV/1RTLVJWTuJ0fDrYJxbcYWwp9jUU2RiLGWL6b8UUvCmpF1WyvmBUkbNzfi8FkPvrG9i+Yl2zbGXBoIZqbphyfnwhfoEm5+9/LB7GOF7wU9PcGJe5JtyOTRgo5ZSaIoBzV3+ZKLDCv940fFDCU/c3qL9qKBuLoyVYht8Ut8Iwg3y39usmGKVWrbS06eGmeDArUopuOa+fS0b9MBBreCkrO06fKdG5qTva96cpce9OcYlpxB/wSLxgoolmm229rRo1eshD5ibmutLg+DnSji6Hxam5Rz/lWfFcFVjtigcDVwa0qnfQ84LnFYwW3CyYKlgpzA13hN1hY7jQoigfHohmBwUFoxUMsxrfFCvmnPXBQE3xFZN90alFbezdhLeUWuL38qpxjViElZhCuXLHHBNCAG1adGrzcv7lyLclHdPhpO3G2CfOnf1aUhxgNdw6A4+ocj9u8hmvuV0wX8FUBV8RHBbsFyqDcCi0hhC6wrbC20Gvgp8JGnSp8zfMM06TfkrzRSBSpcju3LlzuFvUI2OW8a71tlsEswQTBV8ULBRsEETCfdGMMCf6fPCkYKiuIvU/NsZkZC52dLlH6YVsnL2mPCrM0Wijx11hpoHS0siKxXYUg7FXpN0BJd71H+uNtMYO74oz4AceqSX/A0Bw4dN6rILjum32nirN8qoEdTqVyBWh7tE5dHdm/ckjPWt1WavJOttswvGLnX8YBi5nZeLyUy9ONyOcz3C92CvOkzvEeeWyofdxAVwIJFNsZ8WVFyv9sLgs9fvH5BP7L9cRHIe2hJJ1AAAAAElFTkSuQmCC) 6 6, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
}
div.testarea{
animation:rwdcur206947 0.8s linear infinite forwards;
}
