@keyframes rwdcur55829 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIE0lEQVRYhdWXeYxV1R3HP+fc+/Zt3uzD7DMwoyiCVCxxCaQyUq3gSovRhqpNmraxtWnKH61NW+uepjZWDS11SxVR1OASlW2EICoWFAcEmRkGBmafN8ubefu795z+8YZtEBTb/tFfcpN7b+4538/9/c7vd35HMGGvPV5fpzWzbMXl43G1NZmwD/34j4dbAEtrEIL/iQmAD16cWzc0HGmThpTSMLAtC6U0Q1HrKa9buj0useCx1ZE567ZEB4DUfxVgz7uL6xxatVmWJaU0MAyD3p4uhBAkEgkMwyCTSWPZOnb3oz3zlt9ecs73lx98CVAT138IsO47NzidxiuZjCKbUWzf2Mf8ReUIKY65vfNQB5lMGq20ElLIzu70vWVF5oLr7+xY+JNbgvKJ58dGvzZAy9tXP+J0GncND6ZY+0A7WVvjkILrfj2VVMLGMARlVT5SyRSpdJKhyAAASilSafuw0yGrWlrj1/7mkd5mIHa2AMbSxTWBoN/x3YGOJC0bI9gpRSap+Py9EXp7kxzYNUrbB6MIn0k47Kd0SjF54TDJRIJQKBDKZNKUFjpvzs8z9n/UkujkLNeIsWRRtTsccP7IG3bgCpgc2T0OgJXVxPvSpIZsxgYydO+L8fFbAzTMCeMOOMjLC+PzB7Ati3Q6xbRq9/XhkNw/s9E/+vHe+BigvwqAAMyta65cWZTv+sG7r3ezf8MQ6TEbSylmXlFEOmlzYPsIWoEQAgQsXl5P1lY0zgwDMNDfSzSaWwZKKyseV+8s/eXB24BRwDoTgAQst1MqrcHhlGgFWmuW3T+dK2+vZtFP67jjLzNAgtIarTSvPdjOtld6aH72MKMjaYqK6wnnV1BVOwMppBnwm9c8fV/1i0DpXbeFgmcMAcDK1e2bl11fe4uV1qG2rSMAxMeynDM3HwCXx2BKg5/dW4eY0ujHX+Ck90CCdMymr8/D4cMOplSFScUFpVMKiY4O4PMatdd+K29xY43/PodUaz9tTcWA7GQAE+Dh5ZeqgN+Zl0mPYXok2YTNgU+jZNMKh0sC0LlvHMMnWXp3I1IK7KzGdAVZ81SczrYkXa1x8goF53/DR9155xKNDuLxJKcmk3FuuqpwZ89gtmnjh/EdQOIUD2zYdiTTHUm+dOvS2jsTo5bo70igLE1/d5Kuthj1M0NUTw8SKnRSUuXNDXR4kWYe58/2UVJhUlTmYN/OOJ17xgmGXdQ0FBAMhUgkYijbMi6+wH/L4FB6U0dXdvBETxhHb558YO5Vfp/jppoLQkQjaYaOpBjuTjJvaQW7Ng9Sc16Q4krvCewaKX2AJphnUlJusvvDKFba5tCeGN4AFFW4CAXzToLoG85sOtSVOQYhj0536ZL1L7V2jN0LUNDgwVvk4LT7jzAwHFPQWnNitrk8uem0bdP8Qj+fvT8KKCora3B7PGiN7I9YNUD+UW15wrSqqty7QAiY8c1C7LhCA607Rpi3pOIkfcMs4cD+FM+vHEIpJiAEt/68gnCRmXsSgubn+mifqCsVFdWsenN41d62VOxE3ZMALvj2Wwtj8Wy7EFB/RRjTlBSUuU9xgNZZ6hvdnHu+m9UrBlHquCcKq9w5z2iN0DaR/iRaaw4ebKe20pkPDJMr2WoyAEBq9jVvN6UyVkfdtCDKUlSeGzjpgy0vd7N2RRug6T2SYXzc5uWnho6iUVblQhgGGpg2J4+5C0oRQvD+J+n1D/69b80EwLFyPRkgA/TMuXZdU0m999AlS8t57nf7SMXtYx/Mu6kcZ3EJ69+MUjPNjVCK2qlOtm0co787Q/OrEQTgzTe55IZiQNHf32/99Z+H1wFdwMCEzhcCAGSqq+lyewx3sNyFr8zJY3d+im0dX2xX35hPWbkTXyCXRJ9sG6fl/XHW/K3v+IQaHC6D0ZFhBiMRK5awhoEeIMIJ5fmLAOjsJLNrb/SO6bPz8WhJ1TQ/hnk8J5QVYcaFPmob3DTdUIAQAkNrTMCQEqEVc67KRwrw+YO4HNJ92Wx/6YTwSXvDFwIA9A6kWpTS1q33TSc5brHuH4d49u69fPBGL59s6gEUaKioddN0YwEIgRACAUingdMtcboNLCvL069Gnnl3e6x1wvUnaZ4W4Ff37+gZG8++A7Ds/ukMdCSIHEywbXU3U2eG6Nzdy9BglpWP9LJjS/TYOK01FY0eymp8gGJkeIhZ53iqyO2MCSa1cacFANTF171zW09fohlgyW8bKazwYgjBk7/Yzep7trP64c9was1IxEJIAUIQKDIwPOAwNbatSSRitHWmO8it/FOaFfMMAACj82/euOyj1xZu8rkdDYEGF9GBNHZWYUqJ0+MhmGcSG1WEKx3UTfNTXC4xnQrTIVAqg62U+qw90UnO/ac0sV8GYP3hrlljAb+jxpCSyxaUsWpzNNeYAOXFCS75Xg1oGykVgaBEY7N+S+fmKy8vnW8rU93zeOTPO/YkPyeX/5nJAsbkF5Nt84d9aaRYe9GM/B8Gwk6jekaQypkBQgUurri9Ho/Xi2FqSxo6YxrC/NOKnc/c8+jONwpCrrYVL+x/9b1/De4FWsnVgFNC8FXPO95FTRUXPbR81gbTlE7b1hhGbugbzQPrH3pi17roWGZ44fzq0tc3HDwqFgGcE389wGk65rM5cE1AXLhBo+WjT3++6ryGvPyf/X7HmgnBHnI5ngHGJgQlubifti882xOfd1FTxUXdfYmaj3cPx8jFdZjcHx6tcEdFv5J9nSOnl+P7eYxcXDN8Sff73zbJmWvI/4/9Gw5SiDM1RHDgAAAAAElFTkSuQmCC) 2 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur55829 0.53333333333333s linear infinite forwards;
}
