@keyframes rwdcur232258 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 8, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxElEQVRYhe2WX2hbVRzHv/ecmz+2ud70T5Lm2FESSDfa6JI1RhGxjJXqQBG2lwo+CEK7yUYRxD6IGvVZpVSFPrgNrLQIPvnQ0sU/rTg1bu1GtU1TNjWapKlkozZZ2zTJ8SE3eFtbvRebPe0Ll3vP7/zu7/vhdw/nXAqdajppH8wu5CacPY5hyWv5TPJauiWvpUXyWqazP+a43nqCDuMhAGeU4czypysdzh7HOIAnKjmpsbTmehURjeZrKnMAONJ00n4lNZY+DiCmzvWEXGt6If63nD2OTWePgysA3BNyDWl9V/y3ya7LnQRAUR0LB6b+0ebUWNpUAVB0BsBZLQD/9QleVz3ndzNXQWyb84Rcg/sB0KXcY+HAlElLQUUzS6Gf+/cD4BEAE+HA1EGd5h2ekGtYUzZrMKWMdkNwt7muy53DABCc9F/RAQBPyDXuCbk07QmECyIx2o1v7wYRDkz1KeZHdJgvorw3XNIEAEJw8euLj1ofkod3QgQn/YM6zTcBtCrDsDYAAO4aNy6cu+CzPd7woRoi0j27bSH5Rtr3bKvScqMq9IYmaqfdkr6Zz/BodoF/nPyIt5xtXlRDBCf9Q8FJP68A+EbaNzUV1ijB2VibjqYS9rVCFun8Mr5d/QbvfvDOjd/OJZ/Jr2xFFIi1SPespOpA7OqzPx1sG2zdbX1k5/tjklYAIpQKJVEwwESMkKiE+y0P4FTfaXfzc2y00olI9+zOgq2+kfbx+f5YB4AZVfw9PeYAQCUzeenFgVcsAIcgCBAFCkm8FwcON9ctbkWP5ZZuf1fMlRIA0HTC/hbKJ6gBwNGmE3Y21xt9yna8oX6+P/bwHxOZcT3mAABmFVNbpS2+Xljnt/K3+K/rv/Crf87yLzNf8Devv8bdL7dc32uf2A8RcA4CApGIMBARZmJGLa2FJFrglzrQe6rXfeD5+0arBUEAgAgEnHMIIKAoQ9xDatBosKHd4sULfafdjqdt56sBQQCgwAsooYQi//vkNRIjzNQEq2jFoZo2DLw60CZ5Le/vN0D5f6BYvmiR4mYig/pGG0jejMcOB6YLopkYspk8AOg5DjWLyTS1sbHBc7kcX4otcibT3CejIzyRSHIm08+ZTJ+shu82ALU5k2mQyXQuHo/zHyLfcybTuWr6EwBIJn5H54NttwEcTa4WIwDic9dmYK2rB4B4VbugtDnHZBpUxYJMpgvRaJRPT33FmUyvVctfTK4Wj+0MJleLESbTGyvp5UN19Q0AUKgWwJ5iMmVMpgtMpueZTH13HOCu7upO6S8PwFY155ToEAAAAABJRU5ErkJggg==) 0 8, auto;}
}
div.testarea{
animation:rwdcur232258 0.53333333333333s linear infinite forwards;
}
