@keyframes rwdcur80330 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFNklEQVRYhcWXTWhcVRTHf/fO18skmUzSCflobZo2pbbSihgLRY3RbkotQoW6ibpzI9hOVwWnBaEdd+IjQl24ktqV2ELRIkglRESwQWJsNU2Tmo82H2SaTr6mM8mbe128mWSSeS+Z6sI/BMKbc8//f88995xzRedZ7irNe9E4XWwAM8bTwDEpOCzggNLUIDAEpD2SGa3psxQ3gG+jcfo38lUIYX6I9nhIZRWvO4kwY7whBeeUojVokA6HMIIByCr4+wG8ehC0huQcjE6SnpnF8HnpWc5yPhrnWkkC9u2CO8NrRZgxWqTgktYcbKhF1lZDwL+6MJWBWwPw1hEwCr4vPobBEfhjECUlv1pZOqJx7m0o4OB+WEitigBqBFyuDuFtasTr8xYvdBOQx+MM3LyFNTqBpTQd0ThXnATI/D8VQdizg6AQ/AB809SIsXu7M3kpKAtA2/N4Dx3AEPC1GeOzDQUAWFlA4wXwekD/O+41mF0AbfO8b8Z401XA0jIMjUFTI9RtgcExmJn9b+S//Qm3hqDlKdjRiBRw2Yyxs0iAAIYfQLgC6mqgqWFjERpIZ3I7nAflEKpC8poq2291CK8UXC608xx5mY8qy2F8GvY0g8zFJFxpH8nYpH2eZQZkluD+JNbQGOrhLFIIGByF20NY6QwqXIn0+4rJ86gsR04maDzSRu/3P3FnJQIT01AfgfUJVxiJv+5B3wAqkaRbaY4DVafiCARVWcXxwVG6r/6IutblTA62/4ZapBScy38TZgyNhmf3rL3nhegbsHev4eNonJizFZgx3hZwqSIIe3c622SW4Pc7gGBvNE6/BKgocyfPLNkJum8n+DxEzRjtbgKicb7S8M5CCpVZcrYJ+CFokAaOAkgpIFTp5hImElC/BXZthxefI+jz8N1mIoSga2Iay80mHMKQgsOQy4FgwNlQAw+T0LwNpLDP9JXWzUUozaeJpHsdCQZAwAEAr9aAgGUHvY8zkM3Cz72s9xb0ePgC2O3C0a0U3vlF+wYVQYDSRAC76g2Ouu0FhAAhOHUyTqe71VpE48yZMeh3bUEgBMaKgOatUF5ebJTO2OJ8Hs5A6QLMGCGAliYwHCKwuAjD46QBu5h4pH0u6/+qQ/ZvPi9hM8ZrpQoA2qTAqg45+/VIkIIE5JIwlXH2IoBIGAw/wYCPM6WyS8HpSNhe74RUBjT0AUiVm2bcUB+BR/NgZWk3YzRuRm7GeFdr2htqcW3kyTnSSnMD7DownErbBccJAT+Ul4FS+D2CzzcjF/BlwI/cqLCl0hjAdchFqfMsN+sjtG6rK14wM2v3AsNvLxaCLqX5BOjOZXsI+8xPa017RRA5n7J7SFNDsb/7UzCZoOfkBV6A3C1QmvMT01yt24IsbEh58ryzzBJMTNOWSPKSUnjNXFeQAisSthtNwL+6DtaKWLZgYhql4Xz+20qedJ7ll3Alrbu349UO5IXQwPyifc9bmuzbsj7h1q8XwMAI1uwCPScvcChvt7Jfpel4NMftqRm8Xo87eV51vsIZAedsr6mCFlYjURaA5DyWho5Cu5WRLBrnnoaO4XHURuRPgpoqey6YegjD4yhN8Yi+ZijNjc4XAVXmsrMngSA36IICLjqN5nL9h2icD4ATI+Ok745iOTWpUrBs2Wc+YpfcEzm/RSgSkBNxRcP+5Dw9vf2o+1PudWI9Mkv2VevtR80u0KPhGbdHCZQQZbe3IbmBtHmrXdtTGbvCpdIYUtKjdIlvw9L2tfI6PlrwOo4ABpCWgoSGvlx5vf4kr+P/Hf8AtP0clZrFfOMAAAAASUVORK5CYII=) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur80330 1.0666666666667s linear infinite forwards;
}
