@keyframes rwdcur225520 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 32 31, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 32 31, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 32 31, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 32 31, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 32 31, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 32 31, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 32 31, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB/UlEQVR4nO2ZvU7DMBSFD4gBDyiqUMXAAFPVLIi1SAgWxq6dsvIEbFVfoepLMHVlZEFCatWOLEZMzUAXhDKWzQxgK03/KDg2kPMtiSLb996Te/2TAIQQQgghhBBCCCHELUJA+bS/6dO4EFBXdw2vIngV4DfgTQAhoKJ6Gfe9B/jMAmaAbwd8s+HDqE7/p9queXZ6coT2eReTiVuftlwYWae+s23zFsRZCYzHCaQcAQCybx+AmQwBQMoRxuPEiV9OMgAA4jhGrXYMALjFG9B/Xtg2DA+NWHnjpN5+ssS5nhOsIwSUEFCtQUOddapqlRhCQJ11qqo1aCjdN0//cimBtNO6ru97D4iXpH0a3U73bZ93zXi2M8KqADpw7TjwEfh30X3T42kxbAlhTQB9sAHWCzpJElUqlZYGkx4vnRU2RLAmwGSCDf12onrZPM8ud1lWBQ8Alf6ruW83u8be9zydxmoJaKeub15MzUaf11VCzEMHfn3zMmPDFrlMgmkntRgRgHiNMSr9VxN4nkth4fcBznaCUo4QhocAgL36ztw2B7V9DJuPM+3zxJkAQRCYoC6wPXdOOD05whCPkHKEIAic+OWtBBYdh7P8ixLIBrFsTvjze/+vIgTUZaM8te/34UfhP4kVXgCv6GMyf4wUGd//BgkhhBBCCCGEEEJI0XgH5SLG2RAPJpUAAAAASUVORK5CYII=) 32 31, auto;}
}
div.testarea{
animation:rwdcur225520 2s linear infinite forwards;
}