@keyframes rwdcur198227 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 31 6, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 31 6, auto;}
}
div.testarea{
animation:rwdcur198227 0.33333333333333s linear infinite forwards;
}
