@keyframes rwdcur18243 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur18243 0.33333333333333s linear infinite forwards;
}
