@keyframes rwdcur93026 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur93026 0.33333333333333s linear infinite forwards;
}
