@keyframes rwdcur254605 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 1 0, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
}
div.testarea{
animation:rwdcur254605 0.33333333333333s linear infinite forwards;
}
