@keyframes rwdcur181368 {
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:rwdcur181368 0.66666666666667s linear infinite forwards;
}
