@keyframes rwdcur255600 {
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:rwdcur255600 0.33333333333333s linear infinite forwards;
}
