@keyframes rwdcur260124 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 0 16, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 0 16, auto;}
}
div.testarea{
animation:rwdcur260124 0.33333333333333s linear infinite forwards;
}
