@keyframes rwdcur249032 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 16 13, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
}
div.testarea{
animation:rwdcur249032 0.5s linear infinite forwards;
}
