@keyframes rwdcur50128 {
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:rwdcur50128 0.2s linear infinite forwards;
}
