@keyframes rwdcur29241 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur29241 0.33333333333333s linear infinite forwards;
}
