@keyframes rwdcur210207 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 31 31, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
}
div.testarea{
animation:rwdcur210207 0.33333333333333s linear infinite forwards;
}
