@keyframes rwdcur141068 {
0%,33.233333333333%,100% {cursor:url(data:image/png;base64,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) 24 22, auto;}
33.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 25 23, auto;}
66.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 25 23, auto;}
}
div.testarea{
animation:rwdcur141068 0.35s linear infinite forwards;
}
