@keyframes rwdcur23954 {
0%,33.233333333333%,100% {cursor:url(data:image/png;base64,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) 2 8, auto;}
33.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 2 8, auto;}
66.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 2 8, auto;}
}
div.testarea{
animation:rwdcur23954 0.3s linear infinite forwards;
}
