@keyframes rwdcur114810 {
0%,33.233333333333%,100% {cursor:url(data:image/png;base64,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) 3 1, auto;}
33.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 1, auto;}
66.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
}
div.testarea{
animation:rwdcur114810 0.5s linear infinite forwards;
}
