@keyframes rwdcur54336 {
0%,33.233333333333%,100% {cursor:url(data:image/png;base64,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) 0 5, auto;}
33.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 0 5, auto;}
66.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 0 5, auto;}
}
div.testarea{
animation:rwdcur54336 0.3s linear infinite forwards;
}
