@keyframes rwdcur83047 {
0%,33.233333333333%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
33.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
66.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur83047 0.3s linear infinite forwards;
}
