@keyframes rwdcur49817 {
0%,33.233333333333%,100% {cursor:url(data:image/png;base64,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) 3 0, auto;}
33.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 0, auto;}
66.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 3 0, auto;}
}
div.testarea{
animation:rwdcur49817 0.3s linear infinite forwards;
}
