@keyframes rwdcur114812 {
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:rwdcur114812 0.5s linear infinite forwards;
}
