@keyframes rwdcur221956 {
0%,33.233333333333%,100% {cursor:url(data:image/png;base64,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) 6 4, auto;}
33.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 6 4, auto;}
66.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
}
div.testarea{
animation:rwdcur221956 0.6s linear infinite forwards;
}
