@keyframes rwdcur46697 {
0%,33.233333333333%,100% {cursor:url(data:image/png;base64,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) 27 14, auto;}
33.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 27 14, auto;}
66.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 27 14, auto;}
}
div.testarea{
animation:rwdcur46697 0.5s linear infinite forwards;
}
