@keyframes rwdcur15972 {
0%,92.207692307692%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur15972 2.1666666666667s linear infinite forwards;
}
