@keyframes rwdcur16819 {
0%,91.566666666667%,100% {cursor:url(data:image/png;base64,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) 2 15, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 2 15, auto;}
}
div.testarea{
animation:rwdcur16819 2s linear infinite forwards;
}
