@keyframes rwdcur16820 {
0%,91.566666666667%,100% {cursor:url(data:image/png;base64,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) 5 0, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 5 0, auto;}
}
div.testarea{
animation:rwdcur16820 2s linear infinite forwards;
}
