@keyframes rwdcur87822 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 2 1, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
}
div.testarea{
animation:rwdcur87822 0.5s linear infinite forwards;
}
