@keyframes rwdcur9718 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur9718 0.23333333333333s linear infinite forwards;
}
