@keyframes rwdcur235350 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur235350 0.53333333333333s linear infinite forwards;
}
