@keyframes rwdcur89186 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 24 24, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
}
div.testarea{
animation:rwdcur89186 0.2s linear infinite forwards;
}
