@keyframes rwdcur83052 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 1 10, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 1 10, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 1 10, auto;}
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}
div.testarea{
animation:rwdcur83052 0.4s linear infinite forwards;
}
