@keyframes rwdcur204643 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 5 3, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
}
div.testarea{
animation:rwdcur204643 0.2s linear infinite forwards;
}
