@keyframes rwdcur197974 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur197974 0.33333333333333s linear infinite forwards;
}
