@keyframes rwdcur34001 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 1 3, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
}
div.testarea{
animation:rwdcur34001 0.66666666666667s linear infinite forwards;
}
