@keyframes rwdcur111580 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 50 22, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 50 22, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 50 22, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 50 22, auto;}
}
div.testarea{
animation:rwdcur111580 0.066666666666667s linear infinite forwards;
}