@keyframes rwdcur173972 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 22 22, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 22 22, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 22 22, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 22 22, auto;}
}
div.testarea{
animation:rwdcur173972 0.66666666666667s linear infinite forwards;
}
