@keyframes rwdcur173992 {
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:rwdcur173992 0.66666666666667s linear infinite forwards;
}
