@keyframes rwdcur173984 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 24 24, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
}
div.testarea{
animation:rwdcur173984 0.66666666666667s linear infinite forwards;
}
