@keyframes rwdcur864 {
0%,23.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
24%,47.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
48%,71.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
72%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur864 0.41666666666667s linear infinite forwards;
}
