@keyframes rwdcur82222 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur82222 0.66666666666667s linear infinite forwards;
}
