@keyframes rwdcur24209 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 8 6, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 8 6, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 8 6, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 8 6, auto;}
}
div.testarea{
animation:rwdcur24209 0.66666666666667s linear infinite forwards;
}
