@keyframes rwdcur107672 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 26 3, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 26 3, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 26 3, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 26 3, auto;}
}
div.testarea{
animation:rwdcur107672 0.33333333333333s linear infinite forwards;
}
