@keyframes rwdcur187295 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 4 2, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
}
div.testarea{
animation:rwdcur187295 3.3333333333333s linear infinite forwards;
}
