@keyframes rwdcur212550 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 23 10, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 23 10, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 23 10, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 23 10, auto;}
}
div.testarea{
animation:rwdcur212550 0.66666666666667s linear infinite forwards;
}
