@keyframes rwdcur190104 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 14 17, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 14 17, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 14 17, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 14 17, auto;}
}
div.testarea{
animation:rwdcur190104 0.46666666666667s linear infinite forwards;
}
