@keyframes rwdcur60917 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 1 28, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 1 28, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 1 28, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 1 28, auto;}
}
div.testarea{
animation:rwdcur60917 0.46666666666667s linear infinite forwards;
}
