@keyframes rwdcur239556 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 4 0, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
}
div.testarea{
animation:rwdcur239556 0.46666666666667s linear infinite forwards;
}
