@keyframes rwdcur150874 {
0%,49.9%,100% 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63 64, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 62 64, auto;}
}
div.testarea{
animation:rwdcur150874 0.33333333333333s linear infinite forwards;
}
