@keyframes rwdcur170451 {
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10%,19.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur170451 1.1666666666667s linear infinite forwards;
}
