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15%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur116571 1.6666666666667s linear infinite forwards;
}
