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12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur163422 0.53333333333333s linear infinite forwards;
}
