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12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
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}
div.testarea{
animation:rwdcur79686 1.6s linear infinite forwards;
}
