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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:rwdcur97921 1.3333333333333s linear infinite forwards;
}
