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20%,24.9% {cursor:url(data:image/png;base64,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) 4 1, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 4 1, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 4 1, auto;}
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}
div.testarea{
animation:rwdcur86724 1.6666666666667s linear infinite forwards;
}
