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33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 8 12, auto;}
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46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 8 12, auto;}
53.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 8 12, auto;}
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}
div.testarea{
animation:rwdcur19483 1.5s linear infinite forwards;
}
