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16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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}
div.testarea{
animation:rwdcur59295 1.2s linear infinite forwards;
}
