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26.666666666667%,28.233333333333% {cursor:url(data:image/png;base64,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) 31 31, auto;}
28.333333333333%,29.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
30%,31.566666666667% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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}
div.testarea{
animation:rwdcur225168 2s linear infinite forwards;
}
