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6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 3 0, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 3 0, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 3 0, auto;}
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33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 3 0, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 3 0, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 3 0, auto;}
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}
div.testarea{
animation:rwdcur116013 0.75s linear infinite forwards;
}
