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6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur14906 1.25s linear infinite forwards;
}