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6.6666666666667%,10.566666666667% {cursor:url(data:image/png;base64,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) 0 1, auto;}
10.666666666667%,15.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
16%,21.233333333333% {cursor:url(data:image/png;base64,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) 0 1, auto;}
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26.666666666667%,31.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
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}
div.testarea{
animation:rwdcur153740 1.25s linear infinite forwards;
}
