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8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 8 1, auto;}
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25%,29.066666666667% {cursor:url(data:image/png;base64,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) 8 1, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 8 1, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 8 1, auto;}
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}
div.testarea{
animation:rwdcur217479 0.8s linear infinite forwards;
}
