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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 8 1, auto;}
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;}
16.666666666667%,20.733333333333% {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:rwdcur217449 0.8s linear infinite forwards;
}
