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15.151515151515%,28.687878787879% {cursor:url(data:image/png;base64,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) 31 31, auto;}
28.787878787879%,43.839393939394% {cursor:url(data:image/png;base64,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) 31 31, auto;}
43.939393939394%,52.930303030303% {cursor:url(data:image/png;base64,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) 31 31, auto;}
53.030303030303%,62.021212121212% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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}
div.testarea{
animation:rwdcur227441 2.2s linear infinite forwards;
}
