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29.166666666667%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,45.733333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
45.833333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
54.166666666667%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
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}
div.testarea{
animation:rwdcur139793 0.4s linear infinite forwards;
}
