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8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 1 2, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 1 2, auto;}
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20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 1 2, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 2, auto;}
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}
div.testarea{
animation:rwdcur118218 2.4s linear infinite forwards;
}
