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2.5974025974026%,8.9909090909091% {cursor:url(data:image/png;base64,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) 2 1, auto;}
9.0909090909091%,15.484415584416% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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87.012987012987%,93.406493506494% {cursor:url(data:image/png;base64,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) 2 1, auto;}
93.506493506494%,99.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
}
div.testarea{
animation:rwdcur96769 2.5666666666667s linear infinite forwards;
}
