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9.4594594594595%,22.872972972973% {cursor:url(data:image/png;base64,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) 21 0, auto;}
22.972972972973%,36.386486486486% {cursor:url(data:image/png;base64,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) 21 0, auto;}
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63.513513513514%,76.927027027027% {cursor:url(data:image/png;base64,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) 21 0, auto;}
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}
div.testarea{
animation:rwdcur252451 1.2333333333333s linear infinite forwards;
}
