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7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 0 0, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur59230 1.4s linear infinite forwards;
}
