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5.7142857142857%,11.328571428571% {cursor:url(data:image/png;base64,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) 0 0, auto;}
11.428571428571%,17.042857142857% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur11833 5.8333333333333s linear infinite forwards;
}
