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28.265107212476%,29.52962962963% {cursor:url(data:image/png;base64,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) 0 0, auto;}
29.62962962963%,30.894152046784% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur125016 8.55s linear infinite forwards;
}
