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50%,58.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur236511 1.2s linear infinite forwards;
}
