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6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur106301 0.25s linear infinite forwards;
}
