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32.307692307692%,47.592307692308% {cursor:url(data:image/png;base64,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) 0 0, auto;}
47.692307692308%,62.976923076923% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur130067 1.0833333333333s linear infinite forwards;
}
