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18.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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23.333333333333%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.666666666667%,28.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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41.666666666667%,43.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.333333333333%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur73904 2s linear infinite forwards;
}
