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10%,13.233333333333% {cursor:url(data:image/png;base64,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) 1 2, auto;}
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23.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 1 2, auto;}
26.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
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36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
40%,43.233333333333% {cursor:url(data:image/png;base64,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) 1 2, auto;}
43.333333333333%,46.566666666667% {cursor:url(data:image/png;base64,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) 1 2, auto;}
46.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
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}
div.testarea{
animation:rwdcur138396 2s linear infinite forwards;
}
