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16.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
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26.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
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36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
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66.666666666667%,69.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
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}
div.testarea{
animation:rwdcur137664 1.5s linear infinite forwards;
}
