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29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur155960 1.2s linear infinite forwards;
}
