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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 1 2, auto;}
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16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 1 2, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
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}
div.testarea{
animation:rwdcur159122 2s linear infinite forwards;
}
