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1.3333333333333%,2.5666666666667% {cursor:url(data:image/png;base64,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) 2 1, auto;}
2.6666666666667%,3.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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34.666666666667%,35.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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}
div.testarea{
animation:rwdcur191150 3.75s linear infinite forwards;
}
