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16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur170279 1s linear infinite forwards;
}
