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16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
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}
div.testarea{
animation:rwdcur169033 1s linear infinite forwards;
}
