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0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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}
div.testarea{
animation:rwdcur23960 0.6s linear infinite forwards;
}
