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0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 6 4, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 6 4, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
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}
div.testarea{
animation:rwdcur13827 1s linear infinite forwards;
}
