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6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur5504 2.5s linear infinite forwards;
}
