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16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 4 0, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 4 0, auto;}
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}
div.testarea{
animation:rwdcur163401 1.2s linear infinite forwards;
}
