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10.666666666667%,15.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
16%,21.233333333333% {cursor:url(data:image/png;base64,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) 0 1, auto;}
21.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 0 1, auto;}
26.666666666667%,31.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
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}
div.testarea{
animation:rwdcur153760 1.25s linear infinite forwards;
}
