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16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 14 9, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 14 9, auto;}
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75%,83.233333333333% {cursor:url(data:image/png;base64,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) 14 9, auto;}
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}
div.testarea{
animation:rwdcur103941 0.8s linear infinite forwards;
}
