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13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 15 13, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 13, auto;}
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40%,46.566666666667% {cursor:url(data:image/png;base64,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) 15 13, auto;}
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}
div.testarea{
animation:rwdcur109001 0.5s linear infinite forwards;
}
