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13.333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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30%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur106712 0.5s linear infinite forwards;
}
