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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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50%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur120295 1.2s linear infinite forwards;
}
