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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;}
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41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur120294 1.2s linear infinite forwards;
}
