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41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 4 4, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
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83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 4 4, auto;}
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}
div.testarea{
animation:rwdcur196894 1s linear infinite forwards;
}
