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13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
53.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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80%,86.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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93.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur147999 0.5s linear infinite forwards;
}
