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16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 14 5, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 14 5, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 14 5, auto;}
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83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 14 5, auto;}
}
div.testarea{
animation:rwdcur53099 1s linear infinite forwards;
}
