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16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
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83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
}
div.testarea{
animation:rwdcur67847 0.6s linear infinite forwards;
}
