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6.6666666666667%,9.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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26.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur105438 2s linear infinite forwards;
}
