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6.6666666666667%,9.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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16.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur254008 1s linear infinite forwards;
}
