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16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur220931 1.8s linear infinite forwards;
}
