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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:rwdcur230529 3s linear infinite forwards;
}