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44.444444444444%,48.048148148148% {cursor:url(data:image/png;base64,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) 16 16, auto;}
48.148148148148%,51.751851851852% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur24697 2.25s linear infinite forwards;
}
