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18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur86251 2.1333333333333s linear infinite forwards;
}
