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12%,15.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur15976 4.1666666666667s linear infinite forwards;
}
