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9.375%,71.775% {cursor:url(data:image/png;base64,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) 0 0, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur111039 3.2s linear infinite forwards;
}
