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19.444444444444%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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54.444444444444%,54.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur73331 6s linear infinite forwards;
}
