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12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur161838 1.3333333333333s linear infinite forwards;
}
