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6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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:rwdcur47501 2.6666666666667s linear infinite forwards;
}
