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0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur91461 1.3333333333333s linear infinite forwards;
}
