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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;}
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62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur129188 0.13333333333333s linear infinite forwards;
}
