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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;}
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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:rwdcur173818 1.3333333333333s linear infinite forwards;
}
