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0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
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}
div.testarea{
animation:rwdcur55355 0.8s linear infinite forwards;
}
