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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;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur184350 1.3333333333333s linear infinite forwards;
}
