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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;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur56891 0.93333333333333s linear infinite forwards;
}
