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12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur72792 0.66666666666667s linear infinite forwards;
}
