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12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur154049 0.66666666666667s linear infinite forwards;
}
