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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;}
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87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur154046 0.66666666666667s linear infinite forwards;
}
