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25%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur134182 0.66666666666667s linear infinite forwards;
}
