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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:rwdcur12468 0.66666666666667s linear infinite forwards;
}
