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25%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur84349 0.4s linear infinite forwards;
}
