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25%,49.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
}
div.testarea{
animation:rwdcur159220 1s linear infinite forwards;
}
