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ChampernowneNumber

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Champernowne constant in any base >= 2 (symbolic until N; exact big-integer digit generation; NumericQ True)

ChampernowneNumber[b]
ChampernowneNumber[]
N[ChampernowneNumber[], 25] → 0.12345678910111213141516171819202122232`25.N[ChampernowneNumber[3], 25] → 0.59895816753843399250017221792943659098`25.DiscretePlot[ChampernowneNumber[b], {b, 2, 16}, PlotRange -> All] → -Graphics-
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