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    The Nim hole will go live in approximately . Why not try and solve it ahead of time?

    dokutan (they/them)

    104,244
    •
    107,428
    🦄2
    •
    💎51
    •
    🥇277
    •
    🥈288
    •
    🥉537

    ⛳

    131 / 131 Holes

    🔣

    65 / 65 Langs

    🏆

    104 / 114 Cheevos

    📅

    Factorial Factorisation in OCaml in Bytes Play Hole

    4th in OCaml and 844th overall.

    Last tested .

    Runtime of .

    Bytes Chars Submitted
    875 875
    876 876
    878 878