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

    iPablol

    2,705
    2,636
    🥇0
    🥈0
    🥉0

    5 / 131 Holes

    🔣

    4 / 65 Langs

    🏆

    8 / 114 Cheevos

    📅

    Abundant Numbers
    2,434th3,492nd3,613th3,323rd
    Fibonacci
    8,446th
    Fizz Buzz
    11,484th
    Ordinal Numbers
    1,824th
    Quine
    2,678th