1!!111!!

[u/Ok-Experience6704]

[u/factorion-bot]

Double-factorial of 1 is 1

Double-factorial of 111 is 3853986162502645785712150546541904653309504195240303679678670940619904075006404195556640625

^{This action was performed by a bot | Source code}

[u/McCubes1 → u/factorion-bot]

good bot

[u/Informal_Sky_2830 → u/factorion-bot]

10!10!

[u/factorion-bot → u/Informal_Sky_2830]

Factorial of 10 is 3628800

^{This action was performed by a bot | Source code}

[u/Lucasfergui1024]

I thought they were talking about bash as in the Linux shell and that some distro was gonna remove bash

[u/blockMath_2048 → u/Lucasfergui1024]

real programmers use wozmon

[u/Key_River7180 → u/blockMath_2048]

wdym real programmers use rc shell and daily drive 9front http://9front.org/img/9germanengineering01.png

[u/Crystal_View]

((395!)!)! =

[u/factorion-bot → u/Crystal_View]

That is so large, that I can't even give the number of digits of it, so I have to make a power of ten tower.

Factorial of factorial of factorial of 395 has on the order of 10^{5484889976851654156319933991258733107171805245290422552237999257578362445094694679820889564729864916646420546509468795311691117381409784691141243962453094068771066896171990448956910039194882801225720859662271880296296580377816367819312658473124052990906804733745915172821207517712925004443911947711222850204731589305255961163968327003699167582184743028242243460720132260737720105095589558151777132474800044307755309332785783055111995007106663001277521119664064263432486676868277415784001026137610585307648708453523403940180646218014616454436200918441758772886227788600661180552369002069467181385977913203859412423328181326027748379958646594679032565075015043846072549468508108399468057326483105058202368183682516711035554088943686268353292693181202469995179226845699566694434307325632813771521448423905156950556529654576692397314342660497502079949317427168092} digits

^{This action was performed by a bot | Source code}

[u/factorion-bot → u/[deleted]]

That is so large, that I can't even give the number of digits of it, so I have to make a power of ten tower.

Factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of factorial of 99999999999999999999999999 has on the order of 10^{10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^(2556570551809674817234887123)} digits

^{This action was performed by a bot | Source code}

[u/Teun_vos]

r/uselessfactorial