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Problem 641
Posted: Mon Nov 05, 2018 7:40 pm
by Cot-O-Bus
Can any body confirm following sequence <snipped by moderator>?
Thank you.
Re: Problem 641
Posted: Tue Nov 06, 2018 7:49 am
by kenbrooker
I can confirm the <snipped by moderator> but
I don't think it's within the spirit of
PE to confirm beyond the givens...
Re: Problem 641
Posted: Tue Nov 06, 2018 2:19 pm
by Animus
kenbrooker wrote: Tue Nov 06, 2018 7:49 am
I don't think it's within the spirit of
PE to confirm beyond the givens...
Yes, thanks for this comment, Ken. This is especially true when a problem is just a few days old.
Re: Problem 641
Posted: Tue Nov 06, 2018 5:55 pm
by mdean
I think I have some idea how to approach this problem, but I am completely lost by this thread, which seems to bear no resemblance to anything in problem 641...
Re: Problem 641
Posted: Tue Nov 06, 2018 7:56 pm
by hk
mdean wrote: Tue Nov 06, 2018 5:55 pm
I think I have some idea how to approach this problem, but I am completely lost by this thread, which seems to bear no resemblance to anything in problem 641...
Nothing is left in this thread to get lost.
Re: Problem 641
Posted: Tue Mar 05, 2019 10:57 pm
by yourmaths
A Long Row of Dice. No kidding. By my calculations, that many dice in a row is many orders of magnitude longer than the length of the observable universe.
Re: Problem 641
Posted: Sat Sep 12, 2020 9:03 am
by castrate
I got 69 for n=$10^8$, but the answer for $10^{36}$ was rejected. Can I PM someone for some higher results?
Edit:Solved the problem.