My attempt at figuring out what's special about 277777788888899?

in math •  6 years ago  (edited)

I ran across an interesting video by Numberphile about the number 277777788888899:

So I thought I'd "give it a go" ... in ruby:

per.rb

After running it a few times, to my surprise, I found 11 steps from 144983823277931:

$ ruby per.rb
Trying random number.
144983823277931 (digits: 15)
438939648 (digits: 9)
4478976 (digits: 7)
338688 (digits: 6)
27648 (digits: 5)
2688 (digits: 4)
768 (digits: 3)
336 (digits: 3)
54 (digits: 2)
20 (digits: 2)
0 (digits: 1)
Done.  Steps: 11

So yeah, that was fun.

Authors get paid when people like you upvote their post.
If you enjoyed what you read here, create your account today and start earning FREE STEEM!
Sort Order:  

Hi, @inertia!

You just got a 0.89% upvote from SteemPlus!
To get higher upvotes, earn more SteemPlus Points (SPP). On your Steemit wallet, check your SPP balance and click on "How to earn SPP?" to find out all the ways to earn.
If you're not using SteemPlus yet, please check our last posts in here to see the many ways in which SteemPlus can improve your Steem experience on Steemit and Busy.

Fun? hmm. lol

Hi @inertia!

Your post was upvoted by @steem-ua, new Steem dApp, using UserAuthority for algorithmic post curation!
Your UA account score is currently 6.905 which ranks you at #89 across all Steem accounts.
Your rank has improved 10 places in the last three days (old rank 99).

In our last Algorithmic Curation Round, consisting of 319 contributions, your post is ranked at #39.

Evaluation of your UA score:
  • You've built up a nice network.
  • The readers appreciate your great work!
  • Good user engagement!

Feel free to join our @steem-ua Discord server