Creating digits of pi

[brickviking]

(02-07-2018 10:30 PM)TASP Wrote:  LOL, this topic makes my brain hurt.

Thanx !!!

And I thought I had it tough! I had to google for the set theory symbols for "not in a set", I haven't done this sort of thing since 1984! So far, the only way I've found to partially solve my problem is: generate all N digits of pi with PI50G from 3.14...., keeping the last x digits. I think that's the only feasible way to do it, and is infeasible after a certain number of N, at least on a 50G. It would be larger for calculators with more storage such as the Prime—assuming a PI50G equivalent on that platform, but would still eventually run into problems.

(Post 171)