Talk:20567edo

14 inconsistent pairs

I'm not sure of the notability given that, to be clear. —FloraC (talk) 09:37, 31 January 2026 (UTC)

The no-61 81-odd limit has a colossal number of intervals, 1288 to be exact. This behemoth consistently approximates 1260 of those (97.82%). Is there a smaller edo that approximates such a huge odd-limit, within some reasonable restrictions? The only one I can think about is 1600edo with the 45-odd-limit (424 intervals), on which only 39/25; 50/39 fail (99.53%) --Eufalesio (talk) 12:27, 2 February 2026 (UTC)

I'm not convinced that the percentage of consistently mapped intervals in an odd limit is a useful metric to start with, and imo odd limits stop being useful way before 81, in addition to the fact that 20567 is a giant mega-edo that is already noted to be consistent in the 57-odd-limit. Besides, you can eliminate 4 inconsistently mapped interval pairs and get an even higher percentage if you set the limit to 79, so I still don't see a reason to specifically note the 14 inconsistent pairs in the 81-odd-limit, I'm afraid. —FloraC (talk) 17:46, 2 February 2026 (UTC)