29edo: Revision history

8 February 2026

• curprev 00:0500:05, 8 February 2026 Vector talk contribs 10,313 bytes +87 No edit summary Tag: Visual edit

4 February 2026

• curprev 18:1818:18, 4 February 2026 Unque talk contribs 10,226 bytes −26 No edit summary Tag: Visual edit

25 January 2026

• curprev 17:0717:07, 25 January 2026 Inthar talk contribs m 10,252 bytes +14 →Machinoid

23 January 2026

• curprev 17:0417:04, 23 January 2026 Hkm talk contribs 10,238 bytes 0 →Intervals and Notation Tag: Visual edit
• curprev 16:4616:46, 23 January 2026 Hkm talk contribs 10,238 bytes +16 →Smitonic Tag: Visual edit
• curprev 16:4416:44, 23 January 2026 Hkm talk contribs 10,222 bytes +295 →Smitonic Tag: Visual edit
• curprev 16:2716:27, 23 January 2026 Hkm talk contribs 9,927 bytes −430 →Intervals and Notation Tag: Visual edit

16 January 2026

• curprev 19:3719:37, 16 January 2026 Unque talk contribs 10,357 bytes +38 Reworded Machinoid intro as compromised in Xengrove Tag: Visual edit

13 January 2026

• curprev 02:4802:48, 13 January 2026 Vector talk contribs 10,319 bytes +781 No edit summary Tag: Visual edit

12 January 2026

• curprev 22:3522:35, 12 January 2026 Unque talk contribs 9,538 bytes +9,538 Created page with "'''29 equal divisions of the octave''', or '''29edo''', is the tuning system which divides the 2/1 ratio into 29 equal parts of approximately 41.3 cents each. It is notable for its extremely accurate tuning of prime 3, and for unique melodic properties that proponents of the system consider particularly desirable. == Tuning Theory == === JI Approximation === While 29edo excels at prime 3, the rest of the primes up to 31 are relatively lacking. However, primes 5 t..." Tag: Visual edit