List of edo-distinct 12et rank two temperaments

From Xenharmonic Wiki
Jump to navigation Jump to search

The temperaments listed are 12edo-distinct, meaning that they are all different even if tuned in 12edo. The ordering is by increasing complexity of 3. The temperament of lowest TE complexity supported by the 13-limit patent val was chosen as the representative for each class of edo-distinctness. For lower prime limits, see list of edo-distinct 12f rank two temperaments.

13-limit temperaments

Period,
generator
Name Complexity Comma list
12, 5 1.613 26/25 36/35 80/77 91/88
6, 1 1.753 45/44 50/49 64/63 65/63
4, 1 Augustus 1.497 26/25 36/35 45/44 56/55
3, 1 1.536 26/25 36/35 50/49 56/55
12, 1 1.944 36/35 52/49 80/77 91/88
2, 1 2.193 26/25 50/49 91/88 125/121