19edo: Difference between revisions

* [[List of 19et rank two temperaments by complexity]]

* [[List of edo-distinct 19et rank two temperaments]]

Since 19 is prime, all rank-2 temperaments in 19edo have one period per octave (i.e. are linear). Therefore you can make a correspondence between intervals and the linear temperaments they generate.

|-

! Degree

! Interval

! MOSes

|-

| 1

| A2, d3

| [[1L 3s]], [[4L 1s]], <br>[[5L 4s]], [[5L 9s]]

|-

| 5

| m3

| [[3L 1s]], [[4L 3s]], <br>[[4L 7s]], [[4L 11s]]

|-

| 6

| M3

| [[3L 1s]], [[3L 4s]], [[3L 7s]], <br>[[3L 10s]], [[3L 13s]]

|-

| 7

| A3, d4

| [[3L 2s]], [[3L 5s]], [[8L 3s]]

|-

| 8

| A4

| [[2L 3s]], [[2L 5s]], [[2L 7s]], <br>[[2L 9s]], [[2L 11s]], [[2L 13s]], <br>[[2L 15s]]

|}