98edo: Difference between revisions

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{{Primes in edo|98}}
{{Primes in edo|98}}
Since 98 EDO has a step of 12.245 cents, it also allows one to use its MOS scales as circulating temperaments. As ''2*7*[[7edo]]'', It is the first ''km<sup>n</sup>'' EDO which does this and the first EDO which allows one to use a Magic MOS scale as a circulating temperament.
{| class="wikitable center-all"
|+ Circulating temperaments in 98 EDO
|-
! Tones
! Pattern
! L:s
|-
| 5
| [[3L 2s]]
| 20:19
|-
| 6
| [[2L 4s]]
| 17:16
|-
| 7
| ''[[7 EDO]]''
| ''equal''
|-
| 8
| [[2L 6s]]
| 13:12
|-
| 9
| [[8L 1s]]
| 11:10
|-
| 10
| [[8L 2s]]
| 10:9
|-
| 11
| [[10L 1s]]
| rowspan="2" | 9:8
|-
| 12
| [[2L 10s]]
|-
| 13
| [[7L 6s]]
| 8:7
|-
| 14
| ''[[14 EDO]]''
| ''equal''
|-
| 15
| [[8L 7s]]
| rowspan="2" | 7:6
|-
| 16
| 2L 14s
|-
| 17
| 13L 4s
| rowspan="3" | 6:5
|-
| 18
| 8L 10s
|-
| 19
| [[3L 16s]]
|-
| 20
| 18L 2s
| rowspan="5" | 5:4
|-
| 21
| 14L 7s
|-
| 22
| 10L 12s
|-
| 23
| 6L 17s
|-
| 24
| 2L 22s
|-
| 25
| 23L 2s
| rowspan="8" | 4:3
|-
| 26
| 20L 6s
|-
| 27
| 17L 10s
|-
| 28
| 14L 14s
|-
| 29
| 11L 18s
|-
| 30
| 8L 22s
|-
| 31
| 5L 26s
|-
| 32
| 2L 30s
|-
| 33
| 32L 1s
| rowspan="16" | 3:2
|-
| 34
| 30L 4s
|-
| 35
| 28L 7s
|-
| 36
| 26L 10s
|-
| 37
| 24L 13s
|-
| 38
| 22L 16s
|-
| 39
| 20L 19s
|-
| 40
| 18L 22s
|-
| 41
| 16L 25s
|-
| 42
| 14L 28s
|-
| 43
| 12L 31s
|-
| 44
| 10L 34s
|-
| 45
| 8L 37s
|-
| 46
| 6L 40s
|-
| 47
| 4L 43s
|-
| 48
| 2L 46s
|-
| 49
| ''[[49 EDO]]''
| ''equal''
|-
| 50
| 48L 2s
| rowspan="29" | 2:1
|-
| 51
| 47L 4s
|-
| 52
| 46L 6s
|-
| 53
| 45L 8s
|-
| 54
| 44L 10s
|-
| 55
| 43L 12s
|-
| 56
| 42L 14s
|-
| 57
| 41L 16s
|-
| 58
| 40L 18s
|-
| 59
| 39L 20s
|-
| 60
| 38L 22s
|-
| 61
| 37L 24s
|-
| 62
| 36L 26s
|-
| 63
| 35L 28s
|-
| 64
| 34L 30s
|-
| 65
| 33L 32s
|-
| 66
| 32L 34s
|-
| 67
| 31L 36s
|-
| 68
| 30L 38s
|-
| 69
| 29L 40s
|-
| 70
| 28L 42s
|-
| 71
| 27L 44s
|-
| 72
| 26L 46s
|-
| 73
| 25L 48s
|-
| 74
| 24L 50s
|-
| 75
| 23L 52s
|-
| 76
| 22L 54s
|-
| 77
| 21L 56s
|-
| 78
| 20L 58s
|}


[[Category:Equal divisions of the octave|##]] <!-- 2-digit number -->
[[Category:Equal divisions of the octave|##]] <!-- 2-digit number -->
[[Category:Meantone]]
[[Category:Meantone]]