25edo: Difference between revisions

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If 5/4 and 7/4 aren't good enough, it also does 17/16 and 19/16, just like 12EDO. In fact, on the [[k*N_subgroups|2*25 subgroup]] 2.9.5.7.33.39.17.19 it provides the same tuning and tempers out the same commas as 50et, which makes for a wide range of harmony.
If 5/4 and 7/4 aren't good enough, it also does 17/16 and 19/16, just like 12EDO. In fact, on the [[k*N_subgroups|2*25 subgroup]] 2.9.5.7.33.39.17.19 it provides the same tuning and tempers out the same commas as 50et, which makes for a wide range of harmony.
 
===Differences between distributionally-even scales and smaller edos===
{| class="wikitable"
|+
!N
!L-Nedo
!s-Nedo
|-
|2
|24¢
| -24¢
|-
|3
|32¢
| -16¢
|-
|4
|36¢
| -12¢
|-
|6
|40¢
| -8¢
|-
|7
|20.571¢
|  -27.429¢
|-
|8
|42¢
| -6¢
|-
|9
|10.667¢
| -37.333¢
|-
|10
|24¢
| -24¢
|-
|11
|34.909¢
|  -13.091¢
|-
|12
|44¢
| -4¢
|-
|13
|3.692¢
|  -44.308¢
|-
|14
|10.286¢
| -37.714¢
|-
|15
|16¢
|  -32¢
|-
|16
|21¢
| -27¢
|-
|17
| 25.412¢
| -22.588¢
|-
|18
|30.333¢
| -17.667¢
|-
| 19
|32.842¢
| -15.158¢
|-
|20
|36¢
| -12¢
|-
|21
|38.857¢
| -9.143¢
|-
|22
|41.4545¢
| -6.5455¢
|-
|23
|43.826¢
| -4.174¢
|-
|24
|46¢
| -2¢
|}
== Intervals ==
== Intervals ==