Comma and diesis: Difference between revisions

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* Any delta-3 interval smaller than 88/85

== In ~~edos~~ ==

== In EDOs ==

The following table lists the best tuning of 128/125, and other dieses or commas if present, in various significant [[edos]]. Not included are ~~edos~~ (i.e. those smaller than 15) where the best tuning is the unison, or 0{{c}}, or those where the best tuning is sharper than 60{{c}} (i.e. not a diesis or comma). Note that this does not depend on how each ~~edo~~ tunes the intervals that 128/125 might be derived from, only on which edostep is closest to 128/125's size.

The following table lists the best tuning of 128/125, and other dieses or commas if present, in various significant [[edos|EDOs]]. Not included are EDOs (i.e. those smaller than 15) where the best tuning is the unison, or 0{{c}}, or those where the best tuning is sharper than 60{{c}} (i.e. not a diesis or comma). Note that this does not depend on how each EDO tunes the intervals that 128/125 might be derived from, only on which edostep is closest to 128/125's size.

{| class="wikitable"

|-

! ~~Edo~~

! EDO

! 128/125

! Other commas and dieses

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However, there are, rarely, temperaments generated by commas. One example is [[slender]], where a stack of ten [[49/48]]'s equals [[5/4]].

== In ~~mos~~ scales ==

== In MOS scales ==

Intervals less than 100{{c}} generate the following [[mos]] scales:

Intervals less than 100{{c}} generate the following [[mos|MOS]] scales:

These tables start from the last monolarge ~~mos~~ generated by the interval range.

These tables start from the last monolarge MOS generated by the interval range.

Scales with more than 12 notes are not included.

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|-

! Range

! ~~Mos~~

! MOS

|-

| 0–100{{c}}

@@ Line 28: / Line 28: @@
 * Any delta-3 interval smaller than 88/85
-== In edos ==
+== In EDOs ==
-The following table lists the best tuning of 128/125, and other dieses or commas if present, in various significant [[edos]]. Not included are edos (i.e. those smaller than 15) where the best tuning is the unison, or 0{{c}}, or those where the best tuning is sharper than 60{{c}} (i.e. not a diesis or comma). Note that this does not depend on how each edo tunes the intervals that 128/125 might be derived from, only on which edostep is closest to 128/125's size.
+The following table lists the best tuning of 128/125, and other dieses or commas if present, in various significant [[edos|EDOs]]. Not included are EDOs (i.e. those smaller than 15) where the best tuning is the unison, or 0{{c}}, or those where the best tuning is sharper than 60{{c}} (i.e. not a diesis or comma). Note that this does not depend on how each EDO tunes the intervals that 128/125 might be derived from, only on which edostep is closest to 128/125's size.
 {| class="wikitable"
 |-
-! Edo
+! EDO
 ! 128/125
 ! Other commas and dieses
@@ Line 83: / Line 83: @@
 However, there are, rarely, temperaments generated by commas. One example is [[slender]], where a stack of ten [[49/48]]'s equals [[5/4]].
-== In mos scales ==
+== In MOS scales ==
-Intervals less than 100{{c}} generate the following [[mos]] scales:
+Intervals less than 100{{c}} generate the following [[mos|MOS]] scales:
-These tables start from the last monolarge mos generated by the interval range.
+These tables start from the last monolarge MOS generated by the interval range.
 Scales with more than 12 notes are not included.
@@ Line 93: / Line 93: @@
 |-
 ! Range
-! Mos
+! MOS
 |-
 | 0–100{{c}}