Neutral second: Difference between revisions

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=== By prime limit ===

The [[3-limit]] does not have a simple neutral second, so we start with the 5-limit:

* The 5-limit acute minor second or large limma is a ratio of [[27/25]], and is about 133{{c}}.

* The 5-limit ~~'''~~acute minor second~~'''~~ or ~~'''~~large limma~~'''~~ is a ratio of [[27/25]], and is about 133{{c}}.

* The 7-limit septimal neutral second is a ratio of [[35/32]], and is about 155{{c}}.

* The 7-limit ~~'''~~septimal neutral second~~'''~~ is a ratio of [[35/32]], and is about 155{{c}}.

** There is also a 7-limit swetismic neutral second, which is a ratio of [[49/45]], and is about 147{{c}}.

** There is also a 7-limit ~~'''~~swetismic neutral second~~'''~~, which is a ratio of [[49/45]], and is about 147{{c}}.

* The 11-limit (undecimal) neutral/submajor seconds are the ratios of [[12/11]] and [[11/10]], which are about 151{{c}} and 165{{c}}, respectively; 11/10 in particular can also be analyzed as a [[major second]]. Despite that, it is also here for completeness.

* The 11-limit ~~'''~~(undecimal) neutral/submajor seconds~~'''~~ are the ratios of [[12/11]] and [[11/10]], which are about 151{{c}} and 165{{c}}, respectively; 11/10 in particular can also be analyzed as a [[major second]]. Despite that, it is also here for completeness.

* The 13-limit (tridecimal) neutral/supraminor seconds are the ratios of [[14/13]] and [[13/12]], which are about 128{{c}} and 139{{c}}, respectively; 14/13 in particular can also be analyzed as a [[semitone]]. Despite that, it is also here for completeness.

* The 13-limit ~~'''~~(tridecimal) neutral/supraminor seconds~~'''~~ are the ratios of [[14/13]] and [[13/12]], which are about 128{{c}} and 139{{c}}, respectively; 14/13 in particular can also be analyzed as a [[semitone]]. Despite that, it is also here for completeness.

== In mos scales ==

Intervals between 120 and 171{{c}} generate the following [[mos]] scales:

Intervals between 120 and 171{{c}} generate the following [[mos]] scales. These tables start from the last monolarge mos generated by the interval range. Scales with more than 12 notes are not included.

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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@@ Line 20: / Line 20: @@
 === By prime limit ===
 The [[3-limit]] does not have a simple neutral second, so we start with the 5-limit:
+* The 5-limit acute minor second or large limma is a ratio of [[27/25]], and is about 133{{c}}.
-* The 5-limit '''acute minor second''' or '''large limma''' is a ratio of [[27/25]], and is about 133{{c}}.
+* The 7-limit septimal neutral second is a ratio of [[35/32]], and is about 155{{c}}.
-* The 7-limit '''septimal neutral second''' is a ratio of [[35/32]], and is about 155{{c}}.
+** There is also a 7-limit swetismic neutral second, which is a ratio of [[49/45]], and is about 147{{c}}.
-** There is also a 7-limit '''swetismic neutral second''', which is a ratio of [[49/45]], and is about 147{{c}}.
+* The 11-limit (undecimal) neutral/submajor seconds are the ratios of [[12/11]] and [[11/10]], which are about 151{{c}} and 165{{c}}, respectively; 11/10 in particular can also be analyzed as a [[major second]]. Despite that, it is also here for completeness.
-* The 11-limit '''(undecimal) neutral/submajor seconds''' are the ratios of [[12/11]] and [[11/10]], which are about 151{{c}} and 165{{c}}, respectively; 11/10 in particular can also be analyzed as a [[major second]]. Despite that, it is also here for completeness.
+* The 13-limit (tridecimal) neutral/supraminor seconds are the ratios of [[14/13]] and [[13/12]], which are about 128{{c}} and 139{{c}}, respectively; 14/13 in particular can also be analyzed as a [[semitone]]. Despite that, it is also here for completeness.
-* The 13-limit '''(tridecimal) neutral/supraminor seconds''' are the ratios of [[14/13]] and [[13/12]], which are about 128{{c}} and 139{{c}}, respectively; 14/13 in particular can also be analyzed as a [[semitone]]. Despite that, it is also here for completeness.
 == In mos scales ==
-Intervals between 120 and 171{{c}} generate the following [[mos]] scales:
+Intervals between 120 and 171{{c}} generate the following [[mos]] scales. These tables start from the last monolarge mos generated by the interval range. Scales with more than 12 notes are not included.
-These tables start from the last monolarge mos generated by the interval range.
-Scales with more than 12 notes are not included.
 {| class="wikitable"