Ploidacot/Beta-tetracot: Difference between revisions

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{{Infobox ploidacot|Ploids=1|Shears=2|Cots=4|Pergen=[P8, P11/4]|Forms=11, 14, 17, 31|Title=Beta-tetracot|Wedgie=4}}

'''Beta-tetracot''' is a temperament archetype where the generator is a supermajor third of about ~~424–426¢~~, four of which make a perfect eleventh of [[8/3]], and the period is a [[2/1]] octave. Beta-tetracot temperaments typically generate the [[3L 5s]], [[3L 8s]], and [[3L 11s]] MOS scales, and containing all [[Ploidacot/Dicot|dicot]] intervals.

'''Beta-tetracot''' is a temperament archetype where the generator is a supermajor third of about 424–426{{c}}, four of which make a perfect eleventh of [[8/3]], and the period is a [[2/1]] octave. Beta-tetracot temperaments typically generate the [[3L 5s]], [[3L 8s]], and [[3L 11s]] MOS scales, and containing all [[Ploidacot/Dicot|dicot]] intervals.

Beta-tetracot temperaments often generate [[3L 14s]] or [[14L 3s]] as children, and for particularly sharp tunings [[11L 3s]].

Beta-tetracot temperaments often generate [[3L 14s]] or [[14L 3s]] as children, and for particularly sharp tunings [[11L 3s]].

== Intervals and notation ==

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== Temperament interpretations ==

An obvious interpretation for beta-tetracot is [[Squares|skwares]], where the generator is [[9/7]]~[[14/11]] and four of them make a perfect eleventh. Immediately it extends to full 11-limit squares (14c & 17c) and [[Smate family|smate]] (14 & 17c).

An obvious interpretation for beta-tetracot is [[Squares|skwares]], where the generator is {{nowrap|[[9/7]]~[[14/11]]}} and four of them make a perfect eleventh. Immediately it extends to full 11-limit squares ({{nowrap|14c & 17c}}) and [[Smate family|smate]] ({{nowrap|14 & 17c}}).

[[Category:Ploidacots|Beta-tetracot]]

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 {{Breadcrumb}}
 {{Infobox ploidacot|Ploids=1|Shears=2|Cots=4|Pergen=[P8, P11/4]|Forms=11, 14, 17, 31|Title=Beta-tetracot|Wedgie=4}}
-'''Beta-tetracot''' is a temperament archetype where the generator is a supermajor third of about 424–426¢, four of which make a perfect eleventh of [[8/3]], and the period is a [[2/1]] octave. Beta-tetracot temperaments typically generate the [[3L&nbsp;5s]], [[3L&nbsp;8s]], and [[3L&nbsp;11s]] MOS scales, and containing all [[Ploidacot/Dicot|dicot]] intervals.
+'''Beta-tetracot''' is a temperament archetype where the generator is a supermajor third of about 424–426{{c}}, four of which make a perfect eleventh of [[8/3]], and the period is a [[2/1]] octave. Beta-tetracot temperaments typically generate the [[3L&nbsp;5s]], [[3L&nbsp;8s]], and [[3L&nbsp;11s]] MOS scales, and containing all [[Ploidacot/Dicot|dicot]] intervals.
-Beta-tetracot temperaments often generate [[3L 14s]] or [[14L 3s]] as children, and for particularly sharp tunings [[11L 3s]].
+Beta-tetracot temperaments often generate [[3L&nbsp;14s]] or [[14L&nbsp;3s]] as children, and for particularly sharp tunings [[11L&nbsp;3s]].
 == Intervals and notation ==
@@ Line 143: / Line 143: @@
 == Temperament interpretations ==
-An obvious interpretation for beta-tetracot is [[Squares|skwares]], where the generator is [[9/7]]~[[14/11]] and four of them make a perfect eleventh. Immediately it extends to full 11-limit squares (14c & 17c) and [[Smate family|smate]] (14 & 17c).
+An obvious interpretation for beta-tetracot is [[Squares|skwares]], where the generator is {{nowrap|[[9/7]]~[[14/11]]}} and four of them make a perfect eleventh. Immediately it extends to full 11-limit squares ({{nowrap|14c & 17c}}) and [[Smate family|smate]] ({{nowrap|14 & 17c}}).
 [[Category:Ploidacots|Beta-tetracot]]