1287/1280 - Revision history

Lériendil at 16:51, 18 July 2025

2025-07-18T16:51:16Z

← Older revision		Revision as of 16:51, 18 July 2025
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	\| Comma = yes		\| Comma = yes
	}}		}}
	'''1287/1280''', the '''catadictma''', is a [[13-limit]] [[small comma]]. It is the amount by which a stack consisting of [[16/11]] and [[16/13]] falls short of [[9/5]], or the comma that, when tempered out, has [[4/3]] equidistant between [[13/10]] and [[11/8]]. It can be factored into simpler commas as ([[351/350]])([[385/384]]), or as ([[225/224]])([[1001/1000]]). In terms of superparticulars, it is ([[33/32]])/([[40/39]]). By tempering it out is defined the '''catadictmic temperament''', which enables the [[catadictmic chords]]. Adding [[676/675]] lets you efficiently incorporate 11-limit harmony into [[barbados]] chords.		'''1287/1280''', the '''catadictma''', is a [[13-limit]] [[small comma]]. It is the amount by which a stack consisting of [[16/11]] and [[16/13]] falls short of [[9/5]], or the comma that, when tempered out, has [[4/3]] equidistant between [[13/10]] and [[11/8]]. It can be factored into simpler commas as ([[351/350]])([[385/384]]), or as ([[225/224]])([[1001/1000]]). In terms of superparticulars, it is ([[33/32]])/([[40/39]]) and ({{S\|9}} = [[81/80]])/(S12 = [[144/143]]). By tempering it out is defined the '''catadictmic temperament''', which enables the [[catadictmic chords]]. Adding [[676/675]] lets you efficiently incorporate 11-limit harmony into [[barbados]] chords.

	== See also ==		== See also ==

Jerdle: Added another way to get this comma

2025-04-09T01:56:20Z

Added another way to get this comma

← Older revision		Revision as of 01:56, 9 April 2025
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	\| Comma = yes		\| Comma = yes
	}}		}}
	'''1287/1280''', the '''catadictma''', is a [[13-limit]] [[small comma]]. It is the amount by which a stack consisting of [[16/11]] and [[16/13]] falls short of [[9/5]]. It can be factored into simpler commas as ([[351/350]])([[385/384]]), or as ([[225/224]])([[1001/1000]]). In terms of superparticulars, it is ([[33/32]])/([[40/39]]). By tempering it out is defined the '''catadictmic temperament''', which enables the [[catadictmic chords]]. Adding [[676/675]] lets you efficiently incorporate 11-limit harmony into [[barbados]] chords.		'''1287/1280''', the '''catadictma''', is a [[13-limit]] [[small comma]]. It is the amount by which a stack consisting of [[16/11]] and [[16/13]] falls short of [[9/5]], or the comma that, when tempered out, has [[4/3]] equidistant between [[13/10]] and [[11/8]]. It can be factored into simpler commas as ([[351/350]])([[385/384]]), or as ([[225/224]])([[1001/1000]]). In terms of superparticulars, it is ([[33/32]])/([[40/39]]). By tempering it out is defined the '''catadictmic temperament''', which enables the [[catadictmic chords]]. Adding [[676/675]] lets you efficiently incorporate 11-limit harmony into [[barbados]] chords.

	== See also ==		== See also ==

BudjarnLambeth at 23:55, 15 November 2024

2024-11-15T23:55:19Z

← Older revision		Revision as of 23:55, 15 November 2024
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	[[Category:Catadictmic]]		[[Category:Catadictmic]]
			[[Category:Commas with unknown etymology]]

Yourmusic Productions: More relationships.

2024-02-28T11:00:47Z

More relationships.

← Older revision		Revision as of 11:00, 28 February 2024
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	\| Comma = yes		\| Comma = yes
	}}		}}
	'''1287/1280''', the '''catadictma''', is a [[13-limit]] [[small comma]]. It is the amount by which a stack consisting of [[16/11]] and [[16/13]] falls short of [[9/5]]. It can be factored into simpler commas as ([[351/350]])([[385/384]]), or as ([[225/224]])([[1001/1000]]). By tempering it out is defined the '''catadictmic temperament''', which enables the [[catadictmic chords]].		'''1287/1280''', the '''catadictma''', is a [[13-limit]] [[small comma]]. It is the amount by which a stack consisting of [[16/11]] and [[16/13]] falls short of [[9/5]]. It can be factored into simpler commas as ([[351/350]])([[385/384]]), or as ([[225/224]])([[1001/1000]]). In terms of superparticulars, it is ([[33/32]])/([[40/39]]). By tempering it out is defined the '''catadictmic temperament''', which enables the [[catadictmic chords]]. Adding [[676/675]] lets you efficiently incorporate 11-limit harmony into [[barbados]] chords.

	== See also ==		== See also ==

FloraC: +factorizations

2023-08-19T08:38:37Z

+factorizations

← Older revision		Revision as of 08:38, 19 August 2023
Line 4:		Line 4:
	\| Comma = yes		\| Comma = yes
	}}		}}
	'''1287/1280''', the '''catadictma''', is a [[13-limit]] [[small comma]]. It is the amount by which a stack consisting of [[16/11]] and [[16/13]] falls short of [[9/5]]. By tempering it out is defined the '''catadictmic temperament''', which enables the [[catadictmic chords]].		'''1287/1280''', the '''catadictma''', is a [[13-limit]] [[small comma]]. It is the amount by which a stack consisting of [[16/11]] and [[16/13]] falls short of [[9/5]]. It can be factored into simpler commas as ([[351/350]])([[385/384]]), or as ([[225/224]])([[1001/1000]]). By tempering it out is defined the '''catadictmic temperament''', which enables the [[catadictmic chords]].

	== See also ==		== See also ==

Xenllium: Created page with "{{Infobox Interval | Name = catadictma | Color name = 3o1og1, thologu 1sn,
Thologu comma | Comma = yes }} '''1287/1280''', the '''catadictma''', is a 13-limit small..."

2023-08-19T00:34:33Z

Created page with "{{Infobox Interval | Name = catadictma | Color name = 3o1og1, thologu 1sn, <br>Thologu comma | Comma = yes }} '''1287/1280''', the '''catadictma''', is a 13-limit small..."

New page

{{Infobox Interval
| Name = catadictma
| Color name = 3o1og1, thologu 1sn, <br>Thologu comma
| Comma = yes
}}
'''1287/1280''', the '''catadictma''', is a [[13-limit]] [[small comma]]. It is the amount by which a stack consisting of [[16/11]] and [[16/13]] falls short of [[9/5]]. By tempering it out is defined the '''catadictmic temperament''', which enables the [[catadictmic chords]].

== See also ==
* [[Small comma]]

[[Category:Catadictmic]]