Heptacot comma - Revision history

FloraC: Cleanup

2025-08-23T11:00:05Z

Cleanup

← Older revision		Revision as of 11:00, 23 August 2025
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	The '''heptacot comma''' is a [[5-limit]] [[~~small~~ comma]] measuring ~~roughly 10~~ [[cent~~\|cents~~]]. Tempering it out gives the [[~~Rank~~-2 temperament\|rank-2]] [[~~Schismic–Pythagorean equivalence continuum#Heptacot\|~~heptacot ~~temperament~~]], which divides the perfect fifth into 7 equal parts. Notable [[~~EDO\|EDOs~~]] that ~~supports~~ this temperament include [[12edo\|12]] and [[311edo\|311]].		The '''heptacot comma''' is a [[small comma\|small]] [[5-limit]] [[comma]] measuring about 9.78 [[cent]]s. [[Tempering out]] this comma gives the [[rank-2 temperament\|rank-2]] [[heptacot]] temperament, which divides the [[3/2\|perfect fifth]] into 7 equal parts. Notable [[edo]]s that [[support]] this temperament include [[12edo\|12]] and [[311edo\|311]].

	== Etymology ==		== Etymology ==
	This comma was discovered and named in 2024 by [[~~User:Tristanbay\|~~Tristan Bay]]. The name comes from the fact that the associated temperament divides the perfect fifth into 7 equal parts, as mentioned above.		This comma was discovered and named in 2024 by [[Tristan Bay]]. The name comes from the fact that the associated temperament divides the perfect fifth into 7 equal parts, as mentioned above.

	[[Category:Commas named for how they divide the fifth]]		[[Category:Commas named for how they divide the fifth]]

ArrowHead294 at 16:19, 10 December 2024

2024-12-10T16:19:07Z

← Older revision		Revision as of 16:19, 10 December 2024
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	The '''heptacot comma''' is a [[5-limit]] [[small comma]] measuring roughly 10 [[cent\|cents]]. Tempering it out gives the [[Rank-2 temperament\|rank-2]] [[~~Schismic-Pythagorean~~ equivalence continuum#Heptacot\|heptacot temperament]], which divides the perfect fifth into 7 equal parts. Notable [[EDO\|EDOs]] that supports this temperament include [[12edo\|12]] and [[311edo\|311]].		The '''heptacot comma''' is a [[5-limit]] [[small comma]] measuring roughly 10 [[cent\|cents]]. Tempering it out gives the [[Rank-2 temperament\|rank-2]] [[Schismic–Pythagorean equivalence continuum#Heptacot\|heptacot temperament]], which divides the perfect fifth into 7 equal parts. Notable [[EDO\|EDOs]] that supports this temperament include [[12edo\|12]] and [[311edo\|311]].

	== Etymology ==		== Etymology ==

BudjarnLambeth at 00:23, 4 November 2024

2024-11-04T00:23:31Z

← Older revision		Revision as of 00:23, 4 November 2024
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	This comma was discovered and named in 2024 by [[User:Tristanbay\|Tristan Bay]]. The name comes from the fact that the associated temperament divides the perfect fifth into 7 equal parts, as mentioned above.		This comma was discovered and named in 2024 by [[User:Tristanbay\|Tristan Bay]]. The name comes from the fact that the associated temperament divides the perfect fifth into 7 equal parts, as mentioned above.

	[[Category:Commas named for ~~their regular temperament properties~~]]		[[Category:Commas named for how they divide the fifth]]

BudjarnLambeth at 08:58, 3 November 2024

2024-11-03T08:58:58Z

← Older revision		Revision as of 08:58, 3 November 2024
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	== Etymology ==		== Etymology ==
	This comma was discovered and named in 2024 by [[User:Tristanbay\|Tristan Bay]]. The name comes from the fact that the associated temperament divides the perfect fifth into 7 equal parts, as mentioned above.		This comma was discovered and named in 2024 by [[User:Tristanbay\|Tristan Bay]]. The name comes from the fact that the associated temperament divides the perfect fifth into 7 equal parts, as mentioned above.

			[[Category:Commas named for their regular temperament properties]]

Akselai at 14:22, 28 April 2024

2024-04-28T14:22:38Z

← Older revision		Revision as of 14:22, 28 April 2024
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	}}		}}

	The '''heptacot comma''' is a [[5-limit]] [[small comma]] measuring roughly 10 [[cent\|cents]]. Tempering it out gives the [[Rank-2 temperament\|rank-2]] [[~~heptacot~~\|heptacot temperament]], which divides the perfect fifth into 7 equal parts. Notable [[EDO\|EDOs]] that supports this temperament include [[12edo\|12]] and [[311edo\|311]].		The '''heptacot comma''' is a [[5-limit]] [[small comma]] measuring roughly 10 [[cent\|cents]]. Tempering it out gives the [[Rank-2 temperament\|rank-2]] [[Schismic-Pythagorean equivalence continuum#Heptacot\|heptacot temperament]], which divides the perfect fifth into 7 equal parts. Notable [[EDO\|EDOs]] that supports this temperament include [[12edo\|12]] and [[311edo\|311]].

	== Etymology ==		== Etymology ==
	This comma was discovered and named in 2024 by [[User:Tristanbay\|Tristan Bay]]. The name comes from the fact that the associated temperament divides the perfect fifth into 7 equal parts, as mentioned above.		This comma was discovered and named in 2024 by [[User:Tristanbay\|Tristan Bay]]. The name comes from the fact that the associated temperament divides the perfect fifth into 7 equal parts, as mentioned above.

Tristanbay: Fixed a link

2024-04-27T20:57:17Z

Fixed a link

← Older revision		Revision as of 20:57, 27 April 2024
Line 6:		Line 6:
	}}		}}

	The '''heptacot comma''' is a [[5-limit]] [[small comma]] measuring roughly 10 [[cent\|cents]]. Tempering it out gives the [[rank-2]] [[heptacot\|heptacot temperament]], which divides the perfect fifth into 7 equal parts. Notable [[EDO\|EDOs]] that supports this temperament include [[12edo\|12]] and [[311edo\|311]].		The '''heptacot comma''' is a [[5-limit]] [[small comma]] measuring roughly 10 [[cent\|cents]]. Tempering it out gives the [[Rank-2 temperament\|rank-2]] [[heptacot\|heptacot temperament]], which divides the perfect fifth into 7 equal parts. Notable [[EDO\|EDOs]] that supports this temperament include [[12edo\|12]] and [[311edo\|311]].

	== Etymology ==		== Etymology ==
	This comma was discovered and named in 2024 by [[User:Tristanbay\|Tristan Bay]]. The name comes from the fact that the associated temperament divides the perfect fifth into 7 equal parts, as mentioned above.		This comma was discovered and named in 2024 by [[User:Tristanbay\|Tristan Bay]]. The name comes from the fact that the associated temperament divides the perfect fifth into 7 equal parts, as mentioned above.

Tristanbay: Created the page for the heptacot comma

2024-04-27T20:56:06Z

Created the page for the heptacot comma

New page

{{Infobox Interval
| Monzo = 86 -44 -7
| Name = heptacot comma
| Color name = sepsa-sepgu 7th, s<sup>7</sup>g<sup>7</sup>7, sepsa-sepgu comma
| Comma = true
}}

The '''heptacot comma''' is a [[5-limit]] [[small comma]] measuring roughly 10 [[cent|cents]]. Tempering it out gives the [[rank-2]] [[heptacot|heptacot temperament]], which divides the perfect fifth into 7 equal parts. Notable [[EDO|EDOs]] that supports this temperament include [[12edo|12]] and [[311edo|311]].

== Etymology ==
This comma was discovered and named in 2024 by [[User:Tristanbay|Tristan Bay]]. The name comes from the fact that the associated temperament divides the perfect fifth into 7 equal parts, as mentioned above.