351/350 - Revision history

BudjarnLambeth at 00:01, 16 November 2024

2024-11-16T00:01:24Z

← Older revision		Revision as of 00:01, 16 November 2024
Line 19:		Line 19:

	[[Category:Ratwolf]]		[[Category:Ratwolf]]
			[[Category:Commas with unknown etymology]]

FloraC: +commatic relations

2024-06-22T13:27:42Z

+commatic relations

← Older revision		Revision as of 13:27, 22 June 2024
Line 7:		Line 7:
	The '''ratwolfsma''', '''351/350''', is a [[13-limit]] no-eleven [[comma]] measuring about 4.9 cents. It is the difference between [[28/27]] and [[26/25]], between [[81/70]] and [[15/13]], and between [[35/27]] and [[13/10]].		The '''ratwolfsma''', '''351/350''', is a [[13-limit]] no-eleven [[comma]] measuring about 4.9 cents. It is the difference between [[28/27]] and [[26/25]], between [[81/70]] and [[15/13]], and between [[35/27]] and [[13/10]].

	In terms of commas, it is [[~~4375~~/~~4374~~]] ~~small of~~ [[325/324]]~~, and it~~ factors into ([[676/675]])([[729/728]]), ([[540/539]])([[1001/1000]]), ([[441/440]])([[1716/1715]]), or ([[364/363]])([[9801/9800]]).		In terms of commas, it often arises as the following differences: ([[78/77]])/([[100/99]]), ([[81/80]])([[105/104]]), ([[126/125]])([[196/195]]), ([[225/224]])/([[625/624]]), and ([[325/324]])([[4375/4374]]). It factors into ([[676/675]])([[729/728]]), ([[540/539]])([[1001/1000]]), ([[441/440]])([[1716/1715]]), or ([[364/363]])([[9801/9800]]).

	351/350 and [[352/351]], the major minthma, are extremely close in size and make up a consecutive pair of 13-limit superparticular commas. Their difference is [[chalmersia\|123201/123200]], the chalmersia, the smallest 13-limit superparticular comma; their sum is [[176/175]], the valinorsma, an 11-limit superparticular comma.		351/350 and [[352/351]], the major minthma, are extremely close in size and make up a consecutive pair of 13-limit superparticular commas. Their difference is [[chalmersia\|123201/123200]], the chalmersia, the smallest 13-limit superparticular comma; their sum is [[176/175]], the valinorsma, an 11-limit superparticular comma.

Xenllium at 06:21, 17 January 2024

2024-01-17T06:21:23Z

← Older revision		Revision as of 06:21, 17 January 2024
Line 9:		Line 9:
	In terms of commas, it is [[4375/4374]] small of [[325/324]], and it factors into ([[676/675]])([[729/728]]), ([[540/539]])([[1001/1000]]), ([[441/440]])([[1716/1715]]), or ([[364/363]])([[9801/9800]]).		In terms of commas, it is [[4375/4374]] small of [[325/324]], and it factors into ([[676/675]])([[729/728]]), ([[540/539]])([[1001/1000]]), ([[441/440]])([[1716/1715]]), or ([[364/363]])([[9801/9800]]).

	351/350 and [[352/351]], the minthma, are extremely close in size and make up a consecutive pair of 13-limit superparticular commas. Their difference is [[chalmersia\|123201/123200]], the ~~chalmersma~~, the smallest 13-limit superparticular comma; their sum is [[176/175]], the valinorsma, an 11-limit superparticular comma.		351/350 and [[352/351]], the major minthma, are extremely close in size and make up a consecutive pair of 13-limit superparticular commas. Their difference is [[chalmersia\|123201/123200]], the chalmersia, the smallest 13-limit superparticular comma; their sum is [[176/175]], the valinorsma, an 11-limit superparticular comma.

	Tempering it out leads to the rank-five '''ratwolfsmic temperament''', or in the 2.3.5.7.13 subgroup '''ratwolf temperament''', and enables the [[ratwolfsmic chords]].		Tempering it out leads to the rank-five '''ratwolfsmic temperament''', or in the 2.3.5.7.13 subgroup '''ratwolf temperament''', and enables the [[ratwolfsmic chords]].

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

Xenllium at 23:24, 18 August 2023

2023-08-18T23:24:48Z

← Older revision		Revision as of 23:24, 18 August 2023
Line 1:		Line 1:
	{{Infobox Interval		{{Infobox Interval
	\| Name = ratwolfsma		\| Name = ratwolfsma
	\| Color name = 3orgg1, thorugugu 1sn,<br>Thorugugu comma		\| Color name = 3orgg1, thorugugu 1sn, <br>Thorugugu comma
	\| Comma = yes		\| Comma = yes
	}}		}}

	The '''ratwolfsma''', '''351/350''', is a [[13-limit]] no-11 [[comma]] measuring about 4.9 cents. It is the difference between [[28/27]] and [[26/25]], between [[81/70]] and [[15/13]], and between [[35/27]] and [[13/10]].		The '''ratwolfsma''', '''351/350''', is a [[13-limit]] no-eleven [[comma]] measuring about 4.9 cents. It is the difference between [[28/27]] and [[26/25]], between [[81/70]] and [[15/13]], and between [[35/27]] and [[13/10]].

	In terms of commas, it is [[4375/4374]] small of [[325/324]], and it factors into ([[676/675]])([[729/728]]), ([[540/539]])([[1001/1000]]), ([[441/440]])([[1716/1715]]), or ([[364/363]])([[9801/9800]]).		In terms of commas, it is [[4375/4374]] small of [[325/324]], and it factors into ([[676/675]])([[729/728]]), ([[540/539]])([[1001/1000]]), ([[441/440]])([[1716/1715]]), or ([[364/363]])([[9801/9800]]).
Line 11:		Line 11:
	351/350 and [[352/351]], the minthma, are extremely close in size and make up a consecutive pair of 13-limit superparticular commas. Their difference is [[chalmersia\|123201/123200]], the chalmersma, the smallest 13-limit superparticular comma; their sum is [[176/175]], the valinorsma, an 11-limit superparticular comma.		351/350 and [[352/351]], the minthma, are extremely close in size and make up a consecutive pair of 13-limit superparticular commas. Their difference is [[chalmersia\|123201/123200]], the chalmersma, the smallest 13-limit superparticular comma; their sum is [[176/175]], the valinorsma, an 11-limit superparticular comma.

	Tempering it out leads to the rank-five '''ratwolf temperament''', ~~enabling~~ the [[~~ratwolf triad~~]].		Tempering it out leads to the rank-five '''ratwolfsmic temperament''', or in the 2.3.5.7.13 subgroup '''ratwolf temperament''', and enables the [[ratwolfsmic chords]].

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

TallKite at 21:25, 11 January 2023

2023-01-11T21:25:58Z

← Older revision		Revision as of 21:25, 11 January 2023
Line 1:		Line 1:
	{{Infobox Interval		{{Infobox Interval
	\| Name = ratwolfsma		\| Name = ratwolfsma
			\| Color name = 3orgg1, thorugugu 1sn,<br>Thorugugu comma
	\| Comma = yes		\| Comma = yes
	}}		}}

Plumtree: Normalising usage of Infobox Interval

2022-10-25T15:14:15Z

Normalising usage of Infobox Interval

← Older revision		Revision as of 15:14, 25 October 2022
Line 1:		Line 1:
	{{Infobox Interval		{{Infobox Interval
	~~\| Ratio = 351/350~~
	~~\| Monzo = -1 3 -2 -1 0 1~~
	~~\| Cents = 4.93933~~
	\| Name = ratwolfsma		\| Name = ratwolfsma
	\| ~~Color name =~~		\| Comma = yes
	~~\| FJS name = d1<sup>13</sup><sub>25, 7</sub>~~
	~~\| Sound~~ =
	}}		}}

Line 22:		Line 17:
	* [[List of superparticular intervals]]		* [[List of superparticular intervals]]

	~~[[Category:13-limit]]~~
	~~[[Category:Small commas]]~~
	[[Category:Ratwolf]]		[[Category:Ratwolf]]
	~~[[Category:Superparticular]]~~

Fredg999 category edits: Moving from Category:Small comma to Category:Small commas using Cat-a-lot

2022-03-20T21:59:56Z

Moving from Category:Small comma to Category:Small commas using Cat-a-lot

← Older revision		Revision as of 21:59, 20 March 2022
Line 23:		Line 23:

	[[Category:13-limit]]		[[Category:13-limit]]
	[[Category:Small ~~comma~~]]		[[Category:Small commas]]
	[[Category:Ratwolf]]		[[Category:Ratwolf]]
	[[Category:Superparticular]]		[[Category:Superparticular]]

FloraC: -typo

2022-03-08T13:38:29Z

-typo

← Older revision		Revision as of 13:38, 8 March 2022
Line 11:		Line 11:
	The '''ratwolfsma''', '''351/350''', is a [[13-limit]] no-11 [[comma]] measuring about 4.9 cents. It is the difference between [[28/27]] and [[26/25]], between [[81/70]] and [[15/13]], and between [[35/27]] and [[13/10]].		The '''ratwolfsma''', '''351/350''', is a [[13-limit]] no-11 [[comma]] measuring about 4.9 cents. It is the difference between [[28/27]] and [[26/25]], between [[81/70]] and [[15/13]], and between [[35/27]] and [[13/10]].

	In terms of commas, it is [[4375/4374]] small of [[325/324]], and it factors into ([[676/675]])([[729/728]]), ([[540/539]])([[1001/1000]]), or ([[441/440]])([[1716/1715]]), or ([[364/363]])([[9801/9800]]).		In terms of commas, it is [[4375/4374]] small of [[325/324]], and it factors into ([[676/675]])([[729/728]]), ([[540/539]])([[1001/1000]]), ([[441/440]])([[1716/1715]]), or ([[364/363]])([[9801/9800]]).

	351/350 and [[352/351]], the minthma, are extremely close in size and make up a consecutive pair of 13-limit superparticular commas. Their difference is [[chalmersia\|123201/123200]], the chalmersma, the smallest 13-limit superparticular comma; their sum is [[176/175]], the valinorsma, an 11-limit superparticular comma.		351/350 and [[352/351]], the minthma, are extremely close in size and make up a consecutive pair of 13-limit superparticular commas. Their difference is [[chalmersia\|123201/123200]], the chalmersma, the smallest 13-limit superparticular comma; their sum is [[176/175]], the valinorsma, an 11-limit superparticular comma.

FloraC: +other factorizations

2022-03-08T13:38:00Z

+other factorizations

← Older revision		Revision as of 13:38, 8 March 2022
Line 11:		Line 11:
	The '''ratwolfsma''', '''351/350''', is a [[13-limit]] no-11 [[comma]] measuring about 4.9 cents. It is the difference between [[28/27]] and [[26/25]], between [[81/70]] and [[15/13]], and between [[35/27]] and [[13/10]].		The '''ratwolfsma''', '''351/350''', is a [[13-limit]] no-11 [[comma]] measuring about 4.9 cents. It is the difference between [[28/27]] and [[26/25]], between [[81/70]] and [[15/13]], and between [[35/27]] and [[13/10]].

	In terms of commas, it is ~~[[9801/9800]] large of [[364/363]], and~~ [[4375/4374]] small of [[325/324]], and it factors into ([[676/675]])([[729/728]]).		In terms of commas, it is [[4375/4374]] small of [[325/324]], and it factors into ([[676/675]])([[729/728]]), ([[540/539]])([[1001/1000]]), or ([[441/440]])([[1716/1715]]), or ([[364/363]])([[9801/9800]]).

	351/350 and [[352/351]], the minthma, are extremely close in size and make up a consecutive pair of 13-limit superparticular commas. Their difference is [[chalmersia\|123201/123200]], the chalmersma, the smallest 13-limit superparticular comma; their sum is [[176/175]], the valinorsma, an 11-limit superparticular comma.		351/350 and [[352/351]], the minthma, are extremely close in size and make up a consecutive pair of 13-limit superparticular commas. Their difference is [[chalmersia\|123201/123200]], the chalmersma, the smallest 13-limit superparticular comma; their sum is [[176/175]], the valinorsma, an 11-limit superparticular comma.

FloraC: Cleanup

2022-03-08T13:34:40Z

Cleanup

← Older revision		Revision as of 13:34, 8 March 2022
Line 1:		Line 1:
	{{Infobox Interval		{{Infobox Interval
	~~\| Icon =~~
	\| Ratio = 351/350		\| Ratio = 351/350
	\| Monzo = -1 3 -2 -1 0 1		\| Monzo = -1 3 -2 -1 0 1
Line 16:		Line 15:
	351/350 and [[352/351]], the minthma, are extremely close in size and make up a consecutive pair of 13-limit superparticular commas. Their difference is [[chalmersia\|123201/123200]], the chalmersma, the smallest 13-limit superparticular comma; their sum is [[176/175]], the valinorsma, an 11-limit superparticular comma.		351/350 and [[352/351]], the minthma, are extremely close in size and make up a consecutive pair of 13-limit superparticular commas. Their difference is [[chalmersia\|123201/123200]], the chalmersma, the smallest 13-limit superparticular comma; their sum is [[176/175]], the valinorsma, an 11-limit superparticular comma.

	Tempering it out leads to the rank-five ratwolf temperament, enabling the [[ratwolf triad]].		Tempering it out leads to the rank-five '''ratwolf temperament''', enabling the [[ratwolf triad]].

	== See also ==		== See also ==
	* [[Ratwolf triad]]		* [[Ratwolf triad]]
	* [[~~Comma~~]]		* [[Small comma]]
	* [[List of superparticular intervals]]		* [[List of superparticular intervals]]

	[[Category:13-limit]]		[[Category:13-limit]]
	[[Category:Small comma]]		[[Category:Small comma]]
	~~[[Category:Ratio]]~~
	[[Category:Ratwolf]]		[[Category:Ratwolf]]
	[[Category:Superparticular]]		[[Category:Superparticular]]