Dimigenes comma - Revision history

BudjarnLambeth at 09:12, 3 November 2024

2024-11-03T09:12:48Z

← Older revision		Revision as of 09:12, 3 November 2024
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	'''3359375/3359232''', the '''dimigenes comma''', is a [[43-limit]] [[comma]], most notably present in the 2.3.5.43 subgroup. It is the difference between a stack of eight [[6/5]] minor thirds and 43/10, the latter being two octaves plus 43/40, a 43-limit minor second. While the name is constructed to evoke the name of a Greek philosopher, it is actually composed of ''dimi'', from ''diminished chord'', which is built by stacking minor thirds; and ''genes'', from [[Harry Partch's 43-tone scale\|Partch's Genesis scale]], which has 43 tones in an octave.		'''3359375/3359232''', the '''dimigenes comma''', is a [[43-limit]] [[comma]], most notably present in the 2.3.5.43 subgroup. It is the difference between a stack of eight [[6/5]] minor thirds and 43/10, the latter being two octaves plus 43/40, a 43-limit minor second. While the name is constructed to evoke the name of a Greek philosopher, it is actually composed of ''dimi'', from ''diminished chord'', which is built by stacking minor thirds; and ''genes'', from [[Harry Partch's 43-tone scale\|Partch's Genesis scale]], which has 43 tones in an octave.

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

Francium: +color name

2024-03-22T19:31:48Z

+color name

← Older revision		Revision as of 19:31, 22 March 2024
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	\| Ratio = 3359375/3359232		\| Ratio = 3359375/3359232
	\| Name = dimigenes comma		\| Name = dimigenes comma
			\| Color name = 43oy<sup>7</sup>-2, fothosepyo negative 2nd
	\| Comma = yes		\| Comma = yes
	}}		}}

	'''3359375/3359232''', the '''dimigenes comma''', is a [[43-limit]] [[comma]], most notably present in the 2.3.5.43 subgroup. It is the difference between a stack of eight [[6/5]] minor thirds and 43/10, the latter being two octaves plus 43/40, a 43-limit minor second. While the name is constructed to evoke the name of a Greek philosopher, it is actually composed of ''dimi'', from ''diminished chord'', which is built by stacking minor thirds; and ''genes'', from [[Harry Partch's 43-tone scale\|Partch's Genesis scale]], which has 43 tones in an octave.		'''3359375/3359232''', the '''dimigenes comma''', is a [[43-limit]] [[comma]], most notably present in the 2.3.5.43 subgroup. It is the difference between a stack of eight [[6/5]] minor thirds and 43/10, the latter being two octaves plus 43/40, a 43-limit minor second. While the name is constructed to evoke the name of a Greek philosopher, it is actually composed of ''dimi'', from ''diminished chord'', which is built by stacking minor thirds; and ''genes'', from [[Harry Partch's 43-tone scale\|Partch's Genesis scale]], which has 43 tones in an octave.

BudjarnLambeth: BudjarnLambeth moved page 3359375/3359232 to Dimigenes comma: Long comma number

2024-02-21T19:11:56Z

BudjarnLambeth moved page 3359375/3359232 to Dimigenes comma: Long comma number

← Older revision	Revision as of 19:11, 21 February 2024
(No difference)

Akselai: Created page with "{{Infobox Interval | Ratio = 3359375/3359232 | Name = dimigenes comma | Comma = yes }} '''3359375/3359232''', the '''dimigenes comma''', is a 43-limit comma, most not..."

2024-02-21T19:09:34Z

Created page with "{{Infobox Interval | Ratio = 3359375/3359232 | Name = dimigenes comma | Comma = yes }} '''3359375/3359232''', the '''dimigenes comma''', is a 43-limit comma, most not..."

New page

{{Infobox Interval
| Ratio = 3359375/3359232
| Name = dimigenes comma
| Comma = yes
}}

'''3359375/3359232''', the '''dimigenes comma''', is a [[43-limit]] [[comma]], most notably present in the 2.3.5.43 subgroup. It is the difference between a stack of eight [[6/5]] minor thirds and 43/10, the latter being two octaves plus 43/40, a 43-limit minor second. While the name is constructed to evoke the name of a Greek philosopher, it is actually composed of ''dimi'', from ''diminished chord'', which is built by stacking minor thirds; and ''genes'', from [[Harry Partch's 43-tone scale|Partch's Genesis scale]], which has 43 tones in an octave.