Major seventh chord - Revision history

Fitzgerald Lee: Fixed Wikipedia link thingy

2024-10-27T10:16:14Z

Fixed Wikipedia link thingy

← Older revision		Revision as of 10:16, 27 October 2024
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	{{Wikipedia}}		{{Wikipedia\|Major seventh chord}}

	A '''major seventh chord''' is a [[tetrad]] comprising a root, [[major]] third, [[perfect]] fifth, and major seventh.		A '''major seventh chord''' is a [[tetrad]] comprising a root, [[major]] third, [[perfect]] fifth, and major seventh.

Bcmills: /* JI Tunings */

2024-08-14T05:11:24Z

JI Tunings

← Older revision		Revision as of 05:11, 14 August 2024
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	A '''major seventh chord''' is a [[tetrad]] comprising a root, [[major]] third, [[perfect]] fifth, and major seventh.		A '''major seventh chord''' is a [[tetrad]] comprising a root, [[major]] third, [[perfect]] fifth, and major seventh.

	== ~~JI Tunings~~ ==		== In just intonation ==

	In the [[5-limit]]:		In the [[5-limit]]:

Bcmills: list 3-limit later, since the 243-odd 3-limit chord appears to be a tempered approximation of the 15-odd 5-limit one

2024-08-14T03:40:55Z

list 3-limit later, since the 243-odd 3-limit chord appears to be a tempered approximation of the 15-odd 5-limit one

← Older revision		Revision as of 03:40, 14 August 2024
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	== JI Tunings ==		== JI Tunings ==

			In the [[5-limit]]:
			* [[8:10:12:15]] is found on on the I ({{Frac\|1\|1}}) and IV ({{Frac\|4\|3}}) of Ptolemy's intense diatonic scale ([[Zarlino]]), perhaps the most common [[5-limit]] diatonic.

	In the [[3-limit]]:		In the [[3-limit]]:
	* [[128:162:192:243]] spans five octave-reduced fifths, and may be considered a 3-limit approximation of 8:10:12:15.		* [[128:162:192:243]] spans five octave-reduced fifths, and may be considered a 3-limit approximation of 8:10:12:15.

	~~In the [[5-limit]]:~~
	* [[8:10:12:15]] is found on on the I ({{Frac\|1\|1}}) and IV ({{Frac\|4\|3}}) of Ptolemy's intense diatonic scale ([[Zarlino]]), perhaps the most common [[5-limit]] diatonic.

	[[Category:Major seventh chords\| ]]		[[Category:Major seventh chords\| ]]
	[[Category:Just intonation chords]]		[[Category:Just intonation chords]]

Bcmills at 02:48, 14 August 2024

2024-08-14T02:48:43Z

← Older revision		Revision as of 02:48, 14 August 2024
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	In the [[3-limit]]:		In the [[3-limit]]:
	* [[128:162:192:243]] spans five octave-reduced fifths.		* [[128:162:192:243]] spans five octave-reduced fifths, and may be considered a 3-limit approximation of 8:10:12:15.

	In the [[5-limit]]:		In the [[5-limit]]:

Bcmills at 03:40, 13 August 2024

2024-08-13T03:40:42Z

← Older revision		Revision as of 03:40, 13 August 2024
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	In the [[5-limit]]:		In the [[5-limit]]:
	* [[8:10:12:15]]		* [[8:10:12:15]] is found on on the I ({{Frac\|1\|1}}) and IV ({{Frac\|4\|3}}) of Ptolemy's intense diatonic scale ([[Zarlino]]), perhaps the most common [[5-limit]] diatonic.


	[[Category:Major seventh chords\| ]]		[[Category:Major seventh chords\| ]]
	[[Category:Just intonation chords]]		[[Category:Just intonation chords]]

Bcmills at 03:37, 13 August 2024

2024-08-13T03:37:04Z

← Older revision		Revision as of 03:37, 13 August 2024
Line 1:		Line 1:
	{{Wikipedia}}		{{Wikipedia}}

	A '''major seventh chord'' is a [[tetrad]] comprising a root, [[major]] third, [[perfect]] fifth, and major seventh.		A '''major seventh chord''' is a [[tetrad]] comprising a root, [[major]] third, [[perfect]] fifth, and major seventh.

			== JI Tunings ==

			In the [[3-limit]]:
			* [[128:162:192:243]] spans five octave-reduced fifths.

			In the [[5-limit]]:
			* [[8:10:12:15]]


	[[Category:Major seventh chords\| ]]		[[Category:Major seventh chords\| ]]
	[[Category:Just intonation chords]]		[[Category:Just intonation chords]]

Bcmills: Created page with "{{Wikipedia}} A '''major seventh chord'' is a tetrad comprising a root, major third, perfect fifth, and major seventh. Cat..."

2024-08-13T03:28:43Z

Created page with "{{Wikipedia}} A '''major seventh chord'' is a tetrad comprising a root, major third, perfect fifth, and major seventh. Cat..."

New page

{{Wikipedia}}

A '''major seventh chord'' is a [[tetrad]] comprising a root, [[major]] third, [[perfect]] fifth, and major seventh.

[[Category:Major seventh chords| ]]
[[Category:Just intonation chords]]