47/32 - Revision history

FloraC: Expand

2024-12-07T09:56:36Z

Expand

← Older revision		Revision as of 09:56, 7 December 2024
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	\| Sound = Ji-47-32-csound-foscil-220hz.mp3		\| Sound = Ji-47-32-csound-foscil-220hz.mp3
	}}		}}
			'''47/32''' is the '''quadracesimoseptimal subfifth''' or '''harmonic subfifth'''. It is the [[octave reduction\|octave-reduced]] 47th [[harmonic]] and is close to 5\[[9edo\|9]] (666.667{{cent}}). It is flat of the [[3/2\|perfect fifth (3/2)]] by [[48/47]], and sharp of the [[729/512\|Pythagorean augmented fourth (729/512)]] by [[752/729]]. This is the smallest octave-reduced harmonic after 3/2 that is recognizable as a "fifth" interval – specifically an [[2L 5s\|antidiatonic]] fifth. The closest before this point is [[23/16]], a large tritone.
	'''47/32''' is the '''quadracesimoseptimal subfifth''' or '''harmonic subfifth'''. It is the [[~~Octave~~ reduction\|octave-reduced]] 47th [[harmonic]] and is close to 5\[[9edo\|9]] (666.~~66667~~ [[~~Cent~~\|¢]]). This is the smallest octave-reduced harmonic after [[3/2]] that is recognizable as a "fifth" ~~interval–the~~ closest before this point is [[23/16]], a large tritone.

	[[Category:Fifth]]		[[Category:Fifth]]
	[[Category:Subfifth]]		[[Category:Subfifth]]

BudjarnLambeth: I think the person who named it “harmonic subfifth” later changed that to “prime harmonic subfifth” so I updated that accordingly. If I’m mistaken, please change it back.

2024-10-25T02:46:53Z

I think the person who named it “harmonic subfifth” later changed that to “prime harmonic subfifth” so I updated that accordingly. If I’m mistaken, please change it back.

← Older revision		Revision as of 02:46, 25 October 2024
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	{{Infobox Interval		{{Infobox Interval
	\| Name = quadracesimoseptimal subfifth, harmonic subfifth		\| Name = quadracesimoseptimal subfifth, prime harmonic subfifth
	\| Color name = 47o5, foso fifth		\| Color name = 47o5, foso fifth
	\| Sound = Ji-47-32-csound-foscil-220hz.mp3		\| Sound = Ji-47-32-csound-foscil-220hz.mp3

CompactStar at 02:23, 25 October 2024

2024-10-25T02:23:55Z

← Older revision		Revision as of 02:23, 25 October 2024
Line 1:		Line 1:
	{{Infobox Interval		{{Infobox Interval
	\| Name = quadracesimoseptimal subfifth', harmonic subfifth		\| Name = quadracesimoseptimal subfifth, harmonic subfifth
	\| Color name = 47o5, foso fifth		\| Color name = 47o5, foso fifth
	\| Sound = Ji-47-32-csound-foscil-220hz.mp3		\| Sound = Ji-47-32-csound-foscil-220hz.mp3

CompactStar: same reason as 43/32. but in any case, quadracesimoseptimal is spelled with a C

2024-10-25T02:23:36Z

same reason as 43/32. but in any case, quadracesimoseptimal is spelled with a C

← Older revision		Revision as of 02:23, 25 October 2024
Line 1:		Line 1:
	{{Infobox Interval		{{Infobox Interval
	\| Name = harmonic subfifth		\| Name = quadracesimoseptimal subfifth', harmonic subfifth
	\| Color name = 47o5, foso fifth		\| Color name = 47o5, foso fifth
	\| Sound = Ji-47-32-csound-foscil-220hz.mp3		\| Sound = Ji-47-32-csound-foscil-220hz.mp3
	}}		}}

	'''47/32''' is the '''harmonic subfifth'''. It is the [[Octave reduction\|octave-reduced]] 47th [[harmonic]] and is close to 5\[[9edo\|9]] (666.66667 [[Cent\|¢]]). This is the smallest octave-reduced harmonic after [[3/2]] that is recognizable as a "fifth" interval–the closest before this point is [[23/16]], a large tritone.		'''47/32''' is the '''quadracesimoseptimal subfifth''' or '''harmonic subfifth'''. It is the [[Octave reduction\|octave-reduced]] 47th [[harmonic]] and is close to 5\[[9edo\|9]] (666.66667 [[Cent\|¢]]). This is the smallest octave-reduced harmonic after [[3/2]] that is recognizable as a "fifth" interval–the closest before this point is [[23/16]], a large tritone.

	[[Category:Fifth]]		[[Category:Fifth]]
	[[Category:Subfifth]]		[[Category:Subfifth]]

Godtone at 01:14, 8 October 2024

2024-10-08T01:14:26Z

← Older revision		Revision as of 01:14, 8 October 2024
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	{{Infobox Interval		{{Infobox Interval
	\| Name = ~~quadragesimoseptimal~~ subfifth		\| Name = harmonic subfifth
	\| Color name = 47o5, foso fifth		\| Color name = 47o5, foso fifth
	\| Sound = Ji-47-32-csound-foscil-220hz.mp3		\| Sound = Ji-47-32-csound-foscil-220hz.mp3
	}}		}}

	'''47/32''' is the '''~~quadragesimoseptimal~~ subfifth'''. It is the [[Octave reduction\|octave-reduced]] 47th [[harmonic]] and is close to 5\[[9edo\|9]] (666.66667 [[Cent\|¢]]). This is the smallest octave-reduced harmonic after [[3/2]] that is recognizable as a "fifth" interval–the closest before this point is [[23/16]], a large tritone.		'''47/32''' is the '''harmonic subfifth'''. It is the [[Octave reduction\|octave-reduced]] 47th [[harmonic]] and is close to 5\[[9edo\|9]] (666.66667 [[Cent\|¢]]). This is the smallest octave-reduced harmonic after [[3/2]] that is recognizable as a "fifth" interval–the closest before this point is [[23/16]], a large tritone.

	[[Category:Fifth]]		[[Category:Fifth]]
	[[Category:Subfifth]]		[[Category:Subfifth]]

CompactStar at 01:34, 10 March 2024

2024-03-10T01:34:01Z

← Older revision		Revision as of 01:34, 10 March 2024
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	{{Infobox Interval		{{Infobox Interval
	\| Name = ~~octave-reduced 47th harmonic~~		\| Name = quadragesimoseptimal subfifth
	\| Color name = 47o5, foso fifth		\| Color name = 47o5, foso fifth
	\| Sound = Ji-47-32-csound-foscil-220hz.mp3		\| Sound = Ji-47-32-csound-foscil-220hz.mp3
	}}		}}

	'''47/32''' is the [[Octave reduction\|octave-reduced]] 47th [[harmonic]]~~. It~~ is close to 5\[[9edo\|9]] (666.66667 [[Cent\|¢]]). This is the smallest octave-reduced harmonic after [[3/2]] that ~~could reasonably be considered~~ a ~~kind of~~ "~~perfect~~ fifth"~~, although an extremely flat one, being somewhere in the transition between subfifths and~~ [[~~Mavila~~]] ~~narrow perfect fifths~~.		'''47/32''' is the '''quadragesimoseptimal subfifth'''. It is the [[Octave reduction\|octave-reduced]] 47th [[harmonic]] and is close to 5\[[9edo\|9]] (666.66667 [[Cent\|¢]]). This is the smallest octave-reduced harmonic after [[3/2]] that is recognizable as a "fifth" interval–the closest before this point is [[23/16]], a large tritone.

	[[Category:Fifth]]		[[Category:Fifth]]
	[[Category:Subfifth]]		[[Category:Subfifth]]

CompactStar at 07:05, 3 June 2023

2023-06-03T07:05:45Z

← Older revision		Revision as of 07:05, 3 June 2023
Line 5:		Line 5:
	}}		}}

	'''47/32''' is the [[Octave reduction\|octave-reduced]] 47th [[harmonic]]. It is close to 5\[[9edo\|9]] (666.66667 [[Cent\|¢]]). This is the smallest octave-reduced harmonic after [[3/2]] that could reasonably be considered a kind of "perfect fifth", being somewhere in the transition between subfifths and [[Mavila]] narrow perfect fifths.		'''47/32''' is the [[Octave reduction\|octave-reduced]] 47th [[harmonic]]. It is close to 5\[[9edo\|9]] (666.66667 [[Cent\|¢]]). This is the smallest octave-reduced harmonic after [[3/2]] that could reasonably be considered a kind of "perfect fifth", although an extremely flat one, being somewhere in the transition between subfifths and [[Mavila]] narrow perfect fifths.

	[[Category:Fifth]]		[[Category:Fifth]]
	[[Category:Subfifth]]		[[Category:Subfifth]]

CompactStar at 07:05, 3 June 2023

2023-06-03T07:05:08Z

← Older revision		Revision as of 07:05, 3 June 2023
Line 5:		Line 5:
	}}		}}

	'''47/32''' is the [[Octave reduction\|octave-reduced]] 47th [[harmonic]]. It is close to 5\[[9edo\|9]] (666.66667 [[Cent\|¢]]). This is the smallest octave-reduced ~~harmonics~~ after [[3/2]] that could reasonably be considered a kind of "perfect fifth", being somewhere in the transition between subfifths and [[Mavila]] narrow perfect fifths.		'''47/32''' is the [[Octave reduction\|octave-reduced]] 47th [[harmonic]]. It is close to 5\[[9edo\|9]] (666.66667 [[Cent\|¢]]). This is the smallest octave-reduced harmonic after [[3/2]] that could reasonably be considered a kind of "perfect fifth", being somewhere in the transition between subfifths and [[Mavila]] narrow perfect fifths.

	[[Category:Fifth]]		[[Category:Fifth]]
	[[Category:Subfifth]]		[[Category:Subfifth]]

CompactStar at 07:04, 3 June 2023

2023-06-03T07:04:58Z

← Older revision		Revision as of 07:04, 3 June 2023
Line 5:		Line 5:
	}}		}}

	'''47/32''' is the [[Octave reduction\|octave-reduced]] 47th [[harmonic]]. It is close to 5\[[9edo\|9]] (666.66667 [[Cent\|¢]]). This is the smallest octave-reduced ~~harmonicsafter~~ [[3/2]] that could ~~ever~~ be considered a kind of "perfect fifth", being somewhere in the transition between subfifths and [[Mavila]] narrow perfect fifths.		'''47/32''' is the [[Octave reduction\|octave-reduced]] 47th [[harmonic]]. It is close to 5\[[9edo\|9]] (666.66667 [[Cent\|¢]]). This is the smallest octave-reduced harmonics after [[3/2]] that could reasonably be considered a kind of "perfect fifth", being somewhere in the transition between subfifths and [[Mavila]] narrow perfect fifths.

	[[Category:Fifth]]		[[Category:Fifth]]
	[[Category:Subfifth]]		[[Category:Subfifth]]

CompactStar at 07:04, 3 June 2023

2023-06-03T07:04:43Z

← Older revision		Revision as of 07:04, 3 June 2023
Line 5:		Line 5:
	}}		}}

	'''47/32''' is the [[Octave reduction\|octave-reduced]] 47th [[harmonic]]. It is close to 5\[[9edo\|9]] (666.66667 [[Cent\|¢]]). This is ~~one of~~ the smallest octave-reduced ~~harmonics after~~ [[3/2]] that could be considered a kind of "perfect fifth", being somewhere in the transition between subfifths and [[Mavila]] narrow perfect fifths.		'''47/32''' is the [[Octave reduction\|octave-reduced]] 47th [[harmonic]]. It is close to 5\[[9edo\|9]] (666.66667 [[Cent\|¢]]). This is the smallest octave-reduced harmonicsafter [[3/2]] that could ever be considered a kind of "perfect fifth", being somewhere in the transition between subfifths and [[Mavila]] narrow perfect fifths.

	[[Category:Fifth]]		[[Category:Fifth]]
	[[Category:Subfifth]]		[[Category:Subfifth]]