65536/59049 - Revision history

Overthink: oops

2026-02-15T22:57:37Z

oops

← Older revision		Revision as of 22:57, 15 February 2026
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	'''65536/59049''', the '''Pythagorean diminished third''', is an interval in [[3-limit]] [[just intonation]]. It is equal to a [[32/27\|pythagorean minor third]] minus an [[2187/2048\|apotome]], hence the name.		'''65536/59049''', the '''Pythagorean diminished third''', is an interval in [[3-limit]] [[just intonation]]. It is equal to a [[32/27\|pythagorean minor third]] minus an [[2187/2048\|apotome]], hence the name.

	Despite being classified as a third, it is only a [[schisma]] ~~sharp~~ of [[10/9]], and is thus equated with 10/9 in the [[schismic]] temperament. It is also equated to [[11/10]] in [[pele]], as well as its [[rank-2]] subtemperaments [[diaschismic]], [[mystery]], [[leapday]], and [[andromeda]].		Despite being classified as a third, it is only a [[schisma]] flat of [[10/9]], and is thus equated with 10/9 in the [[schismic]] temperament. It is also equated to [[11/10]] in [[pele]], as well as its [[rank-2]] subtemperaments [[diaschismic]], [[mystery]], [[leapday]], and [[andromeda]].

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

Overthink: add name in infobox

2026-02-04T05:12:50Z

add name in infobox

← Older revision		Revision as of 05:12, 4 February 2026
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	{{Infobox Interval\|Color name=sawa 3rd, sw3}}		{{Infobox Interval\|Name=Pythagorean diminished third\|Color name=sawa 3rd, sw3}}
	'''65536/59049''', the '''Pythagorean diminished third''', is an interval in [[3-limit]] [[just intonation]]. It is equal to a [[32/27\|pythagorean minor third]] minus an [[2187/2048\|apotome]], hence the name.		'''65536/59049''', the '''Pythagorean diminished third''', is an interval in [[3-limit]] [[just intonation]]. It is equal to a [[32/27\|pythagorean minor third]] minus an [[2187/2048\|apotome]], hence the name.

Overthink: note mystery

2026-02-04T05:12:07Z

note mystery

← Older revision		Revision as of 05:12, 4 February 2026
Line 2:		Line 2:
	'''65536/59049''', the '''Pythagorean diminished third''', is an interval in [[3-limit]] [[just intonation]]. It is equal to a [[32/27\|pythagorean minor third]] minus an [[2187/2048\|apotome]], hence the name.		'''65536/59049''', the '''Pythagorean diminished third''', is an interval in [[3-limit]] [[just intonation]]. It is equal to a [[32/27\|pythagorean minor third]] minus an [[2187/2048\|apotome]], hence the name.

	Despite being classified as a third, it is only a [[schisma]] sharp of [[10/9]], and is equated to 10/9 ~~such~~ in the [[schismic]] temperament. It is also equated to [[11/10]] in [[pele]], as well as its [[rank-2]] subtemperaments [[diaschismic]], [[leapday]], and [[andromeda]].		Despite being classified as a third, it is only a [[schisma]] sharp of [[10/9]], and is thus equated with 10/9 in the [[schismic]] temperament. It is also equated to [[11/10]] in [[pele]], as well as its [[rank-2]] subtemperaments [[diaschismic]], [[mystery]], [[leapday]], and [[andromeda]].

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

Overthink: Create missing page

2026-01-18T22:10:38Z

Create missing page

New page

{{Infobox Interval|Color name=sawa 3rd, sw3}}
'''65536/59049''', the '''Pythagorean diminished third''', is an interval in [[3-limit]] [[just intonation]]. It is equal to a [[32/27|pythagorean minor third]] minus an [[2187/2048|apotome]], hence the name.

Despite being classified as a third, it is only a [[schisma]] sharp of [[10/9]], and is equated to 10/9 such in the [[schismic]] temperament. It is also equated to [[11/10]] in [[pele]], as well as its [[rank-2]] subtemperaments [[diaschismic]], [[leapday]], and [[andromeda]].

== See also ==
* [[177147/131072]] – its [[fifth complement]]
* [[59049/32768]] – its [[octave complement]]

[[Category:Third]]
[[Category:Diminished third]]