59-limit - Revision history

Lériendil at 15:46, 13 March 2025

2025-03-13T15:46:49Z

← Older revision		Revision as of 15:46, 13 March 2025
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	* The [[59-odd-limit]];		* The [[59-odd-limit]];
	* Mode 30 of the harmonic or subharmonic series.		* Mode 30 of the harmonic or subharmonic series.

			{{stub}}

	[[Category:59-limit\| ]] <!-- main article -->		[[Category:59-limit\| ]] <!-- main article -->

FloraC: -redundant link

2024-12-18T10:15:51Z

-redundant link

← Older revision		Revision as of 10:15, 18 December 2024
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	* The [[59-odd-limit]];		* The [[59-odd-limit]];
	* Mode 30 of the harmonic or subharmonic series.		* Mode 30 of the harmonic or subharmonic series.

	~~== See also ==~~
	* [[Harmonic limit]]

	[[Category:59-limit\| ]] <!-- main article -->		[[Category:59-limit\| ]] <!-- main article -->

FloraC: Expand with the relation to odd limits and harmonic and subharmonic series

2024-12-18T09:32:19Z

Expand with the relation to odd limits and harmonic and subharmonic series

← Older revision		Revision as of 09:32, 18 December 2024
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	{{Prime limit navigation\|59}}		{{Prime limit navigation\|59}}
	'''59-limit''' is the 17th [[prime limit]] and is ~~thus~~ a superset of the [[53-limit]] and a subset of the [[61-limit]]. In 59-limit [[~~just intonation~~]]~~, all ratios in~~ the ~~system will contain no primes higher than 59~~.		The '''59-limit''' consists of [[just intonation]] [[interval]]s whose [[ratio]]s contain no [[prime factor]]s higher than 59. It is the 17th [[prime limit]] and is a superset of the [[53-limit]] and a subset of the [[61-limit]].

			These things are contained by the 59-limit, but not the 53-limit:
			* The [[59-odd-limit]];
			* Mode 30 of the harmonic or subharmonic series.

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

Fredg999: Created page with "{{Prime limit navigation|59}} '''59-limit''' is the 17th prime limit and is thus a superset of the 53-limit and a subset of the 61-limit. In 59-limit just intona..."

2023-01-03T08:36:55Z

Created page with "{{Prime limit navigation|59}} '''59-limit''' is the 17th prime limit and is thus a superset of the 53-limit and a subset of the 61-limit. In 59-limit just intona..."

New page

{{Prime limit navigation|59}}
'''59-limit''' is the 17th [[prime limit]] and is thus a superset of the [[53-limit]] and a subset of the [[61-limit]]. In 59-limit [[just intonation]], all ratios in the system will contain no primes higher than 59.

== See also ==
* [[Harmonic limit]]

[[Category:59-limit| ]]