2901edo - Revision history

Francium: changed EDO intro to ED intro

2025-02-21T05:42:14Z

changed EDO intro to ED intro

← Older revision		Revision as of 05:42, 21 February 2025
Line 1:		Line 1:
	{{Infobox ET}}		{{Infobox ET}}
	{{~~EDO~~ intro~~\|2901~~}}		{{ED intro}}

	== Theory ==		== Theory ==
	2901edo is [[consistent]] in the [[17-odd-limit]] and is otherwise an excellent [[31-limit]] system, with only the pair {[[19/17]], [[34/19]]} being mapped inconsistently in the [[31-odd-limit]]. It provides a good tuning for the [[jacobin]] temperament in the 13-limit, the rank-5 temperament [[tempering out]] [[6656/6655]]. Alongside jacobin, it tunes the tridecimal [[quartismic]] temperament, which also tempers out [[123201/123200]]. It also tunes the [[monzismic]] temperament.		2901edo is [[consistent]] in the [[17-odd-limit]] and is otherwise an excellent [[31-limit]] system, with only the pair {[[19/17]], [[34/19]]} being mapped inconsistently in the [[31-odd-limit]]. It provides a good tuning for the [[jacobin]] temperament in the 13-limit, the rank-5 temperament [[tempering out]] [[6656/6655]]. Alongside jacobin, it tunes the tridecimal [[quartismic]] temperament, which also tempers out [[123201/123200]]. It also tunes the [[monzismic]] temperament.

Eliora: sectioning

2024-03-11T16:21:37Z

sectioning

← Older revision		Revision as of 16:21, 11 March 2024
Line 1:		Line 1:
	{{Infobox ET}}		{{Infobox ET}}
	{{EDO intro\|2901}}		{{EDO intro\|2901}}
			== Theory ==
	2901edo is [[consistent]] in the [[17-odd-limit]] and is otherwise an excellent [[31-limit]] system, with only the pair {[[19/17]], [[34/19]]} being mapped inconsistently in the [[31-odd-limit]]. It provides a good tuning for the [[jacobin]] temperament in the 13-limit, the rank-5 temperament [[tempering out]] [[6656/6655]]. Alongside jacobin, it tunes the tridecimal [[quartismic]] temperament, which also tempers out [[123201/123200]]. It also tunes the [[monzismic]] temperament.		2901edo is [[consistent]] in the [[17-odd-limit]] and is otherwise an excellent [[31-limit]] system, with only the pair {[[19/17]], [[34/19]]} being mapped inconsistently in the [[31-odd-limit]]. It provides a good tuning for the [[jacobin]] temperament in the 13-limit, the rank-5 temperament [[tempering out]] [[6656/6655]]. Alongside jacobin, it tunes the tridecimal [[quartismic]] temperament, which also tempers out [[123201/123200]]. It also tunes the [[monzismic]] temperament.

Francium: +music

2024-03-11T12:05:35Z

+music

← Older revision		Revision as of 12:05, 11 March 2024
Line 8:		Line 8:

	=== Subsets and supersets ===		=== Subsets and supersets ===
	Since 2901 factors into {{factorization\|2901}}, 2901edo contains [[3edo]] and 967edo as subsets.		Since 2901 factors into {{factorization\|2901}}, 2901edo contains [[3edo]] and [[967edo]] as subsets.

			== Music ==
			; [[Eliora]]
			* [https://www.youtube.com/watch?v=rp9BlaIiaQI ''Demo''] (2024)

	[[Category:Jacobin]]		[[Category:Jacobin]]
	[[Category:Quartismic]]		[[Category:Quartismic]]
			[[Category:Listen]]

FloraC: +subsets and supersets

2023-10-30T10:12:32Z

+subsets and supersets

← Older revision		Revision as of 10:12, 30 October 2023
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	=== Prime harmonics ===		=== Prime harmonics ===
	{{Harmonics in equal\|2901}}		{{Harmonics in equal\|2901}}

			=== Subsets and supersets ===
			Since 2901 factors into {{factorization\|2901}}, 2901edo contains [[3edo]] and 967edo as subsets.

	[[Category:Jacobin]]		[[Category:Jacobin]]
	[[Category:Quartismic]]		[[Category:Quartismic]]

FloraC: Rework to improve beginner-friendliness

2023-10-15T11:43:10Z

Rework to improve beginner-friendliness

← Older revision		Revision as of 11:43, 15 October 2023
Line 2:		Line 2:
	{{EDO intro\|2901}}		{{EDO intro\|2901}}

	2901edo is [[consistent]] in the [[17-odd-limit]] and is otherwise an excellent [[31-limit]] system, with only the pair {[[19/17]], [[34/19]]} being mapped inconsistently in the 31-odd-limit. It is a ~~member of the [[optimal GPV sequence]]~~ for the [[jacobin]] temperament in the 13-limit, the rank-5 temperament tempering out [[6656/6655]]. Alongside jacobin, it tunes the [[~~tridecimal~~ quartismic]] temperament, ~~tempering~~ out ~~the~~ [[~~quartisma]] and {6656/6655,~~ 123201/123200}. It also tunes the [[monzismic]] temperament.		2901edo is [[consistent]] in the [[17-odd-limit]] and is otherwise an excellent [[31-limit]] system, with only the pair {[[19/17]], [[34/19]]} being mapped inconsistently in the [[31-odd-limit]]. It provides a good tuning for the [[jacobin]] temperament in the 13-limit, the rank-5 temperament [[tempering out]] [[6656/6655]]. Alongside jacobin, it tunes the tridecimal [[quartismic]] temperament, which also tempers out [[123201/123200]]. It also tunes the [[monzismic]] temperament.

	=== ~~Harmonics in equal~~ ===		=== Prime harmonics ===
	{{Harmonics in equal\|2901}}		{{Harmonics in equal\|2901}}

	[[Category:Jacobin]]		[[Category:Jacobin]]
			[[Category:Quartismic]]

Eliora at 10:42, 30 September 2023

2023-09-30T10:42:54Z

← Older revision		Revision as of 10:42, 30 September 2023
Line 2:		Line 2:
	{{EDO intro\|2901}}		{{EDO intro\|2901}}

	2901edo is [[consistent]] in the [[17-odd-limit]] and is otherwise an excellent 31-limit system, with only the pair {[[19/17]], [[34/19]]} being mapped inconsistently. It is a member of the [[optimal GPV sequence]] for the [[jacobin]] temperament in the 13-limit, the rank-5 temperament tempering out [[6656/6655]]. Alongside jacobin, it tunes the [[tridecimal quartismic]] temperament, tempering out the [[quartisma]] and {6656/6655, 123201/123200}. It also tunes the [[monzismic]] temperament.		2901edo is [[consistent]] in the [[17-odd-limit]] and is otherwise an excellent [[31-limit]] system, with only the pair {[[19/17]], [[34/19]]} being mapped inconsistently in the 31-odd-limit. It is a member of the [[optimal GPV sequence]] for the [[jacobin]] temperament in the 13-limit, the rank-5 temperament tempering out [[6656/6655]]. Alongside jacobin, it tunes the [[tridecimal quartismic]] temperament, tempering out the [[quartisma]] and {6656/6655, 123201/123200}. It also tunes the [[monzismic]] temperament.

	=== Harmonics in equal ===		=== Harmonics in equal ===

Eliora at 22:27, 29 September 2023

2023-09-29T22:27:36Z

← Older revision		Revision as of 22:27, 29 September 2023
Line 2:		Line 2:
	{{EDO intro\|2901}}		{{EDO intro\|2901}}

	2901edo is [[consistent]] in the [[17-odd-limit]] and is otherwise an excellent 31-limit system, with only the pair {[[19/17]], [[34/19]]} being mapped inconsistently. It is a member of the [[optimal GPV sequence]] for the [[jacobin]] temperament in the 13-limit, the rank-5 temperament tempering out [[6656/6655]]. Alongside jacobin, it tunes the [[tridecimal quartismic]] temperament.		2901edo is [[consistent]] in the [[17-odd-limit]] and is otherwise an excellent 31-limit system, with only the pair {[[19/17]], [[34/19]]} being mapped inconsistently. It is a member of the [[optimal GPV sequence]] for the [[jacobin]] temperament in the 13-limit, the rank-5 temperament tempering out [[6656/6655]]. Alongside jacobin, it tunes the [[tridecimal quartismic]] temperament, tempering out the [[quartisma]] and {6656/6655, 123201/123200}. It also tunes the [[monzismic]] temperament.

	=== Harmonics in equal ===		=== Harmonics in equal ===

Eliora: Created page with "{{Infobox ET}} {{EDO intro|2901}} 2901edo is consistent in the 17-odd-limit and is otherwise an excellent 31-limit system, with only the pair {19/17, 34/19} b..."

2023-09-29T22:23:13Z

Created page with "{{Infobox ET}} {{EDO intro|2901}} 2901edo is consistent in the 17-odd-limit and is otherwise an excellent 31-limit system, with only the pair {19/17, 34/19} b..."

New page

{{Infobox ET}}
{{EDO intro|2901}}

2901edo is [[consistent]] in the [[17-odd-limit]] and is otherwise an excellent 31-limit system, with only the pair {[[19/17]], [[34/19]]} being mapped inconsistently. It is a member of the [[optimal GPV sequence]] for the [[jacobin]] temperament in the 13-limit, the rank-5 temperament tempering out [[6656/6655]]. Alongside jacobin, it tunes the [[tridecimal quartismic]] temperament.

=== Harmonics in equal ===
{{Harmonics in equal|2901}}

[[Category:Jacobin]]