User:VIxen/Table of sensipent intervals - Revision history

VIxen at 15:48, 27 October 2024

2024-10-27T15:48:44Z

← Older revision		Revision as of 15:48, 27 October 2024
Line 1:		Line 1:
	The following is the table of the 31-odd-limited 2.3.5.23.29.31 equivalents of the intervals of the 19-note MOS ([[8L 11s]]) in the [[CTE]] tuning of [[Sensipent_family#Sendai\|sendai]], the sensipent extension 19 & 65 = {[[465/464]] [[576/575]] [[621/620]] [[~~729~~/~~725~~]]}.		The following is the table of the 31-odd-limited 2.3.5.23.29.31 equivalents of the intervals of the 19-note MOS ([[8L 11s]]) in the [[CTE]] tuning of [[Sensipent_family#Sendai\|sendai]], the sensipent extension 19 & 65 = {[[465/464]] [[576/575]] [[621/620]] [[900/899]]}.
	{\| class="wikitable"		{\| class="wikitable"
	! Gens		! Gens

VIxen: link to sendai entry

2024-10-16T01:39:16Z

link to sendai entry

← Older revision		Revision as of 01:39, 16 October 2024
Line 1:		Line 1:
	The following is the table of the 31-odd-limited 2.3.5.23.29.31 equivalents of the intervals of the 19-note MOS ([[8L 11s]]) in the [[CTE]] tuning of ~~the~~ [[~~sensipent~~]] extension 19 & 65 = {[[465/464]] [[576/575]] [[621/620]] [[729/725]]}.		The following is the table of the 31-odd-limited 2.3.5.23.29.31 equivalents of the intervals of the 19-note MOS ([[8L 11s]]) in the [[CTE]] tuning of [[Sensipent_family#Sendai\|sendai]], the sensipent extension 19 & 65 = {[[465/464]] [[576/575]] [[621/620]] [[729/725]]}.
	{\| class="wikitable"		{\| class="wikitable"
	! Gens		! Gens

VIxen: switch to 6 decimal digits in cents

2024-09-29T22:55:51Z

switch to 6 decimal digits in cents

← Older revision		Revision as of 22:55, 29 September 2024
Line 6:		Line 6:
	\|-		\|-
	\|1		\|1
	\|442.~~989~~		\|442.989338
	\|[[31/24]], [[40/31]]		\|[[31/24]], [[40/31]]
	\|-		\|-
	\|2		\|2
	\|885.~~978~~		\|885.978677
	\|[[5/3]]		\|[[5/3]]
	\|-		\|-
	\|3		\|3
	\|128.~~967~~		\|128.968015
	\|[[27/25]], [[29/27]]		\|[[27/25]], [[29/27]]
	\|-		\|-
	\|4		\|4
	\|571.~~956~~		\|571.957354
	\|[[32/23]], [[25/18]]		\|[[32/23]], [[25/18]]
	\|-		\|-
	\|5		\|5
	\|1014.~~945~~		\|1014.946692
	\|[[9/5]]		\|[[9/5]]
	\|-		\|-
	\|6		\|6
	\|257.~~934~~		\|257.936031
	\|[[36/31]], [[29/25]]		\|[[36/31]], [[29/25]]
	\|-		\|-
	\|7		\|7
	\|700.~~923~~		\|700.925369
	\|[[3/2]]		\|[[3/2]]
	\|-		\|-
	\|8		\|8
	\|1143.~~912~~		\|1143.914707
	\|[[31/16]], [[29/15]], [[60/31]]		\|[[31/16]], [[29/15]], [[60/31]]
	\|-		\|-
	\|9		\|9
	\|386.~~901~~		\|386.904046
	\|[[5/4]]		\|[[5/4]]
	\|-		\|-
	\|10		\|10
	\|829.89		\|829.893384
	\|[[29/18]], [[50/31]]		\|[[29/18]], [[50/31]]
	\|-		\|-
	\|11		\|11
	\|72.~~879~~		\|72.882723
	\|[[24/23]], [[25/24]]		\|[[24/23]], [[25/24]]
	\|-		\|-
	\|12		\|12
	\|515.~~868~~		\|515.872061
	\|[[27/20]], [[31/23]]		\|[[27/20]], [[31/23]]
	\|-		\|-
	\|13		\|13
	\|958.~~857~~		\|958.8614
	\|[[40/23]], [[54/31]]		\|[[40/23]], [[54/31]]
	\|-		\|-
	\|14		\|14
	\|201.~~846~~		\|201.850738
	\|[[9/8]]		\|[[9/8]]
	\|-		\|-
	\|15		\|15
	\|644.~~835~~		\|644.840076
	\|[[29/20]]		\|[[29/20]]
	\|-		\|-
	\|16		\|16
	\|1087.~~824~~		\|1087.829415
	\|[[15/8]], [[58/31]]		\|[[15/8]], [[58/31]]
	\|-		\|-
	\|17		\|17
	\|330.~~813~~		\|330.818753
	\|[[29/24]]		\|[[29/24]]
	\|-		\|-
	\|18		\|18
	\|773.~~802~~		\|773.808092
	\|[[25/16]], [[36/23]]		\|[[25/16]], [[36/23]]
	\|}		\|}

VIxen: Created page with "The following is the table of the 31-odd-limited 2.3.5.23.29.31 equivalents of the intervals of the 19-note MOS (8L 11s) in the CTE tuning of the sensipent extensi..."

2024-09-29T14:27:42Z

Created page with "The following is the table of the 31-odd-limited 2.3.5.23.29.31 equivalents of the intervals of the 19-note MOS (8L 11s) in the CTE tuning of the sensipent extensi..."

New page

The following is the table of the 31-odd-limited 2.3.5.23.29.31 equivalents of the intervals of the 19-note MOS ([[8L 11s]]) in the [[CTE]] tuning of the [[sensipent]] extension 19 & 65 = {[[465/464]] [[576/575]] [[621/620]] [[729/725]]}.
{| class="wikitable"
! Gens
! Cents
! Ratios
|-
|1
|442.989
|[[31/24]], [[40/31]]
|-
|2
|885.978
|[[5/3]]
|-
|3
|128.967
|[[27/25]], [[29/27]]
|-
|4
|571.956
|[[32/23]], [[25/18]]
|-
|5
|1014.945
|[[9/5]]
|-
|6
|257.934
|[[36/31]], [[29/25]]
|-
|7
|700.923
|[[3/2]]
|-
|8
|1143.912
|[[31/16]], [[29/15]], [[60/31]]
|-
|9
|386.901
|[[5/4]]
|-
|10
|829.89
|[[29/18]], [[50/31]]
|-
|11
|72.879
|[[24/23]], [[25/24]]
|-
|12
|515.868
|[[27/20]], [[31/23]]
|-
|13
|958.857
|[[40/23]], [[54/31]]
|-
|14
|201.846
|[[9/8]]
|-
|15
|644.835
|[[29/20]]
|-
|16
|1087.824
|[[15/8]], [[58/31]]
|-
|17
|330.813
|[[29/24]]
|-
|18
|773.802
|[[25/16]], [[36/23]]
|}