Tricesimoprimal miracloid/Eliora's approach: Difference between revisions

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Main article: [[Tricesimoprimal miracloid]].
{{breadcrumb}}
 
This page covers Eliora's approach to the rank 2 temperament tricesimoprimal miracloid.
This page covers Eliora's approach to the rank 2 temperament tricesimoprimal miracloid.


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As such, the playing cards notation will be used for the 52 note MOS.  
As such, the playing cards notation will be used for the 52 note MOS.  
{| class="wikitable"
{| class="wikitable"
|+
!Note
!Generators up
!Interval
|-
|-
|A'''♣'''
! Note
|0
! Generators up
|1/1
! Interval
|-
|-
|6'''♣'''
| A'''♣'''
|1
| 0
|31/29
| 1/1
|-
|-
|J'''♣'''
| 6'''♣'''
|2
| 1
|
| 31/29
|-
|-
|3♠
| J'''♣'''
|3
| 2
|neutral third
|  
|-
|-
|8♠
| 3♠
|4
| 3
|
| neutral third
|-
|-
|K♠
| 8♠
|5
| 4
|
|  
|-
|-
|5♦
| K♠
|6
| 5
|meantone fifth
|  
|-
|-
|10♦
| 5♦
|7
| 6
|
| meantone fifth
|-
|-
|2♥
| 10♦
|8
| 7
|
|  
|-
|-
|7♥
| 2♥
|9
| 8
|
|  
|-
|-
|Q♥
| 7♥
|10
| 9
|
|
|-
| Q♥
| 10
|  
|}
|}
[[Category:Tricesimoprimal]]
[[Category:Tricesimoprimal]]
[[Category:MOS scales]]
[[Category:MOS scales]]

Latest revision as of 21:10, 25 November 2024

This page covers Eliora's approach to the rank 2 temperament tricesimoprimal miracloid.

Theory

Tricesimoprimal miracloid is produced with the interval of 31/29 as the generator, and a circle of 52 such intervals barely noticeably closes at the octave.

As such, the playing cards notation will be used for the 52 note MOS.

Note Generators up Interval
A 0 1/1
6 1 31/29
J 2
3♠ 3 neutral third
8♠ 4
K♠ 5
5♦ 6 meantone fifth
10♦ 7
2♥ 8
7♥ 9
Q♥ 10