91edo: Difference between revisions

-obviously unreasonable mapping
Tag: Undo
m Notation: fix the broken table and make it collapsed by default
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== Notation ==
== Notation ==
=== Ups and downs notation ===
=== Ups and downs notation ===


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[[User:Eliora|Eliora]], who believes the diatonic way of naming intervals in 91edo is not useful due to the fact that other temperaments and techniques for 91edo are more prominent, proposes a way of naming that merges the factors 7 and 13—7 equidistant notes are named do, re, mi, and 13 are named by some other virtue. The proposition is to use Old Slavic letter names, since no one uses them for naming or in mathematics. The {{nowrap|7 + 13}} naming convention can be called a duality notation. Intervals can be named through Latin ones for the 7-note scale, and Greek ones for the 13-note.
[[User:Eliora|Eliora]], who believes the diatonic way of naming intervals in 91edo is not useful due to the fact that other temperaments and techniques for 91edo are more prominent, proposes a way of naming that merges the factors 7 and 13—7 equidistant notes are named do, re, mi, and 13 are named by some other virtue. The proposition is to use Old Slavic letter names, since no one uses them for naming or in mathematics. The {{nowrap|7 + 13}} naming convention can be called a duality notation. Intervals can be named through Latin ones for the 7-note scale, and Greek ones for the 13-note.


{| class="wikitable mw-collapsible"
{| class="wikitable center-1 mw-collapsible mw-collapsed"
|+ style="font-size: 105%; white-space: nowrap;" | Table of intervals in 91edo
|+ style="font-size: 105%; white-space: nowrap;" | Table of intervals in 91edo
|-
|-
!  
! #
! #
! Eliora's naming system
! Eliora's Naming System
! Eliora's notation
! Eliora's Notation
! Associated ratio
! Associated Ratio
|-
|-
| 0  
| 0  
| unison<br />perfect prime <br />perfect prota
| unison<br>perfect prime <br>perfect prota
| A <br />Az (А)
| A <br />Az (А)
| [[1/1]]
| [[1/1]]
|-
|-
| 1  
| 1  
| major prime <br />major prota
| major prime <br>major prota
| A# <br />Az#
| A# <br>Az#
| [[1728/1715]]
| [[1728/1715]]
|-
|-
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|-
|-
| 13  
| 13  
| neutral secunde <br />minor tritia
| neutral secunde <br>minor tritia
| B<br />Vedi♭
| B<br>Vedi♭
| [[11/10]]
| [[11/10]]
|-
|-
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|-
|-
| 26  
| 26  
| neutral tertie <br />diminished pemptia
| neutral tertie <br>diminished pemptia
| C <br />Dobro♭♭
| C <br>Dobro♭♭
| [[11/9]]
| [[11/9]]
|-
|-
| 27  
| 27  
| major tertie <br />minor pemptia
| major tertie <br>minor pemptia
| C# <br />Dobro♭
| C# <br />Dobro♭
| [[16/13]], 27/22
| [[16/13]], 27/22
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|-
|-
| 39  
| 39  
| neutral quarte <br />bidiminished hebdomia
| neutral quarte <br>bidiminished hebdomia
| D<br />Zhivete♭♭♭
| D<br>Zhivete♭♭♭
|  
|  
|-
|-
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|-
|-
| 54
| 54
| augmented quinte <br />diminished ennatia
| augmented quinte <br>diminished ennatia
| E## <br />Zemle♭♭
| E## <br>Zemle♭♭
| [[256/169]]
| [[256/169]]
|-
|-
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|-
|-
| 64
| 64
| major decatia <br />minor sexte
| major decatia <br>minor sexte
| Izhe# <br />F♭
| Izhe# <br>F♭
|  
|  
|-
|-
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|-
|-
| 91
| 91
| perfect octave <br />perfect decatotetartia
| perfect octave <br>perfect decatotetartia
| A<br />Az (А)
| A<br>Az (А)
| [[2/1]] exact
| [[2/1]] exact
|}
|}