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Temperaments using substitute harmonics: Added Daggerminished and Pajaraxe
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== Temperaments using substitute harmonics ==
== Temperaments using substitute harmonics ==


== See also ==
===Daggerminished===
* [[Dual-fifth temperaments]]
Vaguely similar melodic shape to [[Diminished]]. Uses sharper substitutes for prime 3, 5, 7 and 11.
* [[List of octave-reduced harmonics]]
 
* [[Naughty and nice harmonics]]
 
Subgroup
 
2.113.161.177.193
 
 
Equal Temperament Mappings
{| class="wikitable"
!
!2
!113
!161
!177
!193
!
|-
|[ ⟨
|8
|55
|59
|60
|61
|]
|-
|⟨
|12
|82
|88
|90
|91
|] ⟩
|}
 
 
Reduced Mapping
{| class="wikitable"
!
!2
!113
!161
!177
!193
!
|-
|[ ⟨
|4
|28
|30
|30
|31
|]
|-
|⟨
|0
| -1
| -1
|0
| -1
|] ⟩
|}
 
 
POTE Generator Tunings (cents)
 
⟨300.0000, 185.4640]
 
 
POTE Step Tunings (cents)
 
⟨43.60795, 70.92803]
 
 
POTE Tuning Map (cents)
 
⟨1200.000, 8214.536, 8814.536, 9000.000, 9114.536]
 
 
POTE Mistunings (cents)
 
⟨0.000, 30.321, 17.436, 38.873, 3.588]
 
 
Unison Vectors
 
* [7, -1, 1, -1, 0⟩ (20608:20001)
* [-1, -2, 2, 0, 0⟩ (25921:25538)
* [8, 1, -1, -1, 0⟩ (28928:28497)
* [15, 0, 0, -2, 0⟩ (32768:31329)
* [-1, -1, -1, 0, 2⟩ (37249:36386)
* [6, -2, 0, -1, 2⟩ (2383936:2260113)
 
===Pajaraxe===
Identical melodic shape to [[Pajara]]. Uses sharper substitutes for prime 3, 5, 7 and 11.
 
 
Subgroup
 
2.113.161.177.193
 
 
Equal Temperament Mappings
{| class="wikitable"
!
!2
!113
!161
!177
!193
!
|-
|[ ⟨
|22
|150
|161
|164
|167
|]
|-
|⟨
|12
|82
|88
|90
|91
|] ⟩
|}
 
 
Reduced Mapping
{| class="wikitable"
!
!2
!113
!161
!177
!193
!
|-
|[ ⟨
|2
|14
|15
|16
|15
|]
|-
|⟨
|0
| -2
| -2
| -6
|1
|] ⟩
|}
 
 
POTE Generator Tunings (cents)
 
⟨600.0000, 106.8797]
 
 
POTE Step Tunings (cents)
 
⟨41.27832, 24.32309]
 
 
POTE Tuning Map (cents)
 
⟨1200.000, 8186.241, 8786.241, 8958.722, 9106.880]
 
 
POTE Mistunings (cents)
 
⟨0.000, 2.026, -10.860, -2.405, -4.069]
 
 
Unison Vectors
 
* [-1, -2, 2, 0, 0⟩ (25921:25538)
* [13, -3, 0, 1, 0⟩ (1449984:1442897)
* [-14, 1, 2, -1, 0⟩ (2929073:2899968)
* [-22, 1, 0, 0, 2⟩ (4209137:4194304)
* [-9, -2, 0, 1, 2⟩ (6593073:6537728)
* [8, 0, 2, -1, -2⟩ (6635776:6593073)
 
==See also==
*[[Dual-fifth temperaments]]
*[[List of octave-reduced harmonics]]
*[[Naughty and nice harmonics]]


[[Category:Harmonic series]]
[[Category:Harmonic series]]