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User:Unque/37edo Composition Theory: Difference between revisions

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{{breadcrumb|37edo}}
'''Note: This page is currently under construction, and will be subject to major expansion in the near future. Come back soon!'''
'''Note: This page is currently under construction, and will be subject to major expansion in the near future. Come back soon!'''


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|1\37
|1\37
|32.43
|32.43
|[[55/54]], [[56/55]]
|[[55/54]]+, [[56/55]]
|
|
|D♭
|D♭
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|2\37
|2\37
|64.86
|64.86
|[[28/27]]
|[[28/27]]+
|[[Sycamore]]/[[Octaphore#2.3.7 Unicorn|Unicorn]]
|[[Sycamore]]
|Bｷ = E𝄫
|Bｷ = E𝄫
|Sycamore uses diatonic fifth, Unicorn uses antidiatonic fifth
|
|-
|-
|3\37
|3\37
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|5\37
|5\37
|162.16
|162.16
|[[11/10|10/9]], [[9/8]]-
|[[11/10|10/9]]+, [[9/8]]-
|[[Porcupine]]
|[[Porcupine]]
|B♯
|B♯
|9/8 using antidiatonic fifth
|10/9 using diatonic fifth, or 9/8 using antidiatonic fifth
|-
|-
|6\37
|6\37
|194.59
|194.59
|[[19/17]], 9/8
|10/9, [[19/17]], 9/8
|[[Didacus]]
|[[Didacus]]
|C♯
|C♯
|9/8 using dual fifths
|10/9 = 9/8 using dual fifths
|-
|-
|7\37
|7\37
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|8\37
|8\37
|259.46
|259.46
|[[15/13]]
|[[15/13]]+
|[[Barbados]]
|[[Barbados]]
|E♭
|E♭
|
|Barbados utilizes split-3 shenanigans
|-
|-
|9\37
|9\37
|291.89
|291.89
|[[13/11]], [[19/16]]
|[[13/11]], [[19/16]]
|
|[[847/845|Cuthbert]]
|F♭
|F♭
|
|
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|11\37
|11\37
|356.76
|356.76
|[[11/9]], [[16/13]]
|[[11/9]]+, [[16/13]]
|[[Beatles]]
|[[Beatles]]
|B𝄪 = Ed
|B𝄪 = Ed
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|14\37
|14\37
|454.05
|454.05
|[[9/7]], [[13/10]]
|[[9/7]]+, [[13/10]]
|[[Ammonite]]
|[[Ammonite]]
|E
|E
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|908.11
|908.11
|[[32/19]], [[22/13]]
|[[32/19]], [[22/13]]
|
|Cuthbert
|G♯
|G♯
|
|
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| 31\37
| 31\37
|1005.41
|1005.41
|16/9
|16/9, 10/9
|Didacus
|Didacus
|C♭
|C♭
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|32\37
|32\37
|1037.84
|1037.84
|16/9-, [[20/11|9/5]]
|16/9-, [[20/11|9/5]]+
|Porcupine
|Porcupine
|Aｷ = D𝄫
|Aｷ = D𝄫
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|1070.27
|1070.27
|[[13/7]]
|[[13/7]]
|
|Cubical
|Bd
|Bd
|
|
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|35\37
|35\37
|1135.14
|1135.14
|[[27/14]]
|[[27/14]]+
|Sycamore/Unicorn
|Sycamore
|A♯
|A♯
|
|
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|36\37
|36\37
|1167.57
|1167.57
|[[55/28]]
|[[55/28]], [[55/27]]+
|
|
|B
|B
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Additionally, [[Diamond MOS notation]] may be more useful than Circle of Fifths notation for describing structures that do not adhere closely to the Circle of Fifths, such as Orgone or Cubical.
Additionally, [[Diamond MOS notation]] may be more useful than Circle of Fifths notation for describing structures that do not adhere closely to the Circle of Fifths, such as Orgone or Cubical.
[[Category:Approaches to tuning systems]]
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