Chords of superpyth: Difference between revisions

Overthink (talk | contribs)
Triads: expanded
Overthink (talk | contribs)
expanded tables
Line 11: Line 11:
! Transversal
! Transversal
! Type
! Type
!Complexity
|-
|-
|1
|1
|1/1-9/8-3/2
|1/1-9/8-3/2
|ambitonal
|ambitonal
|2
|-
|-
|2
|2
|1/1-3/2-12/7
|1/1-3/2-12/7
|utonal
|utonal
|3
|-
|-
|3
|3
|1/1-8/7-12/7
|1/1-8/7-12/7
|otonal
|otonal
|3
|-
|-
|4
|4
|1/1-9/7-3/2
|1/1-9/7-3/2
|utonal
|utonal
|4
|-
|-
|5
|5
|1/1-8/7-9/7
|1/1-8/7-9/7
|ambitonal
|ambitonal
|4
|-
|-
|6
|6
|1/1-9/7-12/7
|1/1-9/7-12/7
|otonal
|otonal
|4
|-
|-
|7
|7
|1/1-10/9-12/7
|1/1-10/9-12/7
|sensamagic
|sensamagic
|7
|-
|-
|8
|8
|1/1-10/9-9/7
|1/1-10/9-9/7
|sensamagic
|sensamagic
|7
|-
|-
|9
|9
|1/1-3/2-5/3
|1/1-3/2-5/3
|otonal
|otonal
|8
|-
|-
|10
|10
|1/1-9/7-5/3
|1/1-9/7-5/3
|sensamagic
|sensamagic
|8
|-
|-
|11
|11
|1/1-10/9-5/3
|1/1-10/9-5/3
|utonal
|utonal
|8
|-
|-
|12
|12
|1/1-5/4-3/2
|1/1-5/4-3/2
|otonal
|otonal
|9
|-
|-
|13
|13
|1/1-9/8-5/4
|1/1-9/8-5/4
|otonal
|otonal
|9
|-
|-
|14
|14
|1/1-10/9-5/4
|1/1-10/9-5/4
|utonal
|utonal
|9
|-
|-
|15
|15
|1/1-5/4-5/3
|1/1-5/4-5/3
|utonal
|utonal
|9
|-
|-
|16
|16
|1/1-8/7-10/7
|1/1-8/7-10/7
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|-
|-
|17
|17
|1/1-12/7-10/7
|1/1-12/7-10/7
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|18
|1/1-9/7-10/7
|1/1-9/7-10/7
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|19
|1/1-10/9-10/7
|1/1-10/9-10/7
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|20
|1/1-5/3-10/7
|1/1-5/3-10/7
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|21
|1/1-5/4-10/7
|1/1-5/4-10/7
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|-
|22
|22
|1/1-12/7-11/9
|1/1-12/7-11/9
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|23
|1/1-10/9-11/9
|1/1-10/9-11/9
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|24
|1/1-10/7-11/9
|1/1-10/7-11/9
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|25
|1/1-3/2-11/6
|1/1-3/2-11/6
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|26
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|1/1-9/7-11/6
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|27
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|1/1-10/9-11/6
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|1/1-5/3-11/6
|1/1-5/3-11/6
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|29
|1/1-10/7-11/6
|1/1-10/7-11/6
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|1/1-11/9-11/6
|1/1-11/9-11/6
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|1/1-3/2-11/8
|1/1-3/2-11/8
|otonal
|otonal
|
|-
|-
|32
|32
|1/1-9/8-11/8
|1/1-9/8-11/8
|otonal
|otonal
|
|-
|-
|33
|33
|1/1-11/10-11/8
|1/1-11/10-11/8
|utonal
|utonal
|
|-
|-
|34
|34
|1/1-5/3-11/8
|1/1-5/3-11/8
|ptolemismic
|ptolemismic
|
|-
|-
|35
|35
|1/1-5/4-11/8
|1/1-5/4-11/8
|otonal
|otonal
|
|-
|-
|36
|36
|1/1-11/9-11/8
|1/1-11/9-11/8
|utonal
|utonal
|
|-
|-
|37
|37
|1/1-11/6-11/8
|1/1-11/6-11/8
|utonal
|utonal
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|-
|-
|38
|38
|1/1-8/7-11/7
|1/1-8/7-11/7
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|-
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|39
|1/1-12/7-11/7
|1/1-12/7-11/7
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|1/1-9/7-11/7
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|1/1-10/9-11/7
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|1/1-5/4-11/7
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|1/1-10/7-11/7
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|1/1-11/9-11/7
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|1/1-11/6-11/7
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|1/1-11/8-11/7
|1/1-11/8-11/7
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|}
|}
Line 205: Line 252:
! Transversal
! Transversal
! Type
! Type
!Complexity
|-
|-
|1
|1/1-3/2-8/7-12/7
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|1/1-3/2-8/7-12/7
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|4
|1/1-8/7-12/7-9/7
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|1/1-8/7-12/7-9/7
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|5
|1/1-12/7-9/7-10/9
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|1/1-12/7-9/7-10/9
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|-
|6
|1/1-3/2-9/7-5/3
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|1/1-3/2-9/7-5/3
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|7
|1/1-9/7-10/9-5/3
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|1/1-9/7-10/9-5/3
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|8
|1/1-3/2-8/7-5/4
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|1/1-3/2-8/7-5/4
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|9
|1/1-3/2-5/3-5/4
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|1/1-3/2-5/3-5/4
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|10
|1/1-10/9-5/3-5/4
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|1/1-10/9-5/3-5/4
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|1/1-10/9-5/4-10/7
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|1/1-10/9-5/4-10/7
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|1/1-5/3-5/4-10/7
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|1/1-5/3-5/4-10/7
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|21
|1/1-12/7-10/9-11/9
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|1/1-12/7-10/9-11/9
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|1/1-12/7-10/7-11/9
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|24
|1/1-3/2-9/7-11/6
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|1/1-3/2-5/3-11/6
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|1/1-3/2-8/7-11/8
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|58
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|59
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|60
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|61
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|62
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|63
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|64
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|65
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|67
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Line 491: Line 608:
! Transversal
! Transversal
! Type
! Type
!Complexity
|-
|-
|1
|1/1-3/2-8/7-12/7-9/7
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|1/1-3/2-8/7-12/7-9/7
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|2
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|1/1-12/7-10/9-10/7-11/7
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|25
|1/1-9/7-10/9-10/7-11/7
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|1/1-9/7-10/9-10/7-11/7
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|26
|1/1-8/7-5/4-10/7-11/7
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|1/1-8/7-5/4-10/7-11/7
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|27
|1/1-10/9-5/4-10/7-11/7
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|1/1-10/9-5/4-10/7-11/7
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|28
|1/1-12/7-10/9-11/9-11/7
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|1/1-12/7-10/9-11/9-11/7
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|29
|1/1-12/7-10/7-11/9-11/7
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|1/1-12/7-10/7-11/9-11/7
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|-
|30
|1/1-10/9-10/7-11/9-11/7
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|1/1-10/9-10/7-11/9-11/7
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|31
|1/1-9/7-10/9-11/6-11/7
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|1/1-9/7-10/9-11/6-11/7
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|32
|1/1-9/7-10/7-11/6-11/7
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|1/1-9/7-10/7-11/6-11/7
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|33
|1/1-10/9-10/7-11/6-11/7
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|1/1-10/9-10/7-11/6-11/7
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|34
|1/1-10/9-11/9-11/6-11/7
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|1/1-10/9-11/9-11/6-11/7
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|35
|1/1-10/7-11/9-11/6-11/7
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|1/1-10/7-11/9-11/6-11/7
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|36
|1/1-8/7-5/4-11/8-11/7
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|1/1-8/7-5/4-11/8-11/7
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|37
|1/1-10/9-5/4-11/8-11/7
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|1/1-10/9-5/4-11/8-11/7
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|38
|1/1-10/9-11/9-11/8-11/7
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|1/1-10/9-11/9-11/8-11/7
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|39
|1/1-10/9-11/6-11/8-11/7
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|1/1-10/9-11/6-11/8-11/7
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|40
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|1/1-11/9-11/6-11/8-11/7
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|}
|}
Line 661: Line 819:
! Transversal
! Transversal
! Type
! Type
!Complexity
|-
|-
|
|1
|1/1-9/7-10/9-5/3-10/7-11/6
|1/1-9/7-10/9-5/3-10/7-11/6
|
|
|15
|-
|-
|
|2
|1/1-8/7-12/7-9/7-10/7-11/7
|1/1-8/7-9/7-10/7-11/7-12/7
|
|otonal
|18
|-
|-
|
|3
|1/1-12/7-9/7-10/9-10/7-11/7
|1/1-12/7-9/7-10/9-10/7-11/7
|
|
|18
|-
|-
|
|4
|1/1-12/7-10/9-10/7-11/9-11/7
|1/1-12/7-10/9-10/7-11/9-11/7
|
|
|18
|-
|-
|
|5
|1/1-9/7-10/9-10/7-11/6-11/7
|1/1-9/7-10/9-10/7-11/6-11/7
|
|
|18
|-
|-
|
|6
|1/1-10/9-10/7-11/9-11/6-11/7
|1/1-10/9-10/7-11/9-11/6-11/7
|
|
|18
|-
|-
|
|7
|1/1-10/9-11/9-11/6-11/8-11/7
|1/1-11/10-11/9-11/8-11/7-11/6
|
|utonal
|18
|}
|}