Chords of superpyth: Difference between revisions

Tetrads: sort intervals by size and complete types
Pentads: sort intervals by size and complete types
Line 608: Line 608:
|-
|-
| 1
| 1
|  
| 0–1–2–3–4
| 1–3/2–8/7–12/7–9/7
| 1–8/7–9/7–3/2–12/7
|  
| Archytas
|-
|-
| 2
| 2
|  
| 0–2–3–4–11
| 1–8/7–12/7–9/7–10/7
| 1–8/7–9/7–10/7–12/7
|  
| Otonal
|-
|-
| 3
| 3
|  
| 0–3–4–7–11
| 1–12/7–9/7–10/9–10/7
| 1–10/9–9/7–10/7–12/7
|  
| Sensamagic
|-
|-
| 4
| 4
|  
| 0–4–7–8–11
| 1–9/7–10/9–5/3–10/7
| 1–10/9–9/7–10/7–5/3
|  
| Sensamagic
|-
|-
| 5
| 5
|  
| 0–7–8–9–11
| 1–10/9–5/3–5/4–10/7
| 1–10/9–5/4–10/7–5/3
|  
| Utonal
|-
|-
| 6
| 6
|  
| 0–3–7–11–14
| 1–12/7–10/9–10/7–11/9
| 1–10/9–11/9–10/7–12/7
|  
| Octarod
|-
|-
| 7
| 7
|  
| 0–1–4–8–15
| 1–3/2–9/7–5/3–11/6
| 1–9/7–3/2–5/3–11/6
|  
| Octarod
|-
|-
| 8
| 8
|  
| 0–4–7–8–15
| 1–9/7–10/9–5/3–11/6
| 1–10/9–9/7–5/3–11/6
|  
| Octarod
|-
|-
| 9
| 9
|  
| 0–4–7–11–15
| 1–9/7–10/9–10/7–11/6
| 1–9/7–10/9–10/7–11/6
|  
| Octarod
|-
|-
| 10
| 10
|  
| 0–4–8–11–15
| 1–9/7–5/3–10/7–11/6
| 1–9/7–5/3–10/7–11/6
|  
| Octarod
|-
|-
| 11
| 11
|  
| 0–7–8–11–15
| 1–10/9–5/3–10/7–11/6
| 1–10/9–5/3–10/7–11/6
|  
| Octarod
|-
|-
| 12
| 12
|  
| 0–7–11–14–15
| 1–10/9–10/7–11/9–11/6
| 1–10/9–11/9–10/7–11/6
|  
| Octarod
|-
|-
| 13
| 13
|  
| 0–1–2–9–16
| 1–3/2–8/7–5/4–11/8
| 1–9/8–5/4–11/8–3/2
|  
| Otonal
|-
|-
| 14
| 14
|  
| 0–1–8–9–16
| 1–3/2–5/3–5/4–11/8
| 1–5/4–11/8–3/2–5/3
|  
| Ptolemismic
|-
|-
| 15
| 15
|  
| 0–7–8–9–16
| 1–10/9–5/3–5/4–11/8
| 1–10/9–5/3–5/4–11/8
|  
| Ptolemismic
|-
|-
| 16
| 16
|  
| 0–1–8–15–16
| 1–3/2–5/3–11/6–11/8
| 1–11/8–3/2–5/3–11/6
|  
| Ptolemismic
|-
|-
| 17
| 17
|  
| 0–7–8–15–16
| 1–10/9–5/3–11/6–11/8
| 1–10/9–11/8–5/3–11/6
|  
| Ptolemismic
|-
|-
| 18
| 18
|  
| 0–7–14–15–16
| 1–10/9–11/9–11/6–11/8
| 1–11/10–11/9–11/8–11/6
|  
| Utonal
|-
|-
| 19
| 19
|  
| 0–2–3–4–18
| 1–8/7–12/7–9/7–11/7
| 1–8/7–9/7–11/7–12/7
|  
| Otonal
|-
|-
| 20
| 20
|  
| 0–3–4–7–18
| 1–12/7–9/7–10/9–11/7
| 1–10/9–9/7–11/7–12/7
|  
| Octarod
|-
|-
| 21
| 21
|  
| 0–2–3–11–18
| 1–8/7–12/7–10/7–11/7
| 1–8/7–10/7–11/7–12/7
|  
| Otonal
|-
|-
| 22
| 22
|  
| 0–2–4–11–18
| 1–8/7–9/7–10/7–11/7
| 1–8/7–9/7–10/7–11/7
|  
| Otonal
|-
|-
| 23
| 23
|  
| 0–3–4–11–18
| 1–12/7–9/7–10/7–11/7
| 1–9/7–10/7–11/7–12/7
|  
| Otonal
|-
|-
| 24
| 24
|  
| 0–3–7–11–18
| 1–12/7–10/9–10/7–11/7
| 1–12/7–10/9–10/7–11/7
|  
| Octarod
|-
|-
| 25
| 25
|  
| 0–4–7–11–18
| 1–9/7–10/9–10/7–11/7
| 1–10/9–9/7–10/7–11/7
|  
| Octarod
|-
|-
| 26
| 26
|  
| 0–2–9–11–18
| 1–8/7–5/4–10/7–11/7
| 1–8/7–5/4–10/7–11/7
|  
| Valinorsmic
|-
|-
| 27
| 27
|  
| 0–7–9–11–18
| 1–10/9–5/4–10/7–11/7
| 1–10/9–5/4–10/7–11/7
|  
| Ares
|-
|-
| 28
| 28
|  
| 0–3–7–14–18
| 1–12/7–10/9–11/9–11/7
| 1–10/9–11/9–11/7–12/7
|  
| Octarod
|-
|-
| 29
| 29
|  
| 0–3–11–14–18
| 1–12/7–10/7–11/9–11/7
| 1–11/9–10/7–11/7–12/7
|  
| Swetismic
|-
|-
| 30
| 30
|  
| 0–7–11–14–18
| 1–10/9–10/7–11/9–11/7
| 1–10/9–11/9–10/7–11/7
|  
| Octarod
|-
|-
| 31
| 31
|  
| 0–4–7–15–18
| 1–9/7–10/9–11/6–11/7
| 1–10/9–9/7–11/7–11/6
|  
| Octarod
|-
|-
| 32
| 32
|  
| 0–4–11–15–18
| 1–9/7–10/7–11/6–11/7
| 1–9/7–10/7–11/7–11/6
|  
| Octarod
|-
|-
| 33
| 33
|  
| 0–7–11–15–18
| 1–10/9–10/7–11/6–11/7
| 1–10/9–10/7–11/7–11/6
|  
| Octarod
|-
|-
| 34
| 34
|  
| 0–7–14–15–18
| 1–10/9–11/9–11/6–11/7
| 1–11/10–11/9–11/7–11/6
|  
| Utonal
|-
|-
| 35
| 35
|  
| 0–11–14–15–18
| 1–10/7–11/9–11/6–11/7
| 1–11/9–10/7–11/7–11/6
|  
| Octarod
|-
|-
| 36
| 36
|  
| 0–2–9–16–18
| 1–8/7–5/4–11/8–11/7
| 1–8/7–5/4–11/8–11/7
|  
| Ares
|-
|-
| 37
| 37
|  
| 0–7–9–16–18
| 1–10/9–5/4–11/8–11/7
| 1–11/10–5/4–11/8–11/7
|  
| Valinorsmic
|-
|-
| 38
| 38
|  
| 0–7–14–16–18
| 1–10/9–11/9–11/8–11/7
| 1–11/10–11/9–11/8–11/7
|  
| Utonal
|-
|-
| 39
| 39
|  
| 0–7–15–16–18
| 1–10/9–11/6–11/8–11/7
| 1–11/10–11/8–11/7–11/6
|  
| Utonal
|-
|-
| 40
| 40
|  
| 0–14–15–16–18
| 1–11/9–11/6–11/8–11/7
| 1–11/9–11/8–11/7–11/6
|  
| Utonal
|}
|}