30afdo: Difference between revisions

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Line 17: Line 17:
| 1.000
| 1.000
| perfect unison
| perfect unison
|
|-
|1
|56.2
|[[31/30]]
|1.0333
|large tricesimoprimal quartertone
|
|-
|2
|111.7
|[[16/15]]
|1.0667
|classic diatonic semitone
|
|-
|3
|165.0
|[[11/10]]
|1.1000
|undecimal submajor second
|
|-
|4
|216.7
|[[17/15]]
|1.1333
|septendecimal whole tone
|
|
|-
|-
Line 25: Line 53:
| subminor third
| subminor third
| [[File:Jid_7_6_pluck_adu_dr220.mp3]]
| [[File:Jid_7_6_pluck_adu_dr220.mp3]]
|-
|6
|315.6
|[[6/5]]
|1.2000
|just minor third
|
|-
|7
|363.1
|37/30
|1.2333
|
|
|-
|8
|409.2
|[[19/15]]
|1.2667
|Eratosthenes' major third
|
|-
|9
|454.2
|[[13/10]]
|1.3000
|tridecimal semisixth
|
|-
|-
| 10
| 10
| 498.0
| 498.0
| [[4/3]]
|[[4/3]]
| 1.3333
| 1.3333
| just perfect fourth
| just perfect fourth
| [[File:Jid_4_3_pluck_adu_dr220.mp3]]
|[[File:Jid_4_3_pluck_adu_dr220.mp3]]
|-
|11
|540.8
|41/30
|1.3667
|
|
|-
|12
|582.5
|[[7/5]]
|1.4000
|small septimal tritone
|
|-
|13
|623.25
|43/30
|1.4333
|
|
|-
|14
|663.05
|[[22/15]]
|1.4667
|undecimal diminished fifth
|
|-
|-
| 15
| 15
| 702.0
| 702.0
| [[3/2]]
|[[3/2]]
| 1.5000
| 1.5000
| just perfect fifth
| just perfect fifth
| [[File:Jid_3_2_pluck_adu_dr220.mp3]]
|[[File:Jid_3_2_pluck_adu_dr220.mp3]]
|-
|16
|740.0
|[[23/15]]
|1.5333
|vicesimotertial ultraminor sixth
|
|-
|17
|777.2
|47/30
|1.5667
|
|
|-
|18
|813.7
|8/5
|1.6000
|just minor sixth
|
|-
|19
|849.4
|49/30
|1.6333
|
|
|-
|-
| 20
| 20
| 884.5
| 884.5
| [[5/3]]
|[[5/3]]
| 1.6667
| 1.6667
| just minor sixth
| just major sixth
| [[File:Jid_5_3_pluck_adu_dr220.mp3]]
|[[File:Jid_5_3_pluck_adu_dr220.mp3]]
|-
|21
|918.6
|[[17/10]]
|1.7000
|septendecimal major sixth
|
|-
|22
|952.3
|[[26/15]]
|1.7333
|tridecimal semitwelfth
|
|-
|23
|985.2
|53/30
|1.7667
|
|
|-
|24
|1017.6
|[[9/5]]
|1.8000
|just minor seventh
|
|-
|-
| 25
| 25
| 1049.4
| 1049.4
| [[11/6]]
|[[11/6]]
| 1.8333
| 1.8333
| undecimal neutral seventh
| undecimal neutral seventh
| [[File:Jid_11_6_pluck_adu_dr220.mp3]]
|[[File:Jid_11_6_pluck_adu_dr220.mp3]]
|-
|26
|1080.6
|[[28/15]]
|1.8667
|septimal grave major seventh
|
|-
|27
|1111.2
|[[19/10]]
|1.9000
|Eratosthenes' major seventh
|
|-
|28
|1141.3
|29/15
|1.9333
|
|
|-
|29
|1170.9
|59/30
|1.9667
|
|
|-
|-
| 30
| 30
| 1200.0
| 1200.0
| [[2/1]]
|[[2/1]]
| 2.0000
| 2.0000
| perfect octave
| perfect octave
| [[File:Jid_2_1_pluck_adu_dr220.mp3]]
|[[File:Jid_2_1_pluck_adu_dr220.mp3]]
|}
|}




[[Category:ADO]]
[[Category:ADO]]

Revision as of 22:53, 21 March 2023

WIP Template:Infobox ADO 30ado is the arithmetic equal division of the octave into thirty parts of 1/30 each. Due to 30 being 2*3*5, this ADO contains many common 5-limit intervals and is extremely useful.

Intervals

# Cents Ratio Decimal Interval name Audio
0 0 1/1 1.000 perfect unison
1 56.2 31/30 1.0333 large tricesimoprimal quartertone
2 111.7 16/15 1.0667 classic diatonic semitone
3 165.0 11/10 1.1000 undecimal submajor second
4 216.7 17/15 1.1333 septendecimal whole tone
5 266.9 7/6 1.1667 subminor third
6 315.6 6/5 1.2000 just minor third
7 363.1 37/30 1.2333
8 409.2 19/15 1.2667 Eratosthenes' major third
9 454.2 13/10 1.3000 tridecimal semisixth
10 498.0 4/3 1.3333 just perfect fourth
11 540.8 41/30 1.3667
12 582.5 7/5 1.4000 small septimal tritone
13 623.25 43/30 1.4333
14 663.05 22/15 1.4667 undecimal diminished fifth
15 702.0 3/2 1.5000 just perfect fifth
16 740.0 23/15 1.5333 vicesimotertial ultraminor sixth
17 777.2 47/30 1.5667
18 813.7 8/5 1.6000 just minor sixth
19 849.4 49/30 1.6333
20 884.5 5/3 1.6667 just major sixth
21 918.6 17/10 1.7000 septendecimal major sixth
22 952.3 26/15 1.7333 tridecimal semitwelfth
23 985.2 53/30 1.7667
24 1017.6 9/5 1.8000 just minor seventh
25 1049.4 11/6 1.8333 undecimal neutral seventh
26 1080.6 28/15 1.8667 septimal grave major seventh
27 1111.2 19/10 1.9000 Eratosthenes' major seventh
28 1141.3 29/15 1.9333
29 1170.9 59/30 1.9667
30 1200.0 2/1 2.0000 perfect octave