User:FloraC/Sequence of equal temperaments by error/Supplement: Difference between revisions

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{{Breadcrumb|Sequence of equal temperaments by error}}
; 2.3.5.11 subgroup
; 2.3.5.11 subgroup
: {{EDOs| '''7''', 12, 15, 19, 22, 31, 34, 41, 46, 53, '''65''', 87, 118, '''152''', 224, 270, 335, '''342''', '''494''', 677, 1019, '''1171''', 3855, 4349, 5026, 5520, 6691, 7862, 8763, 9934, '''11105''', '''12276''', … }}
: {{EDOs| '''7''', 12, 15, 19, 22, 31, 34, 41, 46, 53, '''65''', 87, 118, '''152''', 224, 270, 335, '''342''', '''494''', 677, 1019, '''1171''', 3855, 4349, 5026, 5520, 6691, 7862, 8763, 9934, '''11105''', '''12276''', … }}
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: {{Databox|Exotemperaments*| 5cf, 5f, 5, '''5ehj''', 7deefhjj, 7dfhjj, 7dh, '''7''', 8d, 8dhhjj, '''9j''', 10h, 12e, 12, 12f, 12fj, 14cfjj, '''15''', 19eh, 22, 22fh, 24, 26, 27ej, 31j, 31, 34dhj, 38dfj, 41f }}
: {{Databox|Exotemperaments*| 5cf, 5f, 5, '''5ehj''', 7deefhjj, 7dfhjj, 7dh, '''7''', 8d, 8dhhjj, '''9j''', 10h, 12e, 12, 12f, 12fj, 14cfjj, '''15''', 19eh, 22, 22fh, 24, 26, 27ej, 31j, 31, 34dhj, 38dfj, 41f }}
: <nowiki>*</nowiki> monotonicity considered for {1, 3, 5, 7, 9, 11, 13, 15, 19, 21, 27, 29} (omission of 25 is intentional)
: <nowiki>*</nowiki> monotonicity considered for {1, 3, 5, 7, 9, 11, 13, 15, 19, 21, 27, 29} (omission of 25 is intentional)
; 2.3.5.7.11.13.19.29.31 subgroup
: {{EDOs| 58hk, 72*, 77*, 80k*, 87*, 99efk, '''103h'''* (118), 121k, 130j*, 130, 152fj, 159k* (159), 166*, 183, '''190''', 217, 224, 270k*, '''270''', 311, 422, 525, 540, 552, 612, 692k, 718, 742, 908, 954hj, 1178, 1205, '''1308''', 1759, 1817h, 1920, 2159, 2190, 2684, 2901, 3125, 3395k, '''4190''', '''4501''', 5809, 6539, 7527, '''8539''', 11664j, 12307, 12618, 14124, 16066, '''16808''', … }}
: {{Databox|Exotemperaments*| 5cfk, 5f, 5, '''5ehj''', 7deeefhjjk, 7dfhjjk, 7k, '''7''', 8d, '''9jk''', 10h, 12e, 12fk, '''12fjk''', 14cfjj, 15, '''15k''', 19ehkk, 19eh, 19, 22, 22fh, 24, 26k, 27e, '''27ej''', 31, 34dhk, 34dhjk, 38dfj, 41f, '''41''', 53k }}
: <nowiki>*</nowiki> monotonicity considered for {1, 3, 5, 7, 9, 11, 13, 15, 19, 21, 25, 27, 29, 31}


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