123edo

123edo uses a step size of 9.7560975609756 cents, and is a commatonal EDO. It can be thought of as three sets of 41edo. Divisors are {{#rreplace: 123 41 3 1|/(\d+)(\D+)?/|\1\2}}. It is consistent in the 5-odd-limit. It is also starling family.

Step	Five limit	Seven limit	Eleven limit	Thirteen limit
1	2048/2025	245/243	176/175	91/90
2	81/80	81/80	56/55	56/55
3	128/125	49/48	49/48	49/48
4	6561/6400	2240/2187	45/44	45/44
5	648/625	36/35	36/35	36/35
6	250/243	28/27	28/27	26/25
7	6561/6250	405/392	80/77	27/26
8	25/24	21/20	21/20	21/20
9	256/243	256/243	22/21	22/21
10	135/128	135/128	35/33	35/33
11	16/15	16/15	16/15	16/15
12	2187/2048	729/686	77/72	77/72
13	27/25	15/14	15/14	14/13
14	2048/1875	49/45	49/45	13/12
15	2187/2000	243/224	12/11	12/11
16	625/576	35/32	35/32	35/32
17	800/729	448/405	11/10	11/10
18	1125/1024	54/49	49/44	49/44
19	10/9	10/9	10/9	10/9
20	4096/3645	1372/1215	352/315	91/81
21	9/8	9/8	9/8	9/8
22	256/225	245/216	55/49	44/39
23	729/640	729/640	25/22	25/22
24	144/125	8/7	8/7	8/7
25	2500/2187	280/243	55/48	52/45
26	729/625	81/70	64/55	15/13
27	125/108	7/6	7/6	7/6
28	2560/2187	1715/1458	88/75	88/75
29	75/64	75/64	75/64	13/11
30	32/27	32/27	32/27	32/27
31	1215/1024	405/343	105/88	105/88
32	6/5	6/5	6/5	6/5
33	4096/3375	98/81	77/64	65/54
34	243/200	135/112	40/33	40/33
35	768/625	49/40	49/40	39/32
36	8000/6561	896/729	11/9	11/9
37	625/512	60/49	60/49	16/13
38	100/81	56/45	56/45	26/21
39	8192/6561	243/196	96/77	81/65
40	5/4	5/4	5/4	5/4
41	512/405	343/270	44/35	44/35
42	81/64	81/64	14/11	14/11
43	32/25	32/25	32/25	32/25
44	6561/5120	1568/1215	77/60	77/60
45	162/125	9/7	9/7	9/7
46	625/486	35/27	35/27	13/10
47	6561/5000	729/560	72/55	72/55
48	125/96	21/16	21/16	21/16
49	320/243	320/243	33/25	33/25
50	675/512	324/245	147/110	117/88
51	4/3	4/3	4/3	4/3
52	8192/6075	980/729	385/288	121/91
53	27/20	27/20	27/20	27/20
54	512/375	49/36	49/36	49/36
55	2187/1600	1215/896	15/11	15/11
56	864/625	48/35	48/35	48/35
57	1000/729	112/81	11/8	11/8
58	4374/3125	135/98	135/98	18/13
59	25/18	7/5	7/5	7/5
60	1024/729	343/243	88/63	88/63
61	45/32	45/32	45/32	45/32
62	64/45	64/45	64/45	55/39
63	729/512	486/343	63/44	63/44
64	36/25	10/7	10/7	10/7
65	3125/2187	196/135	175/121	13/9
66	729/500	81/56	16/11	16/11
67	625/432	35/24	35/24	35/24
68	3200/2187	1792/1215	22/15	22/15
69	375/256	72/49	49/33	49/33
70	40/27	40/27	40/27	40/27
71	6075/4096	729/490	363/245	135/91
72	3/2	3/2	3/2	3/2
73	1024/675	245/162	220/147	91/60
74	243/160	243/160	50/33	50/33
75	192/125	32/21	32/21	32/21
76	10000/6561	1120/729	55/36	55/36
77	972/625	54/35	54/35	20/13
78	125/81	14/9	14/9	14/9
79	10240/6561	1215/784	120/77	81/52
80	25/16	25/16	25/16	25/16
81	128/81	128/81	11/7	11/7
82	405/256	405/256	35/22	35/22
83	8/5	8/5	8/5	8/5
84	6561/4096	392/243	77/48	77/48
85	81/50	45/28	45/28	21/13
86	1024/625	49/30	49/30	13/8
87	6561/4000	729/448	18/11	18/11
88	625/384	80/49	80/49	64/39
89	400/243	224/135	33/20	33/20
90	3375/2048	81/49	81/49	81/49
91	5/3	5/3	5/3	5/3
92	2048/1215	686/405	176/105	91/54
93	27/16	27/16	27/16	27/16
94	128/75	128/75	128/75	22/13
95	2187/1280	2187/1280	75/44	75/44
96	216/125	12/7	12/7	12/7
97	1250/729	140/81	55/32	26/15
98	2187/1250	243/140	96/55	45/26
99	125/72	7/4	7/4	7/4
100	1280/729	1280/729	44/25	44/25
101	225/128	225/128	98/55	39/22
102	16/9	16/9	16/9	16/9
103	3645/2048	1215/686	315/176	143/80
104	9/5	9/5	9/5	9/5
105	2048/1125	49/27	49/27	49/27
106	729/400	405/224	20/11	20/11
107	1152/625	64/35	64/35	64/35
108	4000/2187	448/243	11/6	11/6
109	1875/1024	90/49	90/49	24/13
110	50/27	28/15	28/15	13/7
111	4096/2187	729/392	144/77	121/65
112	15/8	15/8	15/8	15/8
113	256/135	256/135	66/35	66/35
114	243/128	243/128	21/11	21/11
115	48/25	40/21	40/21	40/21
116	12500/6561	784/405	77/40	52/27
117	243/125	27/14	27/14	25/13
118	625/324	35/18	35/18	35/18
119	12800/6561	2187/1120	88/45	88/45
120	125/64	63/32	63/32	63/32
121	160/81	160/81	55/28	55/28
122	2025/1024	486/245	175/88	143/72
123	2/1	2/1	2/1	2/1