Table of 103edo intervals

This table of 103edo intervals assumes 17-limit patent val ⟨103 163 239 289 356 381 421] of 103edo.

Intervals highlighted in bold are prime harmonics or subharmonics. Intervals that differ from their assigned steps by more than 50%, but no more than 100%, are shown in italic. Intervals that differ by more than 100% are not shown. For clarity, an entry can contain multiple intervals if they are of comparable complexity.

Degree	Cents	Marks	5-limit	7-limit	11-limit	13-limit	Higher Limits
0	0.000	P1	1/1
1	11.650		81/80	126/125	"	"	"
2	23.301					65/64, 66/65, 78/77	"
3	34.951			49/48, 50/49, 64/63	"	"	"
4	46.602			36/35	33/32	"	35/34
5	58.252					27/26	34/33
6	69.903		25/24	28/27	"	26/25	"
7	81.553			21/20	22/21	"	"
8	93.204						18/17
9	104.854	m2					17/16
10	116.505		16/15	15/14	"	"	"
11	128.155					14/13	"
12	139.806					13/12	"
13	151.456				12/11	"	"
14	163.107				11/10	"	"
15	174.757					72/65	"
16	186.408		10/9	"	"	"	"
17	198.058	M2	9/8	"	"	"	"
18	209.708					44/39	"
19	221.359				25/22	"	17/15
20	233.010			8/7	"	"	"
21	244.660					15/13	"
22	256.311					52/45	"
23	267.961			7/6	"	"	"
24	279.712						20/17
25	291.262					13/11	"
26	303.013	m3	32/27	25/21	"	"	"
27	314.563		6/5	"	"	"	"
28	326.214					63/52, 65/54	"
29	337.864					39/32	17/14
30	349.615			49/40, 60/49	11/9, 27/22	"	"
31	361.165					16/13	21/17
32	372.816					26/21, 81/65	"
33	384.466		5/4	"	"	"	"
34	396.117	M3		63/50	44/35	"	"
35	407.767					33/26	"
36	419.417				14/11	"	"
37	431.068			9/7	"	"	"
38	442.708						22/17
39	454.369					13/10	"
40	466.019			21/16	"	"	17/13
41	477.670
42	489.320					65/49	"
43	500.971	P4	4/3	"	"	"	"
44	512.621		27/20	"	"	"	"
45	524.272					65/48	"
46	535.922				15/11	"	"
47	547.573				11/8	"	"
48	559.223					18/13	"
49	570.874		25/18	"	"	"	"
50	582.524		45/32	7/5	"	"	"
51	594.175	A4					24/17
52	605.825	d5					17/12
53	617.476		64/45	10/7	"	"	"
54	629.126		36/25	"	"	"	"
55	640.777					13/9	"
56	652.427				16/11	"	"
57	664.078				22/15	"	"
58	675.728					96/65	"
59	687.379		40/27	"	"	"	"
60	699.029	P5	3/2	"	"	"	"
61	710.680					98/65	"
62	722.330
63	733.981			32/21	"	"	"
64	745.631					20/13	"
65	757.282						17/11
66	768.932			14/9	"	"	"
67	780.583				11/7	"	"
68	792.233					52/33	"
69	803.883	m6		100/63	35/22	"	"
70	815.534			8/5	"	"	"
71	827.184					21/13, 130/81	"
72	838.835					13/8	34/21
73	850.485			49/30, 80/49	18/11, 44/27	"	"
74	862.136					64/39	28/17
75	873.786					104/63, 108/65	"
76	885.437			5/3	"	"	"
77	897.087	M6	27/16	42/25	"	"	"
78	908.738					22/13	"
79	920.388						17/10
80	932.039			12/7	"	"	"
81	943.689				45/26	"	"
82	955.340				26/15	"	"
83	966.990			7/4	"	"	"
84	978.641				44/25	"	30/17
85	990.291					39/22	"
86	1001.942	m7	16/9	"	"	"	"
87	1013.592		9/5	"	"	"	"
88	1025.243					65/36	"
89	1036.893				20/11	"	"
90	1048.544				11/6	"	"
91	1060.194					24/13	"
92	1071.845					13/7	"
93	1083.495		15/8	28/15	"	"	"
94	1095.146	M7	"	"	"	"	32/17
95	1106.796						17/9
96	1118.447			40/21	21/11	"	"
97	1130.097		48/25	27/14	"	25/13	"
98	1141.748					52/27	33/17
99	1153.398			35/18	64/33	"	68/35
100	1165.049			49/25, 63/32, 96/49	"	"	"
101	1176.699					65/33, 77/39, 128/65	"
102	1188.350		160/81	125/63	"	"	"
103	1200.000	P8	2/1