96ed7

Division of the 7th harmonic into 96 equal parts (96ed7) is related to the Carlos Gamma, but with the 7/1 rather than the 3/2 being just. The step size is about 35.0919 cents, similar to every fifth step of 171edo.

degree	cents value	corresponding JI intervals	comments
0	0.0000	exact 1/1
1	35.0919	50/49, 49/48
2	70.1839	25/24
3	105.2758	17/16
4	140.3677
5	175.4597
6	210.5516
7	245.6436	144/125
8	280.7355	20/17
9	315.8274	6/5
10	350.9194
11	386.0113	5/4
12	421.1032	51/40
13	456.1952	125/96
14	491.2871
15	526.3790
16	561.4710
17	596.5629	24/17
18	631.6549	36/25
19	666.7468	72/49
20	701.8387	3/2
21	736.9307
22	772.0226	25/16
23	807.1145	51/32
24	842.2065
25	877.2984
26	912.3903
27	947.4823	216/125, 140/81
28	982.5742	30/17
29	1017.6662	9/5
30	1052.7581
31	1087.8500	15/4
32	1122.9420
33	1158.0339	125/64
34	1193.1258
35	1228.2178	128/63
36	1263.3097	1296/625, 56/27
37	1298.4017	36/17
38	1333.4936	54/25
39	1368.5855
40	1403.6775	9/4
41	1438.7694
42	1473.8613	225/96
43	1508.9533
44	1544.0452
45	1579.1371
46	1614.2291
47	1649.3210	70/27
48	1684.4130	119/45, 45/17
49	1719.5049	27/10
50	1754.5968
51	1789.6888	45/16
52	1824.7807
53	1859.8726
54	1894.9646
55	1930.0565	64/21
56	1965.1484	28/9
57	2000.2404
58	2035.3323
59	2070.4243
60	2105.5162	27/8
61	2140.6081
62	2175.7001
63	2210.7920
64	2245.8839
65	2280.9759	28/15
66	2316.0678
67	2351.1597	35/9
68	2386.2517	119/30
69	2421.3436	81/20
70	2456.4356
71	2491.5275
72	2526.6194
73	2961.7114
74	2596.8033	112/25
75	2631.8952	32/7
76	2666.9872	14/3
77	2702.0791
78	2737.1710	175/36
79	2772.2630
80	2807.3549
81	2842.4469
82	2877.5388
83	2912.6307
84	2947.7227	192/35
85	2982.8146	28/5
86	3017.9065	40/7
87	3052.9985	35/6
88	3088.0904	119/20
89	3123.1824
90	3158.2743
91	3193.3662
92	3228.4582
93	3263.5501
94	3298.6420	168/25
95	3333.7340	48/7
96	3368.8259	exact 7/1	harmonic seventh plus two octaves