35edt

Division of the third harmonic into 35 equal parts (35edt) is related to 22 edo, but with the 3/1 rather than the 2/1 being just. The octave is about 4.4854 cents compressed and the step size is about 54.3416 cents. It is consistent to the 12-integer-limit.

degree	cents value	hekts	corresponding JI intervals	comments
0	0.0000		exact 1/1
1	54.3416	37.1429	33/32, 32/31
2	108.6831	74.2857	33/31
3	163.0247	111.4286	11/10
4	217.3663	148.5714	17/15
5	271.7079	185.7143	7/6
6	326.0494	222.8571		pseudo-6/5
7	380.391	260	81/65	pseudo-5/4
8	434.7326	297.1429	9/7
9	489.0741	334.2857	69/52
10	543.4157	371.4286	26/19
11	597.7573	408.5714	24/17
12	652.0989	445.7143	35/24
13	706.4404	482.8571		pseudo-3/2
14	760.782	520	45/29
15	815.1236	557.1429	8/5
16	869.4651	594.2857	38/23, 81/49
17	923.8067	631.4286	46/27
18	978.1483	668.5714	81/46
19	1032.4899	705.7143	49/27, 69/38
20	1086.8314	742.8571	15/8
21	1141.173	780	29/15
22	1195.5146	817.1429		pseudo-octave
23	1249.8561	854.2857	72/35
24	1304.1977	891.4286	17/8
25	1358.5393	928.5714	57/26
26	1412.8809	965.7143	52/23
27	1467.2224	1002.8571	7/3
28	1521.564	1040	65/27	pseudo-12/5
29	1575.9056	1077.1429		pseudo-5/2
30	1630.2471	1114.2857	18/7
31	1684.5887	1151.4286	45/17
32	1738.9303	1188.5714	03/11
33	1793.2719	1225.7143	31/11
34	1847.6134	1262.8571	32/11, 93/32
35	1901.955	1300	exact 3/1	just perfect fifth plus an octave