95edt

← 94edt

95edt

96edt →

Prime factorization	5 × 19
Step size	20.0206¢
Octave	60\95edt (1201.23¢) (→12\19edt)
Consistency limit	10
Distinct consistency limit	10

Division of the third harmonic into 95 equal parts (95EDT) is related to 60 edo (tenth-tone tuning), but with the 3/1 rather than the 2/1 being just. The octave is about 1.2347 cents stretched and the step size is about 20.0206 cents.

Lookalikes: 60edo, 139ed5, 155ed6, 35edf

Intervals

Steps	Cents	Approximate Ratios
0	0	1/1
1	20.021
2	40.041	42/41, 43/42
3	60.062	29/28, 30/29
4	80.082	22/21, 43/41
5	100.103	18/17, 35/33
6	120.123	15/14
7	140.144	13/12
8	160.165	34/31
9	180.185	10/9, 41/37
10	200.206	37/33
11	220.226	25/22, 42/37
12	240.247	23/20, 31/27
13	260.268	36/31, 43/37
14	280.288	20/17
15	300.309	25/21
16	320.329
17	340.35	28/23, 39/32
18	360.37	16/13
19	380.391
20	400.412	29/23, 34/27
21	420.432	37/29
22	440.453	31/24, 40/31
23	460.473	30/23, 43/33
24	480.494	29/22, 33/25, 37/28
25	500.514	4/3
26	520.535	27/20
27	540.556	26/19, 41/30
28	560.576	29/21
29	580.597	7/5
30	600.617	17/12, 41/29
31	620.638	43/30
32	640.659	29/20, 42/29
33	660.679	22/15, 41/28
34	680.7	37/25, 40/27, 43/29
35	700.72	3/2
36	720.741	41/27
37	740.761	23/15, 43/28
38	760.782	31/20
39	780.803	11/7
40	800.823	27/17
41	820.844	37/23
42	840.864	13/8
43	860.885	23/14
44	880.905
45	900.926	32/19, 37/22
46	920.947	17/10
47	940.967	31/18, 43/25
48	960.988
49	981.008	30/17, 37/21
50	1001.029	41/23
51	1021.05
52	1041.07	31/17, 42/23
53	1061.091	24/13
54	1081.111	28/15, 43/23
55	1101.132	17/9
56	1121.152	21/11
57	1141.173	29/15
58	1161.194	43/22
59	1181.214
60	1201.235	2/1
61	1221.255
62	1241.276	41/20, 43/21
63	1261.296	29/14
64	1281.317
65	1301.338	36/17
66	1321.358	15/7
67	1341.379
68	1361.399
69	1381.42	20/9
70	1401.441	9/4
71	1421.461	25/11
72	1441.482	23/10
73	1461.502
74	1481.523	40/17
75	1501.543
76	1521.564	41/17
77	1541.585	39/16
78	1561.605	32/13, 37/15
79	1581.626
80	1601.646
81	1621.667
82	1641.687	31/12
83	1661.708
84	1681.729	37/14
85	1701.749
86	1721.77	27/10
87	1741.79	41/15
88	1761.811	36/13
89	1781.832	14/5
90	1801.852	17/6
91	1821.873	43/15
92	1841.893	29/10
93	1861.914	41/14
94	1881.934
95	1901.955	3/1

Harmonics

Approximation of odd harmonics in 95edt

Harmonic		3	5	7	9	11	13	15	17	19	21	23
Error	Absolute (¢)	+0.00	-3.45	-5.37	+0.00	-7.06	+4.04	-3.45	+0.09	+7.73	-5.37	-2.70
	Relative (%)	+0.0	-17.2	-26.8	+0.0	-35.3	+20.2	-17.2	+0.4	+38.6	-26.8	-13.5
Steps (reduced)		95 (0)	139 (44)	168 (73)	190 (0)	207 (17)	222 (32)	234 (44)	245 (55)	255 (65)	263 (73)	271 (81)

Approximation of odd harmonics in 95edt

Harmonic		25	27	29	31	33	35	37	39	41	43	45
Error	Absolute (¢)	-6.91	+0.00	-3.59	+1.08	-7.06	-8.82	-4.92	+4.04	-2.46	-4.83	-3.45
	Relative (%)	-34.5	+0.0	-17.9	+5.4	-35.3	-44.1	-24.6	+20.2	-12.3	-24.1	-17.2
Steps (reduced)		278 (88)	285 (0)	291 (6)	297 (12)	302 (17)	307 (22)	312 (27)	317 (32)	321 (36)	325 (40)	329 (44)