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	Hekts	Approximate ratios
0	0	0	1/1
1	20	13.7
2	40	27.4	42/41, 43/42
3	60.1	41.1	29/28, 30/29
4	80.1	54.7	22/21, 43/41
5	100.1	68.4	18/17, 35/33
6	120.1	82.1	15/14
7	140.1	95.8	13/12
8	160.2	109.5	34/31
9	180.2	123.2	10/9, 41/37
10	200.2	136.8	37/33
11	220.2	150.5	25/22, 42/37
12	240.2	164.2	23/20, 31/27
13	260.3	177.9	36/31, 43/37
14	280.3	191.6	20/17
15	300.3	205.3	25/21
16	320.3	218.9
17	340.3	232.6	28/23, 39/32
18	360.4	246.3	16/13
19	380.4	260
20	400.4	273.7	29/23, 34/27
21	420.4	287.4	37/29
22	440.5	301.1	31/24, 40/31
23	460.5	314.7	30/23, 43/33
24	480.5	328.4	29/22, 33/25, 37/28
25	500.5	342.1	4/3
26	520.5	355.8	27/20
27	540.6	369.5	26/19, 41/30
28	560.6	383.2	29/21
29	580.6	396.8	7/5
30	600.6	410.5	17/12, 41/29
31	620.6	424.2	43/30
32	640.7	437.9	29/20, 42/29
33	660.7	451.6	22/15, 41/28
34	680.7	465.3	37/25, 40/27, 43/29
35	700.7	478.9	3/2
36	720.7	492.6	41/27
37	740.8	506.3	23/15, 43/28
38	760.8	520	31/20
39	780.8	533.7	11/7
40	800.8	547.4	27/17
41	820.8	561.1	37/23
42	840.9	574.7	13/8
43	860.9	588.4	23/14
44	880.9	602.1
45	900.9	615.8	32/19, 37/22
46	920.9	629.5	17/10
47	941	643.2	31/18, 43/25
48	961	656.8
49	981	670.5	30/17, 37/21
50	1001	684.2	41/23
51	1021	697.9
52	1041.1	711.6	31/17, 42/23
53	1061.1	725.3	24/13
54	1081.1	738.9	28/15, 43/23
55	1101.1	752.6	17/9
56	1121.2	766.3	21/11
57	1141.2	780	29/15
58	1161.2	793.7	43/22
59	1181.2	807.4
60	1201.2	821.1	2/1
61	1221.3	834.7
62	1241.3	848.4	41/20, 43/21
63	1261.3	862.1	29/14
64	1281.3	875.8
65	1301.3	889.5	36/17
66	1321.4	903.2	15/7
67	1341.4	916.8
68	1361.4	930.5
69	1381.4	944.2	20/9
70	1401.4	957.9	9/4
71	1421.5	971.6	25/11
72	1441.5	985.3	23/10
73	1461.5	998.9
74	1481.5	1012.6	40/17
75	1501.5	1026.3
76	1521.6	1040	41/17
77	1541.6	1053.7	39/16
78	1561.6	1067.4	32/13, 37/15
79	1581.6	1081.1
80	1601.6	1094.7
81	1621.7	1108.4
82	1641.7	1122.1	31/12
83	1661.7	1135.8
84	1681.7	1149.5	37/14
85	1701.7	1163.2
86	1721.8	1176.8	27/10
87	1741.8	1190.5	41/15
88	1761.8	1204.2	36/13
89	1781.8	1217.9	14/5
90	1801.9	1231.6	17/6
91	1821.9	1245.3	43/15
92	1841.9	1258.9	29/10
93	1861.9	1272.6	41/14
94	1881.9	1286.3
95	1902	1300	3/1

Harmonics

Approximation of prime harmonics in 95edt

Harmonic		2	3	5	7	11	13	17	19	23
Error	Absolute (¢)	+1.23	+0.00	-3.45	-5.37	-7.06	+4.04	+0.09	+7.73	-2.70
	Relative (%)	+6.2	+0.0	-17.2	-26.8	-35.3	+20.2	+0.4	+38.6	-13.5
Steps (reduced)		60 (60)	95 (0)	139 (44)	168 (73)	207 (17)	222 (32)	245 (55)	255 (65)	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)