24edf

← 23edf

24edf

25edf →

Prime factorization	23 × 3
Step size	29.2481¢
Octave	41\24edf (1199.17¢) (convergent)
Twelfth	65\24edf (1901.13¢) (convergent)
Consistency limit	16
Distinct consistency limit	7
Special properties	highly composite

Division of the just perfect fifth into 24 equal parts (24EDF) is related to 41 edo, but with the 3/2 rather than the 2/1 being just. The octave is about 0.8269 cents compressed and the step size is about 29.2481 cents. It is consistent to the 16-integer-limit.

Lookalikes: 41edo, 65edt, 95ed5

Intervals

	Cents Value	Approximate Ratios in the 11-limit
0		1/1
1	29.2481	81/80
2	58.49625	25/24, 28/27, 33/32
3	87.7444	21/20, 22/21
4	116.9925	16/15, 15/14
5	146.2406	12/11
6	175.48875	10/9, 11/10
7	204.7369	9/8
8	233.985	8/7
9	263.2331	7/6, 32/25
10	292.48125	32/27
11	321.7293	6/5
12	350.9775	11/9,27/22
13	380.2256	5/4
14	409.47375	14/11, 81/64
15	438.7219	9/7
16	467.97	21/16
17	497.2181	4/3
18	526.46625	15/11, 27/20
19	556.7144	11/8
20	584.9625	7/5
21	614.2106	10/7
22	643.45875	16/11
23	671.7069	22/15, 40/27
24	701.955	3/2
25	731.2031	32/21
26	760.45125	14/9, 25/16
27	789.6994	11/7, 128/81
28	818.9475	8/5
29	848.1956	18/11, 44/27
30	877.44375	5/3
31	906.6919	27/16
32	935.94	12/7
33	965.1881	7/4
34	994.43625	16/9
35	1023.6844	9/5, 20/11
36	1052.9325	11/6
37	1082.1806	15/8
38	1111.42875	40/21, 21/11
39	1140.6769	48/25, 27/14, 64/33
40	1169.925	160/81
41	1199.1731	2/1
42	1228.42125	81/40
43	1257.6694	25/12, 56/27, 33/16
44	1286.9175	21/10, 44/21
45	1316.1656	32/15, 15/7
46	1345.41375	24/11
47	1374.6619	20/9, 11/5
48	1403.91	9/4