29ed7: Difference between revisions

Revision as of 20:30, 5 October 2022

Prime factorization

29 (prime)

Step size

116.166 ¢

Octave

10\29ed7 (1161.66 ¢)

Twelfth

16\29ed7 (1858.66 ¢)

Consistency limit

3

Distinct consistency limit

3

29ED7 is the equal division of the 7th harmonic into 29 parts of 116.1664 cents each. It is similar to every third step of 31edo.

degree	cents value	corresponding JI intervals	comments
0	0.0000	exact 1/1
1	116.1664	77/72, 15/14
2	232.3328	8/7
3	348.4992	11/9, 49/40
4	464.6656	98/75
5	580.8321	7/5
6	696.9985	112/75, 121/81, 136/91, 187/125
7	813.1649	8/5
8	929.3313	65/38
9	1045.4977	64/35
10	1161.6641	88/45, 96/49, 49/25
11	1277.8305	44/21
12	1393.9969	38/17, 85/38
13	1510.1633
14	1626.3297	64/25
15	1742.4962	52/19
16	1858.6626	38/13
17	1974.8290	25/8
18	2090.9954
19	2207.1618	68/19
20	2323.3282	65/17
21	2439.4946	45/11
22	2555.6610	35/8
23	2671.8274
24	2787.9939	5/1
25	2904.1603	75/14
26	3020.3267	40/7, 63/11
27	3136.4931	49/8
28	3252.6595	98/15, 72/11
29	3368.8259	exact 7/1	harmonic seventh plus two octaves

Revision as of 00:50, 14 January 2019 view source Xenllium (talk \| contribs) autopatrolled, emailconfirmed 4,516 edits Created page with "'''29ED7''' is the equal division of the 7th harmonic into 29 parts of 116.1664 cents each. It is similar to every third step of 31edo. {\| class="wikitab..." Tags: Mobile edit Mobile web edit		Revision as of 20:30, 5 October 2022 view source Plumtree (talk \| contribs) autopatrolled, emailconfirmed 1,976 edits m Infobox ET added Newer edit →
Line 1:		Line 1:
			{{Infobox ET}}
	'''29ED7''' is the [[Ed7\|equal division of the 7th harmonic]] into 29 parts of 116.1664 [[cent\|cents]] each. It is similar to every third step of [[31edo]].		'''29ED7''' is the [[Ed7\|equal division of the 7th harmonic]] into 29 parts of 116.1664 [[cent\|cents]] each. It is similar to every third step of [[31edo]].