376edo

← 375edo

376edo

377edo →

Prime factorization	23 × 47
Step size	3.19149 ¢
Fifth	220\376 (702.128 ¢) (→ 55\94)
Semitones (A1:m2)	36:28 (114.9 ¢ : 89.36 ¢)
Consistency limit	11
Distinct consistency limit	11

It approximates the 5-limit very accurately. In the 5-limit, it supports Gammic, Kwazy, Lafa and Vulture temperaments. It could also be viewed as a tuning for the 2.3.5.17 subgroup, in which it supports the 2.3.5.17 extensions of Gammic and Kwazy.

376edo is consistent up to the 11-limit. In the 11-limit, it supports the rank 2 Octoid temperament, and the rank 3 temperaments Hades, Hanuman, Indra and Thor.

Approximation of prime harmonics in 376edo

Harmonic		2	3	5	7	11	13	17	19	23	29	31
Error	Absolute (¢)	+0.00	+0.17	-0.14	+1.39	+0.81	-1.17	+0.36	-0.70	+0.45	+1.27	+0.71
	Relative (%)	+0.0	+5.4	-4.5	+43.5	+25.4	-36.5	+11.4	-22.1	+14.1	+39.9	+22.2
Steps (reduced)		376 (0)	596 (220)	873 (121)	1056 (304)	1301 (173)	1391 (263)	1537 (33)	1597 (93)	1701 (197)	1827 (323)	1863 (359)