512edo

← 511edo

512edo

513edo →

Prime factorization	29
Step size	2.34375 ¢
Fifth	300\512 (703.125 ¢) (→ 75\128)
Semitones (A1:m2)	52:36 (121.9 ¢ : 84.38 ¢)
Dual sharp fifth	300\512 (703.125 ¢) (→ 75\128)
Dual flat fifth	299\512 (700.781 ¢)
Dual major 2nd	87\512 (203.906 ¢) (semiconvergent)
Consistency limit	5
Distinct consistency limit	5

Theory

Approximation of odd harmonics in 512edo

Harmonic		3	5	7	9	11	13	15	17	19	21	23
Error	Absolute (¢)	+1.17	+0.41	-0.86	-0.00	-0.54	+0.88	-0.77	+0.51	+0.14	+0.31	-0.15
	Relative (%)	+49.9	+17.3	-36.6	-0.2	-22.9	+37.5	-32.8	+21.9	+6.1	+13.3	-6.4
Steps (reduced)		812 (300)	1189 (165)	1437 (413)	1623 (87)	1771 (235)	1895 (359)	2000 (464)	2093 (45)	2175 (127)	2249 (201)	2316 (268)

With only a consistency limit of 5, this 9th power of two EDO doesn't have a whole lot to offer in terms of low primes, though the 19-prime and 23-prime seem rather interesting.