135:160:192:240

Chord information

Harmonics	135:160:192:240
Subharmonics	1/(64:54:45:36)
Intervals from root	1/1–32/27–64/45–16/9
Cents from root	0¢–294¢–610¢–996¢
Step intervals	32/27, 6/5, 5/4
Step cents	294¢, 316¢, 386¢
Color name	wa-7 gu-5 or w7(g5)
Prime limit	5
Genus	33⋅5 (135)
Intervallic odd limit	45
Otonal odd limit	135
Utonal odd limit	45
Consistent edos (d ≥ 2)	12edo*, 41edo*, 53edo**, 65edo**
* 2 ≤ d < 4; ** 4 ≤ d < 8; *** 8 ≤ d < 16; …

135:160:192:240 is a half-diminished seventh chord found on ii^ø7 (9⁄8) and ♯iv^ø7 (45⁄32) in the duodene.

Edo approximations for 135:160:192:240 ▶
intervals: 32/27, 64/45, 16/9 · ≤ 60edo, RMS rel. error ≤ 15%

	Edo	Steps	Cents (¢)	Absolute errors (¢)	RMS (¢)	RMS (%)
▶	12	0  3  6 10	0.00 300.00 600.00 1000.00	0.00  +5.87  -9.78  +3.91	6.03	6.03
▶	16	0  4  8 13	0.00 300.00 600.00  975.00	0.00  +5.87  -9.78 -21.09	10.23	13.64
▶	19	0  5 10 16	0.00 315.79 631.58 1010.53	0.00 +21.65 +21.80 +14.44	8.87	14.05
▶	22	0  5 11 18	0.00 272.73 600.00  981.82	0.00 -21.41  -9.78 -14.27	7.76	14.23
▶	24	0  6 12 20	0.00 300.00 600.00 1000.00	0.00  +5.87  -9.78  +3.91	6.03	12.05
▶	29	0  7 15 24	0.00 289.66 620.69  993.10	0.00  -4.48 +10.91  -2.99	6.02	14.56
▶	31	0  8 16 26	0.00 309.68 619.35 1006.45	0.00 +15.54  +9.58 +10.36	5.61	14.49
▶	34	0  8 17 28	0.00 282.35 600.00  988.24	0.00 -11.78  -9.78  -7.85	4.47	12.66
▶	37	0  9 19 31	0.00 291.89 616.22 1005.41	0.00  -2.24  +6.44  +9.32	4.68	14.43
▶	41	0 10 21 34	0.00 292.68 614.63  995.12	0.00  -1.45  +4.86  -0.97	2.51	8.57
▶	46	0 11 23 38	0.00 286.96 600.00  991.30	0.00  -7.18  -9.78  -4.79	3.60	13.80
▶	49	0 12 25 41	0.00 293.88 612.24 1004.08	0.00  -0.26  +2.47  +7.99	3.32	13.54
▶	53	0 13 27 44	0.00 294.34 611.32  996.23	0.00  +0.20  +1.54  +0.14	0.62	2.76
▶	57	0 14 29 47	0.00 294.74 610.53  989.47	0.00  +0.60  +0.75  -6.62	3.07	14.60