10L 6s

↖ 9L 5s ↑ 10L 5s 11L 5s ↗

← 9L 6s 10L 6s 11L 6s →

↙ 9L 7s ↓ 10L 7s 11L 7s ↘
	Scale structure
Step pattern	LLsLLsLsLLsLLsLs; sLsLLsLLsLsLLsLL
Equave	2/1 (1200.0 ¢)
Period	1\2 (600.0 ¢)
	Generator size
Bright	3\16 to 2\10 (225.0 ¢ to 240.0 ¢)
Dark	3\10 to 5\16 (360.0 ¢ to 375.0 ¢)
	TAMNAMS information
Related to	6L 4s (lemon)
With tunings	1:1 to 2:1 (soft-of-basic)
	Related MOS scales
Parent	6L 4s
Sister	6L 10s
Daughters	16L 10s, 10L 16s
Neutralized	4L 12s
2-Flought	26L 6s, 10L 22s
	Equal tunings
Equalized (L:s = 1:1)	3\16 (225.0 ¢)
Supersoft (L:s = 4:3)	11\58 (227.6 ¢)
Soft (L:s = 3:2)	8\42 (228.6 ¢)
Semisoft (L:s = 5:3)	13\68 (229.4 ¢)
Basic (L:s = 2:1)	5\26 (230.8 ¢)
Semihard (L:s = 5:2)	12\62 (232.3 ¢)
Hard (L:s = 3:1)	7\36 (233.3 ¢)
Superhard (L:s = 4:1)	9\46 (234.8 ¢)
Collapsed (L:s = 1:0)	2\10 (240.0 ¢)
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10L 6s is a 2/1-equivalent (octave-equivalent) moment of symmetry scale containing 10 large steps and 6 small steps, with a period of 5 large steps and 3 small steps that repeats every 600.0 ¢, or twice every octave. 10L 6s is a child scale of 6L 4s, expanding it by 6 tones. Generators that produce this scale range from 225 ¢ to 240 ¢, or from 360 ¢ to 375 ¢.

This scale is notable for supporting Lemba temperament; the entire range is suitable, with a generator range of about 229 to 232 cents being optimal.

Modes

Modes of 10L 6s
UDP	Cyclic order	Step pattern
14\|0(2)	1	LLsLLsLsLLsLLsLs
12\|2(2)	4	LLsLsLLsLLsLsLLs
10\|4(2)	7	LsLLsLLsLsLLsLLs
8\|6(2)	2	LsLLsLsLLsLLsLsL
6\|8(2)	5	LsLsLLsLLsLsLLsL
4\|10(2)	8	sLLsLLsLsLLsLLsL
2\|12(2)	3	sLLsLsLLsLLsLsLL
0\|14(2)	6	sLsLLsLLsLsLLsLL

Scale tree

Template: Scale tree is deprecated. Please use Template: MOS tuning spectrum instead. Details:
Use of a single Comments parameter has become unmaintainable. Existing scale trees should be migrated to the new template, where comments are entered using a step ratio p/q as a parameter:

{{MOS tuning spectrum
| 3/2 = Example comment
| 4/3 = Another example comment
}}

The parameters tuning and depth have been replaced with Scale Signature and Depth, respectively.

Scale tree and tuning spectrum of 10L 6s
Generator^(edo)						Cents		Step ratio		Comments
Generator^(edo)						Bright	Dark	L:s	Hardness	Comments
3\16						225.000	375.000	1:1	1.000	Equalized 10L 6s
					17\90	226.667	373.333	6:5	1.200
				14\74		227.027	372.973	5:4	1.250
					25\132	227.273	372.727	9:7	1.286
			11\58			227.586	372.414	4:3	1.333	Supersoft 10L 6s
					30\158	227.848	372.152	11:8	1.375
				19\100		228.000	372.000	7:5	1.400
					27\142	228.169	371.831	10:7	1.429
		8\42				228.571	371.429	3:2	1.500	Soft 10L 6s
					29\152	228.947	371.053	11:7	1.571
				21\110		229.091	370.909	8:5	1.600
					34\178	229.213	370.787	13:8	1.625
			13\68			229.412	370.588	5:3	1.667	Semisoft 10L 6s
					31\162	229.630	370.370	12:7	1.714
				18\94		229.787	370.213	7:4	1.750
					23\120	230.000	370.000	9:5	1.800
	5\26					230.769	369.231	2:1	2.000	Basic 10L 6s Scales with tunings softer than this are proper
					22\114	231.579	368.421	9:4	2.250
				17\88		231.818	368.182	7:3	2.333
					29\150	232.000	368.000	12:5	2.400
			12\62			232.258	367.742	5:2	2.500	Semihard 10L 6s
					31\160	232.500	367.500	13:5	2.600
				19\98		232.653	367.347	8:3	2.667
					26\134	232.836	367.164	11:4	2.750
		7\36				233.333	366.667	3:1	3.000	Hard 10L 6s
					23\118	233.898	366.102	10:3	3.333
				16\82		234.146	365.854	7:2	3.500
					25\128	234.375	365.625	11:3	3.667
			9\46			234.783	365.217	4:1	4.000	Superhard 10L 6s
					20\102	235.294	364.706	9:2	4.500
				11\56		235.714	364.286	5:1	5.000
					13\66	236.364	363.636	6:1	6.000
2\10						240.000	360.000	1:0	→ ∞	Collapsed 10L 6s