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12L 2s: Difference between revisions

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This MOS, being two periods of 6L 1s, is always proper. It appears as the mega chromatic scale of Injera temperament, meaning that its harmonic entropy is where +4 generators equals 5/4 (simple) or +10 generators equals 5/3 (complex).
{{Infobox MOS
| Other names =
| Periods = 2
| nLargeSteps = 12
| nSmallSteps = 2
| Equalized = 1
| Paucitonic = 1
| Pattern = LLLLLLsLLLLLLs
}}
The '''12L 2s''' (or '''6L 1s<1\2>''') [[MOS scale]] contains two [[6L 1s]] patterns per octave.


Its generator is a neutral semitone of 1/14edo (85.714 cents) to 1/12edo (100).
It is always proper. It appears as the mega chromatic scale of [[injera]] temperament, meaning that its harmonic entropy is where +4 generators equals [[5/4]] (simple) or +10 generators equals [[5/3]] (complex).


Its generator is a neutral semitone of 1\14 (85.714{{cent}}) to 1\12 (100{{cent}}).
== Scale tree ==
{| class="wikitable"
{| class="wikitable"
|-
|-
| | 1/14
| 1/14
| |  
|  
| |  
|  
| |  
|  
| |  
|  
| | 85.714
| 85.714
|-
|-
| |  
|  
| |  
|  
| |  
|  
| |  
|  
| | 5/68
| 5/68
| | 88.235
| 88.235
|-
|-
| |  
|  
| |  
|  
| |  
|  
| | 4/54
| 4/54
| |  
|  
| | 88.889
| 88.889
|-
|-
| |  
|  
| |  
|  
| |  
|  
| |  
|  
| | 7/94
| 7/94
| | 89.362
| 89.362
|-
|-
| |  
|  
| |  
|  
| | 3/40
| 3/40
| |  
|  
| |  
|  
| | 90
| 90
|-
|-
| |  
|  
| |  
|  
| |  
|  
| |  
|  
| |  
|  
| | 90.4075
| 90.4075
|-
|-
| |  
|  
| |  
|  
| |  
|  
| |  
|  
| | 8/106
| 8/106
| | 90.566
| 90.566
|-
|-
| |  
|  
| |  
|  
| |  
|  
| |  
|  
| |  
|  
| | 90.661
| 90.661
|-
|-
| |  
|  
| |  
|  
| |  
|  
| | 5/66
| 5/66
| |  
|  
| | 90.909
| 90.909
|-
|-
| |  
|  
| |  
|  
| |  
|  
| |  
|  
| |  
|  
| | 91.221
| 91.221
|-
|-
| |  
|  
| |  
|  
| |  
|  
| |  
|  
| | 7/92
| 7/92
| | 91.304
| 91.304
|-
|-
| |  
|  
| | 2/26
| 2/26
| |  
|  
| |  
|  
| |  
|  
| | 92.308
| 92.308
|-
|-
| |  
|  
| |  
|  
| |  
|  
| |  
|  
| | 7/90
| 7/90
| | 93.33
| 93.33
|-
|-
| |  
|  
| |  
|  
| |  
|  
| |  
|  
| |  
|  
| | 94.015
| 94.015
|-
|-
| |  
|  
| |  
|  
| |  
|  
| | 5/64
| 5/64
| |  
|  
| | 93.75
| 93.75
|-
|-
| |  
|  
| |  
|  
| |  
|  
| |  
|  
| |  
|  
| | 94.223
| 94.223
|-
|-
| |  
|  
| |  
|  
| | 3/38
| 3/38
| |  
|  
| |  
|  
| | 94.737
| 94.737
|-
|-
| |  
|  
| |  
|  
| |  
|  
| |  
|  
| |  
|  
| | 94.962
| 94.962
|-
|-
| |  
|  
| |  
|  
| |  
|  
| |  
|  
| | 7/88
| 7/88
| | 95.4545
| 95.4545
|-
|-
| |  
|  
| |  
|  
| |  
|  
| | 4/50
| 4/50
| |  
|  
| | 96
| 96
|-
|-
| |  
|  
| |  
|  
| |  
|  
| |  
|  
| | 5/62
| 5/62
| | 96.774
| 96.774
|-
|-
| | 1/12
| 1/12
| |  
|  
| |  
|  
| |  
|  
| |  
|  
| | 100
| 100
|}
|}
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