14L 22s (12/1-equivalent): Difference between revisions

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{{Infobox MOS|Tuning=14L 22s<12/1>}}
{{Infobox MOS|Tuning=14L 22s<12/1>}}


The [[User:2^67-1/7L 11s (√12-equivalent)|7L 11s (√12-equivalent)]] scale, also '''pochhammeroid''' (see below), '''colianexoid''', '''greater f-enhar electric''' or '''greater f-enhar smitonic''' is a MOS scale. The notation "<√12>" means the period of the MOS is √12, disambiguating it from octave-repeating [[7L 11s]]. The name of this period interval is called the '''oktokaidekatave'''. It is also equivalent to '''14L 22s <12/1>''' and is the notation used in the [[User:2^67-1/7L 11s (√12-equivalent)#Scale tree|scale tree]] and the MOS infobox on the right. Its basic tuning is 25ed√12 or [[50ed12]]. However, the √12-based formulation will be used for most of this article.
The [[User:2^67-1/7L 11s (√12-equivalent)|7L 11s (√12-equivalent)]] scale, also '''pochhammeroid''' (see below), '''colianexoid''', '''greater f-enhar electric''' or '''greater f-enhar smitonic''' is a MOS scale. The notation "<√12>" means the period of the MOS is √12, disambiguating it from octave-repeating [[7L 11s]]. The name of this period interval is called the '''oktokaidekatave'''. It is also equivalent to '''14L 22s <12/1>''' and is the notation used in the [[User:2^67-1/7L 11s (√12-equivalent)#Scale tree|scale tree]] and the MOS infobox on the right. Its basic tuning is 25ed√12 or [[50ed12]]. However, the √12-based form will be used for most of this article as it is far more practical and is the original form of the scale when it was discovered.


The generator range is 597 to 615 cents (5\18<√12> to 2\7<√12>). The dark generator is obviously its √12-complement. Because this is a perfect eighteenth-repeating scale, each tone has an √12 perfect eighteenth above it.
The generator range is 597 to 615 cents (5\18<√12> to 2\7<√12>). The dark generator is obviously its √12-complement. Because this is a perfect eighteenth-repeating scale, each tone has an √12 perfect eighteenth above it.