14L 22s (12/1-equivalent)

Assume hemipyth[10] nominal names and intervals unless otherwise stated.

The 7L 11s (√12-equivalent) scale is a 4L6s eighteenth-repeating 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.

The generator range is 587 to 615 cents (3\11<√12> to 2\7<√12>). The dark generator is obviously its √12-complement.

Because this hemipyth is a perfect eighteenth-repeating scale, each tone has an √12 perfect eighteenth above it.

The equave can range from 24/7 to 7/2, including the pure-hemipyth √12 and 1/QPochhammer[1/2]. It is because of the latter constant that Cole proposes naming this scale greater pochhammeroid.