12TET Subscale/Superscale "Mapping" via...

...my 13-note all-interval-class/all-contour melodies.

I'm sure 12TET isn't of primary interest here, but I
inadvertantly dsicovered a way of completely "mapping"
all 12TET asymmetrical and symmetrical subscales and symmetrical
superscales by using my 13-note all-interval-class/all-contour
(containing the intervals 1,2,3,4,5,6 semitones in both their
ascending and descending forms) as a sorting/filtering mechansism.

There are approximately 20 million of these that are structurally
distinct.

Bill Flavell