Re: Inversions of 7o and 5+, etc

"flatnine" <martymusic@[EMAIL PROTECTED]
> a écrit dans le message de news: 
f18d98fa-b3c9-4e1c-9be2-9639e84d1a14@[EMAIL PROTECTED]
  = 1 octave in 12 equal parts
2   =  1 octave in 6 equal parts
b3  = 1 octave in 4 equal parts
3   = 1 octave in 3 equal parts
4   = 5 octaves in 12 equal parts
#4  = 1 octave in 2 equal parts
5   = 7 octaves in 12 equal parts
#5  = 2 octaves in 3 equal parts
6   = 3 octaves in 4 equal parts
b7  = 5 octaves in 6 equal parts
7   = 11 octaves in 12 equal parts

If you focus on "what it is", you´ll notice that as you FOLD any of
these intervals to CLOSE POSITION everything ends being b2nds, 2nds,
b3rds, 3rds or #4ths:

((((Or in other words, if you "flip" your attention to the "amount of
parts" instead of the intervals you only can divide equally by 2, by
3, by 4, by 6, or by 12))))


Yes, that's "modulo 12" !

Hope you enjoy.
Martin ****to

I did, so many things can be discovered after a simple question ;-)

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