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To Mike.

🔗robert thomas martin <robertthomasmartin@...>

6/18/2008 12:28:03 AM

You seem to have caught the gist of it. The 12 stacked intervals are
then lined up with any of the 32 twelve note rows (64 if reversed).
It's really quite simple and easy to remember. There are other classes
and families of 12-note rows which can be used experimentally but this
forum has got enough to cope with already.

🔗Mike Battaglia <battaglia01@...>

6/18/2008 12:39:08 AM

OK. Well the practice of taking a generator from 0-1200 cents and
stacking it on top of itself 12 times and then making it the same in
every octave is what we would call a "linear temperament." And what
are the twelve note rows you're talking about, and what do you mean by
'lined up?'

-Mike

On Wed, Jun 18, 2008 at 3:28 AM, robert thomas martin
<robertthomasmartin@...> wrote:
> You seem to have caught the gist of it. The 12 stacked intervals are
> then lined up with any of the 32 twelve note rows (64 if reversed).
> It's really quite simple and easy to remember. There are other classes
> and families of 12-note rows which can be used experimentally but this
> forum has got enough to cope with already.
>
>

🔗robert thomas martin <robertthomasmartin@...>

6/18/2008 12:48:29 AM

--- In MakeMicroMusic@yahoogroups.com, "Mike Battaglia"
<battaglia01@...> wrote:
>
> OK. Well the practice of taking a generator from 0-1200 cents and
> stacking it on top of itself 12 times and then making it the same in
> every octave is what we would call a "linear temperament." And what
> are the twelve note rows you're talking about, and what do you mean
by
> 'lined up?'
>
> -Mike
>
> On Wed, Jun 18, 2008 at 3:28 AM, robert thomas martin
> <robertthomasmartin@...> wrote:
> > You seem to have caught the gist of it. The 12 stacked intervals
are
> > then lined up with any of the 32 twelve note rows (64 if
reversed).
> > It's really quite simple and easy to remember. There are other
classes
> > and families of 12-note rows which can be used experimentally but
this
> > forum has got enough to cope with already.
> >
> > From Robert. See messages 18765(any equal temperament) and 18839
(for mike) for an exposition.
>

🔗robert thomas martin <robertthomasmartin@...>

7/5/2008 2:43:31 PM

Complete lists of tetrachords and altered tetrachords in 24tet can be
found at MicroMadeEasy@yahoogroups.com as well as ways to convert them
into scales.