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323edo (was: Marc Jones EDOs)

🔗monz <joemonz@yahoo.com>

2/20/2002 1:56:23 AM

> From: Orphon Soul, Inc. <tuning@orphonsoul.com>
> To: Tuning List <tuning@yahoogroups.com>
> Sent: Tuesday, February 19, 2002 6:12 PM
> Subject: [tuning] Re: (Pehrson) Marc Jones EDOs
>
>
> "The Trance Who Played 323"
>
> I remember when Ken first tried playing my 323 fretboard. He was having a
> little trouble with it, and sort of gestured at me, what do I do. I said
> "It's kind of like 94, only ... (I held my hands up measuring about a
foot,
> and jerked the distance to maybe 14 inches)" and within about 15 seconds,
he
> was soloing in sixteenth notes and such.
>
> Thing is, at that point, I'd been playing the 323 a lot and sequencing a
lot
> in it, it was a current project so my sensitivity to it was very high.
Put
> it this way. The main fifth in 323 sounds just. 323 is 17 times 19. So
> you go a step or two in either direction you hit the 17 or 19 fifth which
> you could definitely hear with the guitar timbre. The note in between is
> very close to 12. So you have:
>
> "17", near just, near 12, "19".
>
> That's a pretty recognizable arrangement. On a side note, this is how I
was
> able to distinguish a lot of higher temperaments, each having a unique
> bouquet of useable fifths, so they sort of adopt little personality traits
> of the proximities of each fifth. Anyway, I had learned over the week or
so
> to sense the different colorations. If anything each note is 4 cents
apart
> or so.

in case anyone needs some help in following that ...

2^(190/323) = 2^(10/17) = ~705.8823529 cents

2^(189/323) = ~702.1671827 cents

2^(188/323) = ~698.4520124 cents

2^(187/323) = 2^(11/19) = ~694.7368421 cents

i've also made new error-from-JI lattices at:

http://www.ixpres.com/interval/dict/eqtemp.htm

color ones of 34, 94, 171, 323, and 1000edo,
and a greyscale as well for 94.

to me, 94 looks a lot like 41; of the lower edos,
323 resembles 34, and considering the higher ones,
it's very much like 1000.

-monz

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