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From Ozan's MOS

🔗Gene Ward Smith <gwsmith@svpal.org>

6/14/2005 1:22:44 PM

Here's a twelve note scale derived from Ozan's MOS. From a
well-tempering point of view, I think it would be better to rearrange
the circle of fifths.

! ozanwell.scl
Ozan Yarmen well temperament
12
!
90.554
196.200
286.753
392.399
482.953
588.599
694.245
784.798
890.444
980.998
1086.644
1200.000

🔗Ozan Yarman <ozanyarman@superonline.com>

6/14/2005 1:55:24 PM

Gene, that's fascinating, but my preference requires that the two fifths be equally away from the pure:

12-note meantone out of 79 MOS from 159tET
|
0: 1/1 C unison, perfect prime
1: 90.575 cents
2: 196.245 cents D
3: 301.916 cents D# Eb
4: 392.491 cents
5: 498.162 cents F
6: 588.736 cents
7: 694.407 cents G
8: 784.982 cents G#\ Ab\
9: 890.653 cents
10: 996.323 cents A# Bb
11: 1086.898 cents
12: 2/1 C octave

Cordially,
Ozan YARMAN

----- Original Message -----
From: Gene Ward Smith
To: tuning@yahoogroups.com
Sent: 14 Haziran 2005 Salı 23:22
Subject: [tuning] From Ozan's MOS

Here's a twelve note scale derived from Ozan's MOS. From a
well-tempering point of view, I think it would be better to rearrange
the circle of fifths.

! ozanwell.scl
Ozan Yarmen well temperament
12
!
90.554
196.200
286.753
392.399
482.953
588.599
694.245
784.798
890.444
980.998
1086.644
1200.000

🔗Ozan Yarman <ozanyarman@superonline.com>

6/14/2005 9:21:03 PM

Here is another one:

12-note meantone out of 67 MOS from 135tET
|
0: 1/1 C Dbb unison, perfect prime
1: 88.855 cents C# Db
2: 195.481 cents D Ebb
3: 302.107 cents D# Eb
4: 390.962 cents E Fb
5: 497.588 cents F Gbb
6: 586.443 cents F# Gb
7: 693.069 cents G Abb
8: 781.925 cents G# Ab
9: 888.551 cents A Bbb
10: 995.177 cents A# Bb
11: 1084.032 cents B Cb
12: 2/1 C Dbb octave
----- Original Message -----
From: Gene Ward Smith
To: tuning@yahoogroups.com
Sent: 14 Haziran 2005 Salı 23:22
Subject: [tuning] From Ozan's MOS

Here's a twelve note scale derived from Ozan's MOS. From a
well-tempering point of view, I think it would be better to rearrange
the circle of fifths.

! ozanwell.scl
Ozan Yarmen well temperament
12
!
90.554
196.200
286.753
392.399
482.953
588.599
694.245
784.798
890.444
980.998
1086.644
1200.000

🔗Gene Ward Smith <gwsmith@svpal.org>

6/14/2005 11:16:51 PM

--- In tuning@yahoogroups.com, "Ozan Yarman" <ozanyarman@s...> wrote:
> Here is another one:
>
> 12-note meantone out of 67 MOS from 135tET

It's not really meantone, since it is not regular in its generation by
fifths. It's an irregular temperament.

🔗Ozan Yarman <ozanyarman@superonline.com>

6/14/2005 11:20:40 PM

But it has meantone flavor to a great extent?
----- Original Message -----
From: Gene Ward Smith
To: tuning@yahoogroups.com
Sent: 15 Haziran 2005 Çarşamba 9:16
Subject: [tuning] Re: From Ozan's MOS

--- In tuning@yahoogroups.com, "Ozan Yarman" <ozanyarman@s...> wrote:
> Here is another one:
>
> 12-note meantone out of 67 MOS from 135tET

It's not really meantone, since it is not regular in its generation by
fifths. It's an irregular temperament.

🔗Gene Ward Smith <gwsmith@svpal.org>

6/15/2005 12:02:13 AM

--- In tuning@yahoogroups.com, "Ozan Yarman" <ozanyarman@s...> wrote:
> But it has meantone flavor to a great extent?

Oh, certainly. The usual proceedure would be to collect the flat
fifths together more, so as to give a more meantone kegion region, but
this has a meantone flavor also--anything where four fifths make an
approximate five does.

🔗monz <monz@tonalsoft.com>

6/15/2005 12:48:12 AM

--- In tuning@yahoogroups.com, "Gene Ward Smith" <gwsmith@s...> wrote:

> --- In tuning@yahoogroups.com, "Ozan Yarman" <ozanyarman@s...>
wrote:

> > But it has meantone flavor to a great extent?
>
> Oh, certainly. The usual proceedure would be to collect
> the flat fifths together more, so as to give a more meantone
> kegion region,

"kegion region"?

> but this has a meantone flavor also--anything where
> four fifths make an approximate five does.

I thought that might be a bit unclear to a newbie ...
so (hopefully) to clarify:

"anything where four fifths makes an approximate five"

= anything where four steps along the 3-axis approximates
one step along the 5-axis, on the 5-limit just intonation
lattice.

-monz
http://tonalsoft.com
Tonescape microtonal music software

🔗Gene Ward Smith <gwsmith@svpal.org>

6/15/2005 2:05:09 AM

--- In tuning@yahoogroups.com, "monz" <monz@t...> wrote:

> "kegion region"?

A Gene Smithism; sometimes my editing produces strange results, and
this is a winner.

Key region: the usual method would be to park some flat fifths
together, and get some better thirds in a certain range. This scale
does that, but more often the arrangement would involve concentrating
the flat fifths more.