Yahoo Tuning Groups Ultimate Backup tuning Can anyone give me a Least Mean Square version of the following scale?

Can anyone give me a Least Mean Square version of the following scale?

"Addenda (Mike's 7-limit-dyad-focused scale)"

1
172.85564
434.12203
609.14048
701.955
876.741864
1093.7998186

Note: this tuning is designed to use a whole lot of 7-limit the the 7/6, 12/7...7/5 and 10/7. My Infinity tuning has that weak point...it's focused more around either meantone or Mohajira-type intervals with a little 7-limit...this scale is designed to have a lot of 7-limit and some meantone-type intervals with a few Mohajira-style ones.

The result is a scale that, hopefully, will sound very xenharmonic to a whole lot of people, but doesn't have many weird fifths (there are only two Mohajira-style 22/15 diminished fifths) or 9 and 11 limit
intervals...plus the only "non just/off" intervals include one near the 12TET major 7th and Minor 12TET minor 7th IE "wrong, but familiar" intervals. So it should hopefully sound oddly stable to a lot of people. Any general thoughts/impressions/ideas/suggestions for this scale?

🔗genewardsmith <genewardsmith@...>

🔗Michael <djtrancendance@...>

> Can anyone give me a Least Mean Square version of the following scale?

10 cents isn't bad, but 8.00 cents maximum would be nice if you can get it...

--- On Sat, 7/2/11, genewardsmith <genewardsmith@sbcglobal.net> wrote:

From: genewardsmith <genewardsmith@...>
Subject: [tuning] Re: Can anyone give me a Least Mean Square version of the following scale?
To: tuning@yahoogroups.com
Date: Saturday, July 2, 2011, 11:14 PM

--- In tuning@yahoogroups.com, Michael <djtrancendance@...> wrote:

> Can anyone give me a Least Mean Square version of the following scale?

What tuning accuracy were you wanting? Below I use 10 cents.

! addendaopt.scl

Lesfip version of addenda, 10 cent error bars

177.33567

441.16575

616.47420

704.99583

882.33150

1091.30954

1200.00000

🔗Michael <djtrancendance@...>

Come to think of it, having a 14-cent max version would be interesting as well as an 8 cent max version...

There are two dyads that are a bit weird in the 10-cent lesfip scale...a diminished fifth near 16/11 (much harsher sounding than near 22/15) and a "major 4th" near 21/16 instead of 4/3. I'm wondering if a 14-cent lesfip or an 8-cent lesfip would/could fix either of those. Other than that...virtually everything looks great.

--- On Sun, 7/3/11, Michael <djtrancendance@yahoo.com> wrote:

From: Michael <djtrancendance@...>
Subject: Re: [tuning] Re: Can anyone give me a Least Mean Square version of the following scale?
To: tuning@yahoogroups.com
Date: Sunday, July 3, 2011, 9:37 AM

> Can anyone give me a Least Mean Square version of the following scale?

10 cents isn't bad, but 8.00 cents maximum would be nice if you can get it...

--- On Sat, 7/2/11, genewardsmith <genewardsmith@...> wrote:

From: genewardsmith <genewardsmith@...>
Subject: [tuning] Re: Can anyone give me a Least Mean Square version of the following scale?
To: tuning@yahoogroups.com
Date: Saturday, July 2, 2011, 11:14 PM

--- In tuning@yahoogroups.com, Michael <djtrancendance@...> wrote:

> Can anyone give me a Least Mean Square version of the following scale?

What tuning accuracy were you wanting? Below I use 10 cents.

! addendaopt.scl

Lesfip version of addenda, 10 cent error bars

177.33567

441.16575

616.47420

704.99583

882.33150

1091.30954

1200.00000

🔗genewardsmith <genewardsmith@...>

--- In tuning@yahoogroups.com, Michael <djtrancendance@...> wrote:
>
> Â Â Come to think of it, having a 14-cent max version would be interesting as well as an 8 cent max version...Â

! addenda14.scl
Lesfip version of addenda, 14 cent error bars
7
!
176.13707
443.61470
613.10780
711.09234
879.60138
1107.15012
1200.00000

! addenda8.scl
Lesfip version of addenda, 8 cent error bars
7
!
177.33567
441.16575
616.47420
704.99583
882.33150
1091.30954
1200.00000