Hi all



I heard scots musics:



"Saturn Rising in the Early Morning on Titan" in 14th root of 12:7 and
"VocationOfTheCracklingEmbers"
<http://www.nonoctave.com/tunes/VocationOfTheCracklingEmbers.mp3> in 10th root
of 3/2 ,they are very very beautiful.



I'm working on a sketch for scale and system classification . Scot's nonoctavic
idea about (n-th root ob a/b) is the same as my Equal non-superparticular
divisions of non-octave , indeed the main idea is of him.



As 12/7 is rational version of 14th degree of 18-EDO , so his nonoctavic scale
is a part of 18-EDO with 12/7 as interval of equivalency.

Like 10th root of 3/2 and 17-EDO.



Please go to http://240edo.tripod.com/my_music.html to hear my musics , comments
welcome.

I have also an nonoctavic music there in a different system which is defined in
http://240edo.tripod.com/arithmetic_irrational_divisions.html :

* Irrationalpiano
<http://240edo.tripod.com/sitebuildercontent/sitebuilderfiles/irrationalpiano.mp\
3> , A music in 12-AID(1400.) with a1=90 cent :

0: 0.000

1: 90.000

1: 184.848

3: 284.545

4: 389.091

5: 498.485

6: 612.727

7: 731.818

8: 855.758

9: 984.545

10: 1118.182

11: 1256.667

12: 1400.000











Shaahin Mohajeri

Tombak Player & Researcher , Microtonal Composer

My web siteوب سايت شاهين مهاجري <http://240edo.tripod.com/>

My farsi page in Harmonytalkصفحه اختصاصي در هارموني تاك
<http://www.harmonytalk.com/mohajeri>

Shaahin Mohajeri in Wikipedia شاهين مهاجري دردائره
المعارف ويكي پديا <http://en.wikipedia.org/wiki/Shaahin_mohajeri>

<http://www.harmonytalk.com/id/908>





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