12ed5/2: Difference between revisions

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Created page with "'''12ED5/2''' is the equal division of the 5/2 interval into 12 parts of 132.1928 cents each. It corresponds 9edo with octave compression by 10.2647 cents. It is c..."
 
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'''12ED5/2''' is the equal division of the [[5/2]] interval into 12 parts of 132.1928 [[cent]]s each. It corresponds [[9edo]] with octave compression by 10.2647 cents. It is consistent to the 8-integer-limit and generally flat tendency for harmonics 2 through 8.
'''12ED5/2''' is the equal division of the [[5/2]] interval into 12 parts of 132.1928 [[cent]]s each. It corresponds [[9edo]] with octave compression by 10.2647 cents. It is consistent to the 8-integer-limit and generally flat tendency for harmonics 2 through 8.


[[Category:Ed5/2]]
[[Category:Ed5/2]]
[[Category:Nonoctave]]
[[Category:Nonoctave]]

Revision as of 20:35, 5 October 2022

← 11ed5/2 12ed5/2 13ed5/2 →
Prime factorization 22 × 3 (highly composite)
Step size 132.193 ¢ 
Octave 9\12ed5/2 (1189.74 ¢) (→ 3\4ed5/2)
Twelfth 14\12ed5/2 (1850.7 ¢) (→ 7\6ed5/2)
Consistency limit 8
Distinct consistency limit 6

12ED5/2 is the equal division of the 5/2 interval into 12 parts of 132.1928 cents each. It corresponds 9edo with octave compression by 10.2647 cents. It is consistent to the 8-integer-limit and generally flat tendency for harmonics 2 through 8.