User:Eliora: Difference between revisions

Revision as of 10:26, 4 April 2022

My temperaments of interest, ordered by absolute step size:

I hope I can do some music with these at some point in future.

Intercalary leap tunings based on things like 16/15ths equal temperament where an octave has an alternating number of steps like a calendar year

⟨0.000, -0.876, -1.141, -2.519, -1.719] - 41 & 231 mistunings

⟨0.000, 0.484, -5.826, -2.972, 4.780] - pure 41edo mistuning

Selection: 7 and 11 better in 41 & 231 than in 41edo.

Won't be revealing the song titles, but the tunings are as follows:

Script error: No such module "primes_in_edo". Script error: No such module "primes_in_edo". Script error: No such module "primes_in_edo".

@@ Line 38: / Line 38: @@
 [[User:Eliora/Intercalary temperaments|Intercalary temperaments]]
-== 666edo Factor 9 grid ==
+== Whatever ==
-Factor 9 grid is a just intonation esoteric scale that begins by taking a number of the form 2^n * 63, n є Z, and adding linearly 9 * 2^(n-1) Hz to it until octave equivalence is reached.
+⟨0.000, -0.876, -1.141, -2.519, -1.719] - 41 & 231 mistunings
-If A is assumed to be equal to 432Hz, the correspondences in 666EDO are as follows:
+⟨0.000, 0.484, -5.826, -2.972, 4.780]  - pure 41edo mistuning
-{| class="wikitable"
-|+Factor 9 grid in 666EDO
+Selection: 7 and 11 better in 41 & 231 than in 41edo.
-!Frequency
-!Step
-!
-!
-|-
-|432
-|0
-|
-|
-|-
-|450
-|39
-|
-|
-|-
-|468
-|77
-|
-|
-|-
-|486
-|113
-|
-|
-|-
-|504
-|148
-|
-|
-|-
-|540
-|214
-|
-|
-|-
-|576
-|276
-|
-|
-|-
-|612
-|335
-|
-|
-|-
-|648
-|390
-|
-|
-|-
-|684
-|442
-|
-|
-|-
-|720
-|491
-|
-|
-|-
-|756
-|538
-|
-|
-|-
-|792
-|582
-|
-|
-|-
-|828
-|625
-|
-|
-|-
-|864
-|666
-|
-|
-|}
 == New album project ==