12.5 edo is an "aoctival" scale, meaning it has no perfect octaves. 25 edo actually has octaves, at 1200 cents. 12.5 edo has "octaves" upwards of 1200 cents. Simply put; therefore, 12.5 edo is _not_ 25 edo.
@@kingdoodoo69An octave is 8 diatonic degrees apart, or 1200¢. 12.5edo does NOT repeat in perfect octaves, and therefore is not 25edo. While aoctival is not a proper term, it would make sense as one.
I like the experiments you're doing here. Compared with the 11.5EDO one, this one is definitely the more sadder one. Good work, my friend
It just 25edo
12.5 edo is an "aoctival" scale, meaning it has no perfect octaves.
25 edo actually has octaves, at 1200 cents.
12.5 edo has "octaves" upwards of 1200 cents.
Simply put; therefore, 12.5 edo is _not_ 25 edo.
@@2wo5ifty6ix. there is no such thing as aoctivial. There is non octave repeating scales but this is 12.5 edo. So it is in fact octave repeating.
@@kingdoodoo69An octave is 8 diatonic degrees apart, or 1200¢. 12.5edo does NOT repeat in perfect octaves, and therefore is not 25edo. While aoctival is not a proper term, it would make sense as one.
@@undesiradudeit repeats in double octaves however