MisterShafXen: Created page with "Here is my approach to 1edo: == Basics == 1edo can be viewed as the tuning system containing one pitch class, in contrast to 0edo and its single pitch. This means that for any given root x, the notes of 1edo will be in the form 2ⁿ(x) where n is an integer. == Commas == 1edo tempers everything to the unison/octave, so it is not practical to list commas. == Composition == A good way to use 1edo is to treat it more as percussion, with each note repr..."

2025-07-14T09:31:41Z

Created page with "Here is my approach to 1edo: == Basics == 1edo can be viewed as the tuning system containing one pitch class, in contrast to 0edo and its single pitch. This means that for any given root x, the notes of 1edo will be in the form 2n(x) where n is an integer. == Commas == 1edo tempers everything to the unison/octave, so it is not practical to list commas. == Composition == A good way to use 1edo is to treat it more as percussion, with each note repr..."

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Here is my approach to [[1edo]]:

== Basics ==
1edo can be viewed as the tuning system containing one pitch class, in contrast to 0edo and its single pitch. This means that for any given root x, the notes of 1edo will be in the form 2n(x) where n is an integer.

== Commas ==
1edo tempers everything to the unison/octave, so it is not practical to list commas.

== Composition ==
A good way to use 1edo is to treat it more as percussion, with each note representing another type of drum.

User:MisterShafXen/1edo according to me - Revision history