EDOs that interest me the most: Talked about 19-EDO.
 
(2 intermediate revisions by the same user not shown)
Line 8: Line 8:
* '''[[19edo|19-EDO]]''': If you're looking for a tuning system where you can play all of your favourite songs where the thirds and sixths be more in tune, whilst also having a greater palette of intervals to use, then [[19edo|19-EDO]] is perfect for you. The 7 modes of the [[wikipedia:Ionian_mode|Ionian major scale]] are present here, by stacking the closest approximation of the [[3/2|perfect fifth]]. Because of this, most of the music theory on harmony works the same way as in [[12-EDO]], with some exceptions, such as three stacked [[5/4|major thirds]] being [[128/125|smaller]] than an [[octave]], or four stacked [[6/5|minor thirds]] being [[648/625|larger]] than an [[octave]]. [[19edo#Standard notation|Notation]] is virtually the same as in [[12-EDO]], and no new symbols are need to notate all the notes. [[19edo|19-EDO]], being prime, means you can stack any of its intervals between the [[unison]] and the [[octave]] and reach all of the notes. Examples of scales that can be created this way are [[5L 4s|Godzilla]] and [[1L 8s|Negri]]. The former stacks semifourths and contains six [[6:7:9:10|subminor triads]], six [[14:18:21|supermajor triads]], six [[12:14:18:21|subminor tetrads]], and four [[14:18:21:27|supermajor tetrads]]! The latter is a superset of the [[wikipedia:Double_harmonic_scale|Double Harmonic Major scale]], as it has two more notes which are in between the augmented seconds of the [[wikipedia:Double_harmonic_scale|Double Harmonic Major scale]]. [[19edo|19-EDO]] is great for anyone who wants improved [[5-limit]] or [[7-limit]] harmony from [[12edo|12-EDO]], and for these reasons, along with many more, [[19edo|19-EDO]] is my favourite tuning system and very good to try, if you're looking to explore music with new flavours. I highly recommend [[User:SupahstarSaga|SupahstarSaga]]'s [https://youtube.com/playlist?list=PLha3CFvr8SzwlDpGL9MrJcoN8xOHyowsw&feature=shared series] on this tuning to get familiar with [[19edo|19-EDO]].
* '''[[19edo|19-EDO]]''': If you're looking for a tuning system where you can play all of your favourite songs where the thirds and sixths be more in tune, whilst also having a greater palette of intervals to use, then [[19edo|19-EDO]] is perfect for you. The 7 modes of the [[wikipedia:Ionian_mode|Ionian major scale]] are present here, by stacking the closest approximation of the [[3/2|perfect fifth]]. Because of this, most of the music theory on harmony works the same way as in [[12-EDO]], with some exceptions, such as three stacked [[5/4|major thirds]] being [[128/125|smaller]] than an [[octave]], or four stacked [[6/5|minor thirds]] being [[648/625|larger]] than an [[octave]]. [[19edo#Standard notation|Notation]] is virtually the same as in [[12-EDO]], and no new symbols are need to notate all the notes. [[19edo|19-EDO]], being prime, means you can stack any of its intervals between the [[unison]] and the [[octave]] and reach all of the notes. Examples of scales that can be created this way are [[5L 4s|Godzilla]] and [[1L 8s|Negri]]. The former stacks semifourths and contains six [[6:7:9:10|subminor triads]], six [[14:18:21|supermajor triads]], six [[12:14:18:21|subminor tetrads]], and four [[14:18:21:27|supermajor tetrads]]! The latter is a superset of the [[wikipedia:Double_harmonic_scale|Double Harmonic Major scale]], as it has two more notes which are in between the augmented seconds of the [[wikipedia:Double_harmonic_scale|Double Harmonic Major scale]]. [[19edo|19-EDO]] is great for anyone who wants improved [[5-limit]] or [[7-limit]] harmony from [[12edo|12-EDO]], and for these reasons, along with many more, [[19edo|19-EDO]] is my favourite tuning system and very good to try, if you're looking to explore music with new flavours. I highly recommend [[User:SupahstarSaga|SupahstarSaga]]'s [https://youtube.com/playlist?list=PLha3CFvr8SzwlDpGL9MrJcoN8xOHyowsw&feature=shared series] on this tuning to get familiar with [[19edo|19-EDO]].
* '''[[22edo|22-EDO]]''': (Will update this later.)
* '''[[22edo|22-EDO]]''': (Will update this later.)
* '''[[27edo|44.3cET]]''': (Will update this later.)
* '''[[27edo|106zpi (compressed 27-EDO)]]''': (Will update this later.)
* '''[[31edo|31-EDO]]''': (Will update this later.)
* '''[[31edo|31-EDO]]''': (Will update this later.)
* '''[[41edo|41-EDO]]''': (Will update this later.)
* '''[[41edo|41-EDO]]''': (Will update this later.)
* '''[[46edo|46-EDO]]''': (Will update this later.)
* '''[[46edo|46-EDO]]''': (Will update this later.)
* '''[[53edo|53-EDO]]''': (Will update this later.)
* '''[[53edo|53-EDO]]''': (Will update this later.)
* '''[[72edo|72-EDO]] (with stretched octaves)''': (Will update this later.)
* '''[[72edo|380zpi (stretched 72-EDO)]]''': (Will update this later.)


=Xenharmonic Instruments=
=Xenharmonic Instruments=
* 19-EDO Guitar
* 19-EDO Guitar
* 22-EDO Guitar
* 22-EDO Guitar
* [https://www.casio.com/ca-en/electronic-musical-instruments/product.WK-6600/ Casio WK-6600]
* [https://www.casio.com/intl/electronic-musical-instruments/product.WK-6600/ Casio WK-6600]
* [https://www.lumatone.io/ Lumatone Keyboard]
* [https://www.lumatone.io/ Lumatone Keyboard]


=YouTube Channel=
=YouTube Channel=
* [https://youtube.com/@theuniverseofmusic The Universe of Music]
* [https://youtube.com/@theuniverseofmusic The Universe of Music]