diff options
| author | Zach DeCook <zachdecook@librem.one> | 2024-05-25 16:06:34 -0400 |
|---|---|---|
| committer | Zach DeCook <zachdecook@librem.one> | 2024-05-25 16:17:34 -0400 |
| commit | c7821c7cb9026a96367e5301e5b848b29f73eb44 (patch) | |
| tree | e8ce5491a6982462c9de181cc4a620a699af1e82 /Presets.h | |
| parent | 31237cac0f7867571658cfc5e2a4aedd5927a025 (diff) | |
| download | HexBoard-c7821c7cb9026a96367e5301e5b848b29f73eb44.tar.gz | |
Build: cleanup
Diffstat (limited to 'Presets.h')
| -rw-r--r-- | Presets.h | 336 |
1 files changed, 0 insertions, 336 deletions
diff --git a/Presets.h b/Presets.h deleted file mode 100644 index ffc4c87..0000000 --- a/Presets.h +++ /dev/null @@ -1,336 +0,0 @@ -// 1/8192 of a whole tone pitch bend accuracy ~ 0.025 cents. -// over 128 possible notes, error shd be less than 0.0002 cents to avoid drift. -// expressing cents to 6 sig figs should be sufficient. -// notation -- comma delimited string. -// first entry should be the label for A=440. -// last entry should be C, i.e. the "home key". -// the rest of the scale C thru G will be spelled using the same pattern. -// the number of commas is used to count where A and C are located in step space. -tuningDef tuningOptions[] = { - { "12 EDO", 12, 100.000, - {{"C" ,-9},{"C#",-8},{"D" ,-7},{"Eb",-6},{"E" ,-5},{"F",-4} - ,{"F#",-3},{"G" ,-2},{"G#",-1},{"A" , 0},{"Bb", 1},{"B", 2} - }}, - { "17 EDO", 17, 70.5882, - {{"C",-13},{"Db",-12},{"C#",-11},{"D",-10},{"Eb",-9},{"D#",-8} - ,{"E", -7},{"F" , -6},{"Gb", -5},{"F#",-4},{"G", -3},{"Ab",-2} - ,{"G#",-1},{"A" , 0},{"Bb", 1},{"A#", 2},{"B", 3} - }}, - { "19 EDO", 19, 63.1579, - {{"C" ,-14},{"C#",-13},{"Db",-12},{"D",-11},{"D#",-10},{"Eb",-9},{"E",-8} - ,{"E#", -7},{"F" , -6},{"F#", -5},{"Gb",-4},{"G", -3},{"G#",-2} - ,{"Ab", -1},{"A" , 0},{"A#", 1},{"Bb", 2},{"B", 3},{"Cb", 4} - }}, - { "22 EDO", 22, 54.5455, - {{" C", -17},{"^C",-16},{"vC#",-15},{"vD",-14},{" D",-13},{"^D",-12} - ,{"^Eb",-11},{"vE",-10},{" E", -9},{" F", -8},{"^F", -7},{"vF#",-6} - ,{"vG", -5},{" G", -4},{"^G", -3},{"vG#",-2},{"vA", -1},{" A", 0} - ,{"^A", 1},{"^Bb", 2},{"vB", 3},{" B", 4} - }}, - { "24 EDO", 24, 50.0000, - {{"C", -18},{"C+",-17},{"C#",-16},{"Dd",-15},{"D",-14},{"D+",-13} - ,{"Eb",-12},{"Ed",-11},{"E", -10},{"E+", -9},{"F", -8},{"F+", -7} - ,{"F#", -6},{"Gd", -5},{"G", -4},{"G+", -3},{"G#",-2},{"Ad", -1} - ,{"A", 0},{"A+", 1},{"Bb", 2},{"Bd", 3},{"B", 4},{"Cd", 5} - }}, - { "31 EDO", 31, 38.7097, - {{"C",-23},{"C+",-22},{"C#",-21},{"Db",-20},{"Dd",-19} - ,{"D",-18},{"D+",-17},{"D#",-16},{"Eb",-15},{"Ed",-14} - ,{"E",-13},{"E+",-12} ,{"Fd",-11} - ,{"F",-10},{"F+", -9},{"F#", -8},{"Gb", -7},{"Gd", -6} - ,{"G", -5},{"G+", -4},{"G#", -3},{"Ab", -2},{"Ad", -1} - ,{"A", 0},{"A+", 1},{"A#", 2},{"Bb", 3},{"Bd", 4} - ,{"B", 5},{"B+", 6} ,{"Cd", 7} - }}, - { "41 EDO", 41, 29.2683, - {{" C",-31},{"^C",-30},{" C+",-29},{" Db",-28},{" C#",-27},{" Dd",-26},{"vD",-24} - ,{" D",-24},{"^D",-23},{" D+",-22},{" Eb",-21},{" D#",-20},{" Ed",-19},{"vE",-18} - ,{" E",-17},{"^E",-16} ,{"vF",-15} - ,{" F",-14},{"^F",-13},{" F+",-12},{" Gb",-11},{" F#",-10},{" Gd", -9},{"vG", -8} - ,{" G", -7},{"^G", -6},{" G+", -5},{" Ab", -4},{" G#", -3},{" Ad", -2},{"vA", -1} - ,{" A", 0},{"^A", 1},{" A+", 2},{" Bb", 3},{" A#", 4},{" Bd", 5},{"vB", 6} - ,{" B", 7},{"^B", 8} ,{"vC", 9} - }}, - { "53 EDO", 53, 22.6415, - {{" C", -40},{"^C", -39},{">C",-38},{"vDb",-37},{"Db",-36} - ,{" C#",-35},{"^C#",-34},{"<D",-33},{"vD", -32} - ,{" D", -31},{"^D", -30},{">D",-29},{"vEb",-28},{"Eb",-27} - ,{" D#",-26},{"^D#",-25},{"<E",-24},{"vE", -23} - ,{" E", -22},{"^E", -21},{">E",-20},{"vF", -19} - ,{" F", -18},{"^F", -17},{">F",-16},{"vGb",-15},{"Gb",-14} - ,{" F#",-13},{"^F#",-12},{"<G",-11},{"vG", -10} - ,{" G", -9},{"^G", -8},{">G", -7},{"vAb", -6},{"Ab", -5} - ,{" G#", -4},{"^G#", -3},{"<A", -2},{"vA", -1} - ,{" A", 0},{"^A", 1},{">A", 2},{"vBb", 3},{"Bb", 4} - ,{" A#", 5},{"^A#", 6},{"<B", 7},{"vB", 8} - ,{" B", 9},{"^B", 10},{"<C", 11},{"vC", 12} - }}, - { "72 EDO", 72, 16.6667, - {{" C", -54},{"^C", -53},{">C", -52},{" C+",-51},{"<C#",-50},{"vC#",-49} - ,{" C#",-48},{"^C#",-47},{">C#",-46},{" Dd",-45},{"<D" ,-44},{"vD" ,-43} - ,{" D", -42},{"^D", -41},{">D", -40},{" D+",-39},{"<Eb",-38},{"vEb",-37} - ,{" Eb",-36},{"^Eb",-35},{">Eb",-34},{" Ed",-33},{"<E" ,-32},{"vE" ,-31} - ,{" E", -30},{"^E", -29},{">E", -28},{" E+",-27},{"<F" ,-26},{"vF" ,-25} - ,{" F", -24},{"^F", -23},{">F", -22},{" F+",-21},{"<F#",-20},{"vF#",-19} - ,{" F#",-18},{"^F#",-17},{">F#",-16},{" Gd",-15},{"<G" ,-14},{"vG" ,-13} - ,{" G", -12},{"^G", -11},{">G", -10},{" G+", -9},{"<G#", -8},{"vG#", -7} - ,{" G#", -6},{"^G#", -5},{">G#", -4},{" Ad", -3},{"<A" , -2},{"vA" , -1} - ,{" A", 0},{"^A", 1},{">A", 2},{" A+", 3},{"<Bb", 4},{"vBb", 5} - ,{" Bb", 6},{"^Bb", 7},{">Bb", 8},{" Bd", 9},{"<B" , 10},{"vB" , 11} - ,{" B", 12},{"^B", 13},{">B", 14},{" Cd", 15},{"<C" , 16},{"vC" , 17} - }}, - { "Bohlen-Pierce", 13, 146.304, - {{"C",-10},{"Db",-9},{"D",-8},{"E",-7},{"F",-6},{"Gb",-5} - ,{"G",-4},{"H",-3},{"Jb",-2},{"J",-1},{"A",0},{"Bb",1},{"B",2} - }}, - { "Carlos Alpha", 9, 77.9650, - {{"I",0},{"I#",1},{"II-",2},{"II+",3},{"III",4} - ,{"III#",5},{"IV-",6},{"IV+",7},{"Ib",8} - }}, - { "Carlos Beta", 11, 63.8329, - {{"I",0},{"I#",1},{"IIb",2},{"II",3},{"II#",4},{"III",5} - ,{"III#",6},{"IVb",7},{"IV",8},{"IV#",9},{"Ib",10} - }}, - { "Carlos Gamma", 20, 35.0985, - {{" I", 0},{"^I", 1},{" IIb", 2},{"^IIb", 3},{" I#", 4},{"^I#", 5} - ,{" II", 6},{"^II", 7} - ,{" III",8},{"^III",9},{" IVb",10},{"^IVb",11},{" III#",12},{"^III#",13} - ,{" IV",14},{"^IV",15},{" Ib", 16},{"^Ib", 17},{" IV#", 18},{"^IV#", 19} - }}, -}; - -paletteDef palette[] = { - // 12 EDO - {{ {HUE_NONE, SAT_BW, VALUE_NORMAL } - , {HUE_PURPLE, SAT_DULL, VALUE_NORMAL } - , {HUE_CYAN, SAT_DULL, VALUE_NORMAL } - , {HUE_INDIGO, SAT_VIVID, VALUE_NORMAL } - }, {1,2,1,2,1,3,4,3,4,3,4,3}}, - // 17 EDO - {{ {HUE_NONE, SAT_BW, VALUE_NORMAL } - , {HUE_INDIGO, SAT_VIVID, VALUE_NORMAL } - , {HUE_RED, SAT_VIVID, VALUE_NORMAL } - }, {1,2,3,1,2,3,1,1,2,3,1,2,3,1,2,3,1}}, - // 19 EDO - {{ {HUE_NONE, SAT_BW, VALUE_NORMAL } // n - , {HUE_YELLOW, SAT_VIVID, VALUE_NORMAL } // # - , {HUE_CYAN, SAT_VIVID, VALUE_NORMAL } // b - , {HUE_MAGENTA, SAT_VIVID, VALUE_NORMAL } // enh - }, {1,2,3,1,2,3,1,4,1,2,3,1,2,3,1,2,3,1,4}}, - // 22 EDO - {{ {HUE_NONE, SAT_BW, VALUE_NORMAL } // n - , {HUE_CYAN, SAT_VIVID, VALUE_NORMAL } // ^ - , {HUE_MAGENTA, SAT_VIVID, VALUE_NORMAL } // mid - , {HUE_YELLOW, SAT_VIVID, VALUE_NORMAL } // v - }, {1,2,3,4,1,2,3,4,1,1,2,3,4,1,2,3,4,1,2,3,4,1}}, - // 24 EDO - {{ {HUE_NONE, SAT_BW, VALUE_NORMAL } // n - , {HUE_GREEN, SAT_DULL, VALUE_SHADE } // + - , {HUE_CYAN, SAT_VIVID, VALUE_NORMAL } // #/b - , {HUE_BLUE, SAT_DULL, VALUE_SHADE } // d - , {HUE_CYAN, SAT_DULL, VALUE_SHADE } // enh - }, {1,2,3,4,1,2,3,4,1,5,1,2,3,4,1,2,3,4,1,2,3,4,1,5}}, - // 31 EDO - {{ {HUE_NONE, SAT_BW, VALUE_NORMAL } // n - , {HUE_RED, SAT_DULL, VALUE_NORMAL } // + - , {HUE_YELLOW, SAT_DULL, VALUE_SHADE } // # - , {HUE_CYAN, SAT_DULL, VALUE_SHADE } // b - , {HUE_INDIGO, SAT_DULL, VALUE_NORMAL } // d - , {HUE_RED, SAT_DULL, VALUE_SHADE } // enh E+ Fb - , {HUE_INDIGO, SAT_DULL, VALUE_SHADE } // enh E# Fd - }, {1,2,3,4,5,1,2,3,4,5,1,6,7,1,2,3,4,5,1,2,3,4,5,1,2,3,4,5,1,6,7}}, - // 41 EDO - {{ {HUE_NONE, SAT_BW, VALUE_NORMAL } // n - , {HUE_RED, SAT_VIVID, VALUE_NORMAL } // ^ - , {HUE_BLUE, SAT_VIVID, VALUE_NORMAL } // + - , {HUE_CYAN, SAT_DULL, VALUE_SHADE } // b - , {HUE_GREEN, SAT_VIVID, VALUE_SHADE } // # - , {HUE_MAGENTA, SAT_VIVID, VALUE_NORMAL } // d - , {HUE_YELLOW, SAT_VIVID, VALUE_NORMAL } // v - }, {1,2,3,4,5,6,7,1,2,3,4,5,6,7,1,2,3,1,2,3,4,5,6,7, - 1,2,3,4,5,6,7,1,2,3,4,5,6,7,1,6,7}}, - // 53 EDO - {{ {HUE_NONE, SAT_BW, VALUE_NORMAL } // n - , {HUE_ORANGE, SAT_DULL, VALUE_NORMAL } // ^ - , {HUE_MAGENTA, SAT_DULL, VALUE_NORMAL } // L - , {HUE_INDIGO, SAT_VIVID, VALUE_NORMAL } // bv - , {HUE_GREEN, SAT_VIVID, VALUE_NORMAL } // b - , {HUE_YELLOW, SAT_VIVID, VALUE_NORMAL } // # - , {HUE_RED, SAT_VIVID, VALUE_NORMAL } // #^ - , {HUE_PURPLE, SAT_DULL, VALUE_NORMAL } // 7 - , {HUE_CYAN, SAT_DULL, VALUE_NORMAL } // v - }, {1,2,3,4,5,6,7,8,9,1,2,3,4,5,6,7,8,9,1,2,3,9,1,2,3,4,5,6,7,8,9, - 1,2,3,4,5,6,7,8,9,1,2,3,4,5,6,7,8,9,1,2,3,9}}, - // 72 EDO - {{ {HUE_NONE, SAT_BW, VALUE_NORMAL } // n - , {HUE_GREEN, SAT_DULL, VALUE_SHADE } // ^ - , {HUE_RED, SAT_DULL, VALUE_SHADE } // L - , {HUE_PURPLE, SAT_DULL, VALUE_SHADE } // +/d - , {HUE_BLUE, SAT_DULL, VALUE_SHADE } // 7 - , {HUE_YELLOW, SAT_DULL, VALUE_SHADE } // v - , {HUE_INDIGO, SAT_VIVID, VALUE_NORMAL } // #/b - }, {1,2,3,4,5,6,7,2,3,4,5,6,1,2,3,4,5,6,7,2,3,4,5,6,1,2,3,4,5,6,1,2,3,4,5,6, - 7,2,3,4,5,6,1,2,3,4,5,6,7,2,3,4,5,6,1,2,3,4,5,6,7,2,3,4,5,6,1,2,3,4,5,6}}, - // BOHLEN PIERCE - {{ {HUE_NONE, SAT_BW, VALUE_NORMAL } - , {HUE_INDIGO, SAT_VIVID, VALUE_NORMAL } - , {HUE_RED, SAT_VIVID, VALUE_NORMAL } - }, {1,2,3,1,2,3,1,1,2,3,1,2,3}}, - // ALPHA - {{ {HUE_NONE, SAT_BW, VALUE_NORMAL } // n - , {HUE_YELLOW, SAT_VIVID, VALUE_NORMAL } // # - , {HUE_INDIGO, SAT_VIVID, VALUE_NORMAL } // d - , {HUE_LIME, SAT_VIVID, VALUE_NORMAL } // + - , {HUE_RED, SAT_VIVID, VALUE_NORMAL } // enharmonic - , {HUE_CYAN, SAT_VIVID, VALUE_NORMAL } // b - }, {1,2,3,4,1,2,3,5,6}}, - // BETA - {{ {HUE_NONE, SAT_BW, VALUE_NORMAL } // n - , {HUE_INDIGO, SAT_VIVID, VALUE_NORMAL } // # - , {HUE_RED, SAT_VIVID, VALUE_NORMAL } // b - , {HUE_MAGENTA, SAT_DULL, VALUE_NORMAL } // enharmonic - }, {1,2,3,1,4,1,2,3,1,2,3}}, - // GAMMA - {{ {HUE_NONE, SAT_BW, VALUE_NORMAL } // n - , {HUE_RED, SAT_VIVID, VALUE_NORMAL } // b - , {HUE_BLUE, SAT_VIVID, VALUE_NORMAL } // # - , {HUE_YELLOW, SAT_VIVID, VALUE_NORMAL } // n^ - , {HUE_PURPLE, SAT_VIVID, VALUE_NORMAL } // b^ - , {HUE_GREEN, SAT_VIVID, VALUE_NORMAL } // #^ - }, {1,4,2,5,3,6,1,4,1,4,2,5,3,6,1,4,2,5,3,6}}, -}; - -layoutDef layoutOptions[] = { - { "Wicki-Hayden", 1, 64, 2, -7, TUNING_12EDO }, - { "Harmonic Table", 0, 75, -7, 3, TUNING_12EDO }, - { "Janko", 0, 65, -1, -1, TUNING_12EDO }, - { "Gerhard", 0, 65, -1, -3, TUNING_12EDO }, - { "Accordion C-sys.", 1, 75, 2, -3, TUNING_12EDO }, - { "Accordion B-sys.", 1, 64, 1, -3, TUNING_12EDO }, - { "Full Gamut", 1, 65, -1, -9, TUNING_12EDO }, - { "Bosanquet-Wilson", 0, 65, -2, -1, TUNING_17EDO }, - { "Neutral Thirds A", 0, 65, -1, -2, TUNING_17EDO }, - { "Neutral Thirds B", 0, 65, 1, -3, TUNING_17EDO }, - { "Full Gamut", 1, 65, -1, -9, TUNING_17EDO }, - { "Bosanquet-Wilson", 0, 65, -1, -2, TUNING_19EDO }, - { "Kleismic", 0, 65, -1, -4, TUNING_19EDO }, - { "Full Gamut", 1, 65, -1, -9, TUNING_19EDO }, - { "Bosanquet-Wilson", 0, 65, -3, -1, TUNING_22EDO }, - { "Porcupine", 0, 65, 1, -4, TUNING_22EDO }, - { "Full Gamut", 1, 65, 1, -8, TUNING_22EDO }, - { "Bosanquet-Wilson", 0, 65, -1, -3, TUNING_24EDO }, - { "Inverted", 0, 65, 1, -4, TUNING_24EDO }, - { "Full Gamut", 1, 65, -1, -9, TUNING_24EDO }, - { "Bosanquet-Wilson", 0, 65, -2, -3, TUNING_31EDO }, - { "Double Bosanquet", 0, 65, -1, -4, TUNING_31EDO }, - { "Anti-Double Bos.", 0, 65, 1, -5, TUNING_31EDO }, - { "Full Gamut", 1, 65, -1, -7, TUNING_31EDO }, - { "Bosanquet-Wilson", 0, 65, -4, -3, TUNING_41EDO }, // forty-one #1 - { "Gerhard", 0, 65, 3, -10, TUNING_41EDO }, // forty-one #2 - { "Baldy", 0, 65, -1, -6, TUNING_41EDO }, - { "Rodan", 1, 65, -1, -7, TUNING_41EDO }, - { "Full Gamut", 0, 65, -1, -8, TUNING_41EDO }, // forty-one #3 - { "Bosanquet-Wilson", 0, 65, -5, -4, TUNING_53EDO }, - { "Kleismic A", 0, 65, -8, -3, TUNING_53EDO }, - { "Kleismic B", 0, 65, -5, -3, TUNING_53EDO }, - { "Wicki-Hayden", 1, 64, 9, -31, TUNING_53EDO }, - { "Harmonic Table", 0, 75, -31, 14, TUNING_53EDO }, - { "Buzzard", 0, 65, -9, -1, TUNING_53EDO }, - { "Expanded Janko", 0, 65, -1, -6, TUNING_72EDO }, - { "Full Gamut", 1, 65, -1, -9, TUNING_72EDO }, - { "Standard", 0, 65, -2, -1, TUNING_BP }, - { "Full Gamut", 1, 65, -1, -9, TUNING_BP }, - { "Compressed", 0, 65, -2, -1, TUNING_ALPHA }, - { "Full Gamut", 1, 65, -1, -9, TUNING_ALPHA }, - { "Compressed", 0, 65, -2, -1, TUNING_BETA }, - { "Full Gamut", 1, 65, -1, -9, TUNING_BETA }, - { "Compressed", 0, 65, -2, -1, TUNING_GAMMA }, - { "Full Gamut", 1, 65, -1, -9, TUNING_GAMMA } -}; - -scaleDef scaleOptions[] = { - { "None", ALL_TUNINGS, { 0 } }, - // 12 EDO - { "Major", TUNING_12EDO, { 2,2,1,2,2,2,1 } }, - { "Minor, natural", TUNING_12EDO, { 2,1,2,2,1,2,2 } }, - { "Minor, melodic", TUNING_12EDO, { 2,1,2,2,2,2,1 } }, - { "Minor, harmonic", TUNING_12EDO, { 2,1,2,2,1,3,1 } }, - { "Pentatonic, major", TUNING_12EDO, { 2,2,3,2,3 } }, - { "Pentatonic, minor", TUNING_12EDO, { 3,2,2,3,2 } }, - { "Blues", TUNING_12EDO, { 3,1,1,1,1,3,2 } }, - { "Double Harmonic", TUNING_12EDO, { 1,3,1,2,1,3,1 } }, - { "Phrygian", TUNING_12EDO, { 1,2,2,2,1,2,2 } }, - { "Phrygian Dominant", TUNING_12EDO, { 1,3,1,2,1,2,2 } }, - { "Dorian", TUNING_12EDO, { 2,1,2,2,2,1,2 } }, - { "Lydian", TUNING_12EDO, { 2,2,2,1,2,2,1 } }, - { "Lydian Dominant", TUNING_12EDO, { 2,2,2,1,2,1,2 } }, - { "Mixolydian", TUNING_12EDO, { 2,2,1,2,2,1,2 } }, - { "Locrian", TUNING_12EDO, { 1,2,2,1,2,2,2 } }, - { "Whole tone", TUNING_12EDO, { 2,2,2,2,2,2 } }, - { "Octatonic", TUNING_12EDO, { 2,1,2,1,2,1,2,1 } }, - // 17 EDO; for more: https://en.xen.wiki/w/17edo#Scales - { "Diatonic", TUNING_17EDO, { 3,3,1,3,3,3,1 } }, - { "Pentatonic", TUNING_17EDO, { 3,3,4,3,4 } }, - { "Harmonic", TUNING_17EDO, { 3,2,3,2,2,2,3 } }, - { "Husayni maqam", TUNING_17EDO, { 2,2,3,3,2,1,1,3 } }, - { "Blues", TUNING_17EDO, { 4,3,1,1,1,4,3 } }, - { "Hydra", TUNING_17EDO, { 3,3,1,1,2,3,2,1,1 } }, - // 19 EDO; for more: https://en.xen.wiki/w/19edo#Scales - { "Diatonic", TUNING_19EDO, { 3,3,2,3,3,3,2 } }, - { "Pentatonic", TUNING_19EDO, { 3,3,5,3,5 } }, - { "Semaphore", TUNING_19EDO, { 3,1,3,1,3,3,1,3,1 } }, - { "Negri", TUNING_19EDO, { 2,2,2,2,2,1,2,2,2,2 } }, - { "Sensi", TUNING_19EDO, { 2,2,1,2,2,2,1,2,2,2,1 } }, - { "Kleismic", TUNING_19EDO, { 1,3,1,1,3,1,1,3,1,3,1 } }, - { "Magic", TUNING_19EDO, { 3,1,1,1,3,1,1,1,3,1,1,1,1 } }, - { "Kind of blues", TUNING_19EDO, { 4,4,1,2,4,4 } }, - // 22 EDO; for more: https://en.xen.wiki/w/22edo_modes - { "Diatonic", TUNING_22EDO, { 4,4,1,4,4,4,1 } }, - { "Pentatonic", TUNING_22EDO, { 4,4,5,4,5 } }, - { "Orwell", TUNING_22EDO, { 3,2,3,2,3,2,3,2,2 } }, - { "Porcupine", TUNING_22EDO, { 4,3,3,3,3,3,3 } }, - { "Pajara", TUNING_22EDO, { 2,2,3,2,2,2,3,2,2,2 } }, - // 24 EDO; for more: https://en.xen.wiki/w/24edo_scales - { "Diatonic 12", TUNING_24EDO, { 4,4,2,4,4,4,2 } }, - { "Diatonic Soft", TUNING_24EDO, { 3,5,2,3,5,4,2 } }, - { "Diatonic Neutral", TUNING_24EDO, { 4,3,3,4,3,4,3 } }, - { "Pentatonic (12)", TUNING_24EDO, { 4,4,6,4,6 } }, - { "Pentatonic (Hába)", TUNING_24EDO, { 5,5,5,5,4 } }, - { "Invert Pentatonic", TUNING_24EDO, { 6,3,6,6,3 } }, - { "Rast maqam", TUNING_24EDO, { 4,3,3,4,4,2,1,3 } }, - { "Bayati maqam", TUNING_24EDO, { 3,3,4,4,2,1,3,4 } }, - { "Hijaz maqam", TUNING_24EDO, { 2,6,2,4,2,1,3,4 } }, - { "8-EDO", TUNING_24EDO, { 3,3,3,3,3,3,3,3 } }, - { "Wyschnegradsky", TUNING_24EDO, { 2,2,2,2,2,1,2,2,2,2,2,2,1 } }, - // 31 EDO; for more: https://en.xen.wiki/w/31edo#Scales - { "Diatonic", TUNING_31EDO, { 5,5,3,5,5,5,3 } }, - { "Pentatonic", TUNING_31EDO, { 5,5,8,5,8 } }, - { "Harmonic", TUNING_31EDO, { 5,5,4,4,4,3,3,3 } }, - { "Mavila", TUNING_31EDO, { 5,3,3,3,5,3,3,3,3 } }, - { "Quartal", TUNING_31EDO, { 2,2,7,2,2,7,2,7 } }, - { "Orwell", TUNING_31EDO, { 4,3,4,3,4,3,4,3,3 } }, - { "Neutral", TUNING_31EDO, { 4,4,4,4,4,4,4,3 } }, - { "Miracle", TUNING_31EDO, { 4,3,3,3,3,3,3,3,3,3 } }, - // 41 EDO; for more: https://en.xen.wiki/w/41edo#Scales_and_modes - { "Diatonic", TUNING_41EDO, { 7,7,3,7,7,7,3 } }, - { "Pentatonic", TUNING_41EDO, { 7,7,10,7,10 } }, - { "Pure major", TUNING_41EDO, { 7,6,4,7,6,7,4 } }, - { "5-limit chromatic", TUNING_41EDO, { 4,3,4,2,4,3,4,4,2,4,3,4 } }, - { "7-limit chromatic", TUNING_41EDO, { 3,4,2,4,4,3,4,2,4,3,3,4 } }, - { "Harmonic", TUNING_41EDO, { 5,4,4,4,4,3,3,3,3,3,2,3 } }, - { "Middle East-ish", TUNING_41EDO, { 7,5,7,5,5,7,5 } }, - { "Thai", TUNING_41EDO, { 6,6,6,6,6,6,5 } }, - { "Slendro", TUNING_41EDO, { 8,8,8,8,9 } }, - { "Pelog / Mavila", TUNING_41EDO, { 8,5,5,8,5,5,5 } }, - // 53 EDO - { "Diatonic", TUNING_53EDO, { 9,9,4,9,9,9,4 } }, - { "Pentatonic", TUNING_53EDO, { 9,9,13,9,13 } }, - { "Rast makam", TUNING_53EDO, { 9,8,5,9,9,4,4,5 } }, - // 72 EDO - { "Diatonic", TUNING_72EDO, { 12,12,6,12,12,12,6 } }, - { "Pentatonic", TUNING_72EDO, { 12,12,18,12,18 } }, - // BP - // Alpha - // Beta - // Gamma -}; |
