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taut: note symbols

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minjaesong
2026-04-22 16:01:57 +09:00
parent 6eeccb4baa
commit 460046c4ed
4 changed files with 95 additions and 31 deletions
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69
assets/disk0/tvdos/bin/taut.js
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@@ -14,7 +14,7 @@ const sym = {
accnull:"\u00A2\u00A3", accnull:"\u00A2\u00A3",
demisharp:"\u0080\u0081", demisharp:"\u0080\u0081",
sharp:"\u0082\u0083", sharp:"\u0082\u0083",
sesquisharp:"\u0084\u0085", sesquisharp:"\u0084132u\u0085", // refrain from using (not visible on CRT); 0x84 is used as a escape sequence for arbitrary unicode character in TSVM
doublesharp:"\u0086\u0087", doublesharp:"\u0086\u0087",
triplesharp:"\u0088\u0089", triplesharp:"\u0088\u0089",
quadsharp:"\u008A\u008B", quadsharp:"\u008A\u008B",
@@ -23,10 +23,12 @@ flat:"\u008E\u008F",
sesquiflat:"\u0090\u0091", sesquiflat:"\u0090\u0091",
doubleflat:"\u0092\u0093", doubleflat:"\u0092\u0093",
tripleflat:"\u0094\u0095", tripleflat:"\u0094\u0095",
quadflat:"\u0096\u0097", quadflat:"\u0096\u0097", // refrain from using (not visible on CRT)
csharp:"\u0098", csharp:"\u0098",
cflat:"\u0098", cflat:"\u0098",
cdemisharp:"\u009E",
cdemiflat:"\u009F",
uptick:"\u009A", uptick:"\u009A",
dntick:"\u009B", dntick:"\u009B",
doubleuptick:"\u009C", doubleuptick:"\u009C",
@@ -42,40 +44,57 @@ unticked:"\u009E",
ticked:"\u009F", ticked:"\u009F",
} }
const pitchTablePresets = [ const pitchTablePresets = {
{name:"null", table:[], sym:[]}, // index: pitch table number to be recorded on .taudproj file
0:{index:0,name:"null", table:[], sym:[]}, // when null is specified, hex numbers will be displayed instead
/* Xenharmonic, equal temperament */ /* Xenharmonic, equal temperament */
{name:"5-TET", table:[0x0,0x333,0x666,0x99A,0xCCD],}, 50:{index:50,name:"5-TET", table:[0x0,0x333,0x666,0x99A,0xCCD],
{name:"7-TET", table:[0x0,0x249,0x492,0x6DB,0x925,0xB6E,0xDB7],}, sym:[`C${sym.accnull}`,`D${sym.accnull}`,`E${sym.accnull}`,`G${sym.accnull}`,`A${sym.accnull}`]},
{name:"10-TET", table:[0x0,0x19A,0x333,0x4CD,0x666,0x800,0x99A,0xB33,0xCCD,0xE66],}, 70:{index:70,name:"7-TET", table:[0x0,0x249,0x492,0x6DB,0x925,0xB6E,0xDB7],
{name:"16-TET", table:[0x0,0x100,0x200,0x300,0x400,0x500,0x600,0x700,0x800,0x900,0xA00,0xB00,0xC00,0xD00,0xE00,0xF00],}, sym:[`C${sym.accnull}`,`D${sym.accnull}`,`E${sym.accnull}`,`F${sym.accnull}`,`G${sym.accnull}`,`A${sym.accnull}`,`B${sym.accnull}`]},
{name:"19-TET", table:[0x0,0xD8,0x1AF,0x287,0x35E,0x436,0x50D,0x5E5,0x6BD,0x794,0x86C,0x943,0xA1B,0xAF3,0xBCA,0xCA2,0xD79,0xE51,0xF28],}, 100:{index:100,name:"10-TET", table:[0x0,0x19A,0x333,0x4CD,0x666,0x800,0x99A,0xB33,0xCCD,0xE66],
{name:"22-TET", table:[0x0,0xBA,0x174,0x22F,0x2E9,0x3A3,0x45D,0x517,0x5D1,0x68C,0x746,0x800,0x8BA,0x974,0xA2F,0xAE9,0xBA3,0xC5D,0xD17,0xDD1,0xE8C,0xF46]},, sym:[`C${sym.accnull}`,`D${sym.flat}`,`D${sym.accnull}`,`E${sym.flat}`,`E${sym.accnull}`,`E${sym.sharp}`,`G${sym.accnull}`,`G${sym.sharp}`,`A${sym.accnull}`,`A${sym.sharp}`]},
{name:"24-TET", table:[0x0,0xAB,0x155,0x200,0x2AB,0x355,0x400,0x4AB,0x555,0x600,0x6AB,0x755,0x800,0x8AB,0x955,0xA00,0xAAB,0xB55,0xC00,0xCAB,0xD55,0xE00,0xEAB,0xF55], 150:{index:150,name:"15-TET", table:[],
sym:[`C${sym.accnull}`,`C${sym.sharp}`,`D${sym.accnull}`,`D${sym.sharp}`,`E${sym.accnull}`,`F${sym.accnull}`,`F${sym.sharp}`,`G${sym.accnull}`,`G${sym.sharp}`,`A${sym.accnull}`,`A${sym.sharp}`,`B${sym.accnull}`]}, sym:[`C${sym.accnull}`,`C${sym.sharp}`,`D${sym.accnull}`,`D${sym.sharp}`,`E${sym.flat}`,`E${sym.accnull}`,`E${sym.sharp}`,`F${sym.sharp}`,`G${sym.accnull}`,`G${sym.sharp}`,`A${sym.flat}`,`A${sym.accnull}`,`A${sym.sharp}`,`B${sym.flat}`,`B${sym.accnull}`]},
170:{index:170,name:"17-TET", table:[],
{name:"31-TET", table:[0x0,0x84,0x108,0x18C,0x211,0x295,0x319,0x39D,0x421,0x4A5,0x529,0x5AD,0x632,0x6B6,0x73A,0x7BE,0x842,0x8C6,0x94A,0x9CE,0xA53,0xAD7,0xB5B,0xBDF,0xC63,0xCE7,0xD6B,0xDEF,0xE74,0xEF8,0xF7C], sym:[`C${sym.accnull}`,`D${sym.flat}`,`C${sym.sharp}`,`D${sym.accnull}`,`E${sym.flat}`,`D${sym.sharp}`,`E${sym.accnull}`,`F${sym.accnull}`,`G${sym.flat}`,`F${sym.sharp}`,`G${sym.accnull}`,`A${sym.flat}`,`G${sym.sharp}`,`A${sym.accnull}`,`B${sym.flat}`,`A${sym.sharp}`,`B${sym.accnull}`]},
190:{index:190,name:"19-TET", table:[0x0,0xD8,0x1AF,0x287,0x35E,0x436,0x50D,0x5E5,0x6BD,0x794,0x86C,0x943,0xA1B,0xAF3,0xBCA,0xCA2,0xD79,0xE51,0xF28],
sym:[`C${sym.accnull}`,`C${sym.sharp}`,`D${sym.flat}`,`D${sym.accnull}`,`D${sym.sharp}`,`E${sym.flat}`,`E${sym.accnull}`,`E${sym.sharp}`,`F${sym.accnull}`,`F${sym.sharp}`,`G${sym.flat}`,`G${sym.accnull}`,`G${sym.sharp}`,`A${sym.flat}`,`A${sym.accnull}`,`A${sym.sharp}`,`B${sym.flat}`,`B${sym.accnull}`,`B${sym.sharp}`]},
220:{index:220,name:"22-TET", table:[0x0,0xBA,0x174,0x22F,0x2E9,0x3A3,0x45D,0x517,0x5D1,0x68C,0x746,0x800,0x8BA,0x974,0xA2F,0xAE9,0xBA3,0xC5D,0xD17,0xDD1,0xE8C,0xF46],
sym:[`C${sym.accnull}`,`C${sym.demisharp}`,`C${sym.sharp}`,`D${sym.demiflat}`,`D${sym.accnull}`,`D${sym.demisharp}`,`D${sym.sharp}`,`E${sym.demiflat}`,`E${sym.accnull}`,`F${sym.accnull}`,`F${sym.demisharp}`,`F${sym.sharp}`,`G${sym.demiflat}`,`G${sym.accnull}`,`G${sym.demisharp}`,`G${sym.sharp}`,`A${sym.demiflat}`,`A${sym.accnull}`,`A${sym.demisharp}`,`A${sym.sharp}`,`B${sym.demiflat}`,`B${sym.accnull}`]},
240:{index:240,name:"24-TET", table:[0x0,0xAB,0x155,0x200,0x2AB,0x355,0x400,0x4AB,0x555,0x600,0x6AB,0x755,0x800,0x8AB,0x955,0xA00,0xAAB,0xB55,0xC00,0xCAB,0xD55,0xE00,0xEAB,0xF55],
sym:[`C${sym.accnull}`,`C${sym.demisharp}`,`C${sym.sharp}`,`D${sym.demiflat}`,`D${sym.accnull}`,`D${sym.demisharp}`,`D${sym.sharp}`,`E${sym.demiflat}`,`E${sym.accnull}`,`E${sym.demisharp}`,`F${sym.accnull}`,`F${sym.demisharp}`,`F${sym.sharp}`,`G${sym.demiflat}`,`G${sym.accnull}`,`G${sym.demisharp}`,`G${sym.sharp}`,`A${sym.demiflat}`,`A${sym.accnull}`,`A${sym.demisharp}`,`A${sym.sharp}`,`B${sym.demiflat}`,`B${sym.accnull}`,`B${sym.demisharp}`]},
310:{index:310,name:"31-TET", table:[0x0,0x84,0x108,0x18C,0x211,0x295,0x319,0x39D,0x421,0x4A5,0x529,0x5AD,0x632,0x6B6,0x73A,0x7BE,0x842,0x8C6,0x94A,0x9CE,0xA53,0xAD7,0xB5B,0xBDF,0xC63,0xCE7,0xD6B,0xDEF,0xE74,0xEF8,0xF7C],
sym:[`C${sym.accnull}`,`C${sym.demisharp}`,`C${sym.sharp}`,`D${sym.flat}`,`D${sym.demiflat}`,`D${sym.accnull}`,`D${sym.demisharp}`,`D${sym.sharp}`,`E${sym.flat}`,`E${sym.demiflat}`,`E${sym.accnull}`,`E${sym.demisharp}`,`F${sym.demiflat}`,`F${sym.accnull}`,`F${sym.demisharp}`,`F${sym.sharp}`,`G${sym.flat}`,`G${sym.demiflat}`,`G${sym.accnull}`,`G${sym.demisharp}`,`G${sym.sharp}`,`A${sym.flat}`,`A${sym.demiflat}`,`A${sym.accnull}`,`A${sym.demisharp}`,`A${sym.sharp}`,`B${sym.flat}`,`B${sym.demiflat}`,`B${sym.accnull}`,`B${sym.demisharp}`,`C${sym.demiflat}`]}, sym:[`C${sym.accnull}`,`C${sym.demisharp}`,`C${sym.sharp}`,`D${sym.flat}`,`D${sym.demiflat}`,`D${sym.accnull}`,`D${sym.demisharp}`,`D${sym.sharp}`,`E${sym.flat}`,`E${sym.demiflat}`,`E${sym.accnull}`,`E${sym.demisharp}`,`F${sym.demiflat}`,`F${sym.accnull}`,`F${sym.demisharp}`,`F${sym.sharp}`,`G${sym.flat}`,`G${sym.demiflat}`,`G${sym.accnull}`,`G${sym.demisharp}`,`G${sym.sharp}`,`A${sym.flat}`,`A${sym.demiflat}`,`A${sym.accnull}`,`A${sym.demisharp}`,`A${sym.sharp}`,`B${sym.flat}`,`B${sym.demiflat}`,`B${sym.accnull}`,`B${sym.demisharp}`,`C${sym.demiflat}`]},
{name:"53-TET Pythagorean Notation", table:[0x0,0x4D,0x9B,0xE8,0x135,0x182,0x1D0,0x21D,0x26A,0x2B8,0x305,0x352,0x39F,0x3ED,0x43A,0x487,0x4D5,0x522,0x56F,0x5BC,0x60A,0x657,0x6A4,0x6F2,0x73F,0x78C,0x7D9,0x827,0x874,0x8C1,0x90E,0x95C,0x9A9,0x9F6,0xA44,0xA91,0xADE,0xB2B,0xB79,0xBC6,0xC13,0xC61,0xCAE,0xCFB,0xD48,0xD96,0xDE3,0xE30,0xE7E,0xECB,0xF18,0xF65,0xFB3], 410:{index:410,name:"41-TET", table:[],
sym:[`C${sym.accnull}`,`B${sym.sharp}`,`A${sym.triplesharp}`,`E${sym.tripleflat}`,`D${sym.flat}`,`C${sym.sharp}`,`B${sym.doublesharp}`,`F${sym.tripleflat}`,`E${sym.doubleflat}`,`D${sym.accnull}`,`C${sym.doublesharp}`,`B${sym.triplesharp}`,`F${sym.doubleflat}`,`E${sym.flat}`,`D${sym.sharp}`,`C${sym.triplesharp}`,`G${sym.tripleflat}`,`F${sym.flat}`,`E${sym.accnull}`,`D${sym.doublesharp}`,`C${sym.quadsharp}`,`G${sym.doubleflat}`,`F${sym.accnull}`,`E${sym.sharp}`,`D${sym.triplesharp}`,`A${sym.tripleflat}`,`G${sym.flat}`,`F${sym.sharp}`,`E${sym.doublesharp}`,`D${sym.quadsharp}`,`A${sym.doubleflat}`,`G${sym.accnull}`,`F${sym.doublesharp}`,`E${sym.triplesharp}`,`B${sym.tripleflat}`,`A${sym.flat}`,`G${sym.sharp}`,`F${sym.triplesharp}`,`C${sym.tripleflat}`,`B${sym.doubleflat}`,`A${sym.accnull}`,`G${sym.doublesharp}`,`F${sym.quadsharp}`,`C${sym.doubleflat}`,`B${sym.flat}`,`A${sym.sharp}`,`G${sym.triplesharp}`,`D${sym.tripleflat}`,`C${sym.flat}`,`B${sym.accnull}`,`A${sym.doublesharp}`,`G${sym.quadsharp}`,`D${sym.doubleflat}`]}, sym:[]},
{name:"53-TET Microtonal Notation", table:[0x0,0x4D,0x9B,0xE8,0x135,0x182,0x1D0,0x21D,0x26A,0x2B8,0x305,0x352,0x39F,0x3ED,0x43A,0x487,0x4D5,0x522,0x56F,0x5BC,0x60A,0x657,0x6A4,0x6F2,0x73F,0x78C,0x7D9,0x827,0x874,0x8C1,0x90E,0x95C,0x9A9,0x9F6,0xA44,0xA91,0xADE,0xB2B,0xB79,0xBC6,0xC13,0xC61,0xCAE,0xCFB,0xD48,0xD96,0xDE3,0xE30,0xE7E,0xECB,0xF18,0xF65,0xFB3], 530:{index:530,name:"53-TET Microtonal Notation", table:[0x0,0x4D,0x9B,0xE8,0x135,0x182,0x1D0,0x21D,0x26A,0x2B8,0x305,0x352,0x39F,0x3ED,0x43A,0x487,0x4D5,0x522,0x56F,0x5BC,0x60A,0x657,0x6A4,0x6F2,0x73F,0x78C,0x7D9,0x827,0x874,0x8C1,0x90E,0x95C,0x9A9,0x9F6,0xA44,0xA91,0xADE,0xB2B,0xB79,0xBC6,0xC13,0xC61,0xCAE,0xCFB,0xD48,0xD96,0xDE3,0xE30,0xE7E,0xECB,0xF18,0xF65,0xFB3],
sym:[`-C-`,`${sym.uptick}C-`,`${sym.doubleuptick}C-`,`${sym.doubledntick}C${sym.csharp}`,`${sym.dntick}C${sym.csharp}`,`-C${sym.csharp}`,`${sym.uptick}C${sym.csharp}`,`${sym.doubledntick}D-`,`${sym.dntick}D-`,`-D-`,`${sym.uptick}D-`,`${sym.doubleuptick}D-`,`${sym.doubledntick}D${sym.csharp}`,`${sym.dntick}D${sym.csharp}`,`-D${sym.csharp}`,`${sym.uptick}D${sym.csharp}`,`${sym.doubledntick}E-`,`${sym.dntick}E-`,`-E-`,`${sym.uptick}E-`,`${sym.doubleuptick}E-`,`${sym.dntick}F-`,`-F-`,`${sym.uptick}F-`,`${sym.doubleuptick}F-`,`${sym.doubledntick}F${sym.csharp}`,`${sym.dntick}F${sym.csharp}`,`-F${sym.csharp}`,`${sym.uptick}F${sym.csharp}`,`${sym.doubledntick}G-`,`${sym.dntick}G-`,`-G-`,`${sym.uptick}G-`,`${sym.doubleuptick}G-`,`${sym.doubledntick}G${sym.csharp}`,`${sym.dntick}G${sym.csharp}`,`-G${sym.csharp}`,`${sym.uptick}G${sym.csharp}`,`${sym.doubledntick}A-`,`${sym.dntick}A-`,`-A-`,`${sym.uptick}A-`,`${sym.doubleuptick}A-`,`${sym.doubledntick}A${sym.csharp}`,`${sym.dntick}A${sym.csharp}`,`-A${sym.csharp}`,`${sym.uptick}A${sym.csharp}`,`${sym.doubledntick}B-`,`${sym.dntick}B-`,`-B-`,`${sym.uptick}B-`,`${sym.doubleuptick}B-`,`${sym.dntick}C-`]}, sym:[`-C-`,`${sym.uptick}C-`,`${sym.doubleuptick}C-`,`${sym.doubledntick}C${sym.csharp}`,`${sym.dntick}C${sym.csharp}`,`-C${sym.csharp}`,`${sym.uptick}C${sym.csharp}`,`${sym.doubledntick}D-`,`${sym.dntick}D-`,`-D-`,`${sym.uptick}D-`,`${sym.doubleuptick}D-`,`${sym.doubledntick}D${sym.csharp}`,`${sym.dntick}D${sym.csharp}`,`-D${sym.csharp}`,`${sym.uptick}D${sym.csharp}`,`${sym.doubledntick}E-`,`${sym.dntick}E-`,`-E-`,`${sym.uptick}E-`,`${sym.doubleuptick}E-`,`${sym.dntick}F-`,`-F-`,`${sym.uptick}F-`,`${sym.doubleuptick}F-`,`${sym.doubledntick}F${sym.csharp}`,`${sym.dntick}F${sym.csharp}`,`-F${sym.csharp}`,`${sym.uptick}F${sym.csharp}`,`${sym.doubledntick}G-`,`${sym.dntick}G-`,`-G-`,`${sym.uptick}G-`,`${sym.doubleuptick}G-`,`${sym.doubledntick}G${sym.csharp}`,`${sym.dntick}G${sym.csharp}`,`-G${sym.csharp}`,`${sym.uptick}G${sym.csharp}`,`${sym.doubledntick}A-`,`${sym.dntick}A-`,`-A-`,`${sym.uptick}A-`,`${sym.doubleuptick}A-`,`${sym.doubledntick}A${sym.csharp}`,`${sym.dntick}A${sym.csharp}`,`-A${sym.csharp}`,`${sym.uptick}A${sym.csharp}`,`${sym.doubledntick}B-`,`${sym.dntick}B-`,`-B-`,`${sym.uptick}B-`,`${sym.doubleuptick}B-`,`${sym.dntick}C-`]},
531:{index:531,name:"53-TET Pythagorean Notation", table:[0x0,0x4D,0x9B,0xE8,0x135,0x182,0x1D0,0x21D,0x26A,0x2B8,0x305,0x352,0x39F,0x3ED,0x43A,0x487,0x4D5,0x522,0x56F,0x5BC,0x60A,0x657,0x6A4,0x6F2,0x73F,0x78C,0x7D9,0x827,0x874,0x8C1,0x90E,0x95C,0x9A9,0x9F6,0xA44,0xA91,0xADE,0xB2B,0xB79,0xBC6,0xC13,0xC61,0xCAE,0xCFB,0xD48,0xD96,0xDE3,0xE30,0xE7E,0xECB,0xF18,0xF65,0xFB3],
sym:[`C${sym.accnull}`,`B${sym.sharp}`,`A${sym.triplesharp}`,`E${sym.tripleflat}`,`D${sym.flat}`,`C${sym.sharp}`,`B${sym.doublesharp}`,`F${sym.tripleflat}`,`E${sym.doubleflat}`,`D${sym.accnull}`,`C${sym.doublesharp}`,`B${sym.triplesharp}`,`F${sym.doubleflat}`,`E${sym.flat}`,`D${sym.sharp}`,`C${sym.triplesharp}`,`G${sym.tripleflat}`,`F${sym.flat}`,`E${sym.accnull}`,`D${sym.doublesharp}`,`C${sym.quadsharp}`,`G${sym.doubleflat}`,`F${sym.accnull}`,`E${sym.sharp}`,`D${sym.triplesharp}`,`A${sym.tripleflat}`,`G${sym.flat}`,`F${sym.sharp}`,`E${sym.doublesharp}`,`D${sym.quadsharp}`,`A${sym.doubleflat}`,`G${sym.accnull}`,`F${sym.doublesharp}`,`E${sym.triplesharp}`,`B${sym.tripleflat}`,`A${sym.flat}`,`G${sym.sharp}`,`F${sym.triplesharp}`,`C${sym.tripleflat}`,`B${sym.doubleflat}`,`A${sym.accnull}`,`G${sym.doublesharp}`,`F${sym.quadsharp}`,`C${sym.doubleflat}`,`B${sym.flat}`,`A${sym.sharp}`,`G${sym.triplesharp}`,`D${sym.tripleflat}`,`C${sym.flat}`,`B${sym.accnull}`,`A${sym.doublesharp}`,`G${sym.quadsharp}`,`D${sym.doubleflat}`]},
960:{index:960,name:"96-TET", table:[],
sym:[`-C-`,`${sym.uptick}C-`,`${sym.doubleuptick}C-`,`${sym.dntick}C${sym.cdemisharp}`,`-C${sym.cdemisharp}`,`${sym.uptick}C${sym.cdemisharp}`,`${sym.doubleuptick}C${sym.cdemisharp}`,`${sym.dntick}C${sym.csharp}`,`-C${sym.csharp}`,`${sym.uptick}C${sym.csharp}`,`${sym.doubleuptick}C${sym.csharp}`,`${sym.dntick}D${sym.cdemiflat}`,`-D${sym.cdemiflat}`,`${sym.uptick}D${sym.cdemiflat}`,`${sym.doubleuptick}D${sym.cdemiflat}`,`${sym.dntick}D-`,`-D-`,`${sym.uptick}D-`,`${sym.doubleuptick}D-`,`${sym.dntick}D${sym.cdemisharp}`,`-D${sym.cdemisharp}`,`${sym.uptick}D${sym.cdemisharp}`,`${sym.doubleuptick}D${sym.cdemisharp}`,`${sym.dntick}D${sym.csharp}`,`-D${sym.csharp}`,`${sym.uptick}D${sym.csharp}`,`${sym.doubleuptick}D${sym.csharp}`,`${sym.dntick}E${sym.cdemiflat}`,`-E${sym.cdemiflat}`,`${sym.uptick}E${sym.cdemiflat}`,`${sym.doubleuptick}E${sym.cdemiflat}`,`${sym.dntick}E-`,`-E-`,`${sym.uptick}E-`,`${sym.doubleuptick}E-`,`${sym.dntick}E${sym.cdemisharp}`,`-E${sym.cdemisharp}`,`${sym.uptick}E${sym.cdemisharp}`,`${sym.doubleuptick}E${sym.cdemisharp}`,`${sym.dntick}F-`,`-F-`,`${sym.uptick}F-`,`${sym.doubleuptick}F-`,`${sym.dntick}F${sym.cdemisharp}`,`-F${sym.cdemisharp}`,`${sym.uptick}F${sym.cdemisharp}`,`${sym.doubleuptick}F${sym.cdemisharp}`,`${sym.dntick}F${sym.csharp}`,`-F${sym.csharp}`,`${sym.uptick}F${sym.csharp}`,`${sym.doubleuptick}F${sym.csharp}`,`${sym.dntick}G${sym.cdemiflat}`,`-G${sym.cdemiflat}`,`${sym.uptick}G${sym.cdemiflat}`,`${sym.doubleuptick}G${sym.cdemiflat}`,`${sym.dntick}G-`,`-G-`,`${sym.uptick}G-`,`${sym.doubleuptick}G-`,`${sym.dntick}G${sym.cdemisharp}`,`-G${sym.cdemisharp}`,`${sym.uptick}G${sym.cdemisharp}`,`${sym.doubleuptick}G${sym.cdemisharp}`,`${sym.dntick}G${sym.csharp}`,`-G${sym.csharp}`,`${sym.uptick}G${sym.csharp}`,`${sym.doubleuptick}G${sym.csharp}`,`${sym.dntick}A${sym.cdemiflat}`,`-A${sym.cdemiflat}`,`${sym.uptick}A${sym.cdemiflat}`,`${sym.doubleuptick}A${sym.cdemiflat}`,`${sym.dntick}A-`,`-A-`,`${sym.uptick}A-`,`${sym.doubleuptick}A-`,`${sym.dntick}A${sym.cdemisharp}`,`-A${sym.cdemisharp}`,`${sym.uptick}A${sym.cdemisharp}`,`${sym.doubleuptick}A${sym.cdemisharp}`,`${sym.dntick}A${sym.csharp}`,`-A${sym.csharp}`,`${sym.uptick}A${sym.csharp}`,`${sym.doubleuptick}A${sym.csharp}`,`${sym.dntick}B${sym.cdemiflat}`,`-B${sym.cdemiflat}`,`${sym.uptick}B${sym.cdemiflat}`,`${sym.doubleuptick}B${sym.cdemiflat}`,`${sym.dntick}B-`,`-B-`,`${sym.uptick}B-`,`${sym.doubleuptick}B-`,`${sym.dntick}B${sym.cdemisharp}`,`-B${sym.cdemisharp}`,`${sym.uptick}B${sym.cdemisharp}`,`${sym.doubleuptick}B${sym.cdemisharp}`]},
/* 12-TET variations */ /* 12-TET variations */
{name:"12-TET", table:[0x0,0x155,0x2AB,0x400,0x555,0x6AB,0x800,0x955,0xAAB,0xC00,0xD55,0xEAB], 120:{index:120,name:"12-TET", table:[0x0,0x155,0x2AB,0x400,0x555,0x6AB,0x800,0x955,0xAAB,0xC00,0xD55,0xEAB],
sym:[`C${sym.accnull}`,`C${sym.sharp}`,`D${sym.accnull}`,`D${sym.sharp}`,`E${sym.accnull}`,`F${sym.accnull}`,`F${sym.sharp}`,`G${sym.accnull}`,`G${sym.sharp}`,`A${sym.accnull}`,`A${sym.sharp}`,`B${sym.accnull}`]}, sym:[`C${sym.accnull}`,`C${sym.sharp}`,`D${sym.accnull}`,`D${sym.sharp}`,`E${sym.accnull}`,`F${sym.accnull}`,`F${sym.sharp}`,`G${sym.accnull}`,`G${sym.sharp}`,`A${sym.accnull}`,`A${sym.sharp}`,`B${sym.accnull}`]},
{name:"Pythagorean Diminished Fifth", table:[0x0,0x134,0x2B8,0x3EC,0x570,0x6A4,0x7D8,0x95C,0xA90,0xC14,0xD48,0xECC], 10121:{index:10121,name:"Pythagorean Diminished Fifth", table:[0x0,0x134,0x2B8,0x3EC,0x570,0x6A4,0x7D8,0x95C,0xA90,0xC14,0xD48,0xECC],
sym:[`C${sym.accnull}`,`C${sym.sharp}`,`D${sym.accnull}`,`D${sym.sharp}`,`E${sym.accnull}`,`F${sym.accnull}`,`F${sym.sharp}`,`G${sym.accnull}`,`G${sym.sharp}`,`A${sym.accnull}`,`A${sym.sharp}`,`B${sym.accnull}`]}, sym:[`C${sym.accnull}`,`C${sym.sharp}`,`D${sym.accnull}`,`D${sym.sharp}`,`E${sym.accnull}`,`F${sym.accnull}`,`F${sym.sharp}`,`G${sym.accnull}`,`G${sym.sharp}`,`A${sym.accnull}`,`A${sym.sharp}`,`B${sym.accnull}`]},
{name:"Pythagorean Augmented Fourth", table:[0x0,0x134,0x2B8,0x3EC,0x570,0x6A4,0x828,0x95C,0xA90,0xC14,0xD48,0xECC], 10122:{index:10122,name:"Pythagorean Augmented Fourth", table:[0x0,0x134,0x2B8,0x3EC,0x570,0x6A4,0x828,0x95C,0xA90,0xC14,0xD48,0xECC],
sym:[`C${sym.accnull}`,`C${sym.sharp}`,`D${sym.accnull}`,`D${sym.sharp}`,`E${sym.accnull}`,`F${sym.accnull}`,`F${sym.sharp}`,`G${sym.accnull}`,`G${sym.sharp}`,`A${sym.accnull}`,`A${sym.sharp}`,`B${sym.accnull}`]}, sym:[`C${sym.accnull}`,`C${sym.sharp}`,`D${sym.accnull}`,`D${sym.sharp}`,`E${sym.accnull}`,`F${sym.accnull}`,`F${sym.sharp}`,`G${sym.accnull}`,`G${sym.sharp}`,`A${sym.accnull}`,`A${sym.sharp}`,`B${sym.accnull}`]},
{name:"Shierlu", table:[0x0,0x184,0x2B8,0x43C,0x570,0x6F4,0x828,0x95C,0xAE0,0xC14,0xD98,0xECC], 10123:{index:10123,name:"Shierlu", table:[0x0,0x184,0x2B8,0x43C,0x570,0x6F4,0x828,0x95C,0xAE0,0xC14,0xD98,0xECC],
sym:[`C${sym.accnull}`,`C${sym.sharp}`,`D${sym.accnull}`,`D${sym.sharp}`,`E${sym.accnull}`,`F${sym.accnull}`,`F${sym.sharp}`,`G${sym.accnull}`,`G${sym.sharp}`,`A${sym.accnull}`,`A${sym.sharp}`,`B${sym.accnull}`]}, sym:[`C${sym.accnull}`,`C${sym.sharp}`,`D${sym.accnull}`,`D${sym.sharp}`,`E${sym.accnull}`,`F${sym.accnull}`,`F${sym.sharp}`,`G${sym.accnull}`,`G${sym.sharp}`,`A${sym.accnull}`,`A${sym.sharp}`,`B${sym.accnull}`]},
] }
let intv = [120,240,960]
intv.forEach(i => {
let preset = pitchTablePresets[i]
println(preset.name+':')
preset.sym.forEach(s => print(s+'3\t'))
println()
})
print(`${sym.keyoff}\t${sym.notecut}`); println()
pitchTablePresets[9].sym.forEach(s => print(s+'3\t')); println()
pitchTablePresets[10].sym.forEach(s => print(s+'3\t')); println()
pitchTablePresets[11].sym.forEach(s => print(s+'3\t')); println()

BIN
assets/disk0/tvdos/bin/tautfont.kra LFS
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assets/disk0/tvdos/bin/tautfont_high.chr
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53
terranmon.txt
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@@ -1931,7 +1931,7 @@ This ensures resampling happens after extraction with optimal quality parameters
-------------------------------------------------------------------------------- --------------------------------------------------------------------------------
TSVM Universal Cue format **TSVM Universal Cue format**
Created by CuriousTorvald on 2025-09-22 Created by CuriousTorvald on 2025-09-22
A universal, simple cue designed to work as both playlist to cue up external files and lookup table for internal bytes. A universal, simple cue designed to work as both playlist to cue up external files and lookup table for internal bytes.
@@ -1973,7 +1973,7 @@ A universal, simple cue designed to work as both playlist to cue up external fil
-------------------------------------------------------------------------------- --------------------------------------------------------------------------------
Sound Adapter **Sound Adapter**
Endianness: little Endianness: little
@@ -2175,7 +2175,8 @@ Tracker Note Effects has been moved to `TAUD_NOTE_EFFECTS.md`
-------------------------------------------------------------------------------- --------------------------------------------------------------------------------
Taud serialisation format **Taud serialisation format**
Created by CuriousTorvald on 2026-04-19
This is a file format for Taud tracker data. This is a file format for Taud tracker data.
@@ -2213,8 +2214,52 @@ Taud device can queue up to 2 "playdata" in its buffer, which can be interpreted
-------------------------------------------------------------------------------- --------------------------------------------------------------------------------
S3M (ScreamTracker 3) to Taud conversion notes **Taud Project Format** is an extension to Taud format
Created by CuriousTorvald on 2026-04-22
# File Structure
\x1F T S V M a u d
[HEADER] (modified)
[SAMPLE+INSTRUMENT BIN IMAGE (GZip or Zstd compressed. Read 4-byte magic to determine)]
[SONG TABLE]
[PATTERN BIN for SONG 0]
[CUE SHEET for SONG 0]
[PATTERN BIN for SONG 1]
[CUE SHEET for SONG 1]
[PATTERN BIN for SONG 2]
[CUE SHEET for SONG 2]
...
[PROJECT DATA] (new!)
## Header
Byte[8] Magic
Uint8 Format version (always 129)
Uint8 Number of songs in SONG TABLE
Uint32 Compressed size of SAMPLE+INST section (used to calculate offset to SONG TABLE)
Uint16 Offset to Project Data (low twobyte)
Byte[14]Tracker/Converter signature
Uint16 Offset to Project Data (high twobyte)
## Project Data
Byte[8] Magic (\x1E T a u d P r J)
Uint16 Pitch table preset
Uint16 Current Tuning base note (0-4095), assuming octave 3
Uint16 Frequency at the base note (Float16)
* Repetition of
Byte[4] Title of the section (fourcc)
Uint16 Section length
Byte[*] Section payload
### Predefined sections
* NOTA. Custom notation definition. Strings separated by comma
--------------------------------------------------------------------------------
**S3M (ScreamTracker 3) to Taud conversion notes**
(Implemented in s3m2taud.py) (Implemented in s3m2taud.py)
Created by CuriousTorvald on 2026-04-20
## Instrument indexing ## Instrument indexing