From 449a5245581491f1ef7704bb1ac0e865e9a557e2 Mon Sep 17 00:00:00 2001
From: Daniel Friesel <derf@derf.homelinux.org>
Date: Fri, 3 Oct 2008 20:15:32 +0200
Subject: tibtoa: Added more two-byte tokens

---
 bin/tibtoa | 279 +++++++++++++++++++++++++++++++++++++++++++++++++++++++++++--
 1 file changed, 271 insertions(+), 8 deletions(-)

(limited to 'bin')

diff --git a/bin/tibtoa b/bin/tibtoa
index 8f0b2da..9b15c1c 100755
--- a/bin/tibtoa
+++ b/bin/tibtoa
@@ -266,14 +266,46 @@ my $special = {
 		0x09 => '[J]',
 	},
 	0x5d => {
-		0x00 => 'L1',
-		0x01 => 'L2',
-		0x02 => 'L3',
-		0x03 => 'L4',
-		0x04 => 'L5',
-		0x05 => 'L6',
+		0x00 => 'L₁',
+		0x01 => 'L₂',
+		0x02 => 'L₃',
+		0x03 => 'L₄',
+		0x04 => 'L₅',
+		0x05 => 'L₆',
+	},
+	0x5e => {
+		0x10 => 'Y₁',
+		0x11 => 'Y₂',
+		0x12 => 'Y₃',
+		0x13 => 'Y₄',
+		0x14 => 'Y₅',
+		0x15 => 'Y₆',
+		0x16 => 'Y₇',
+		0x17 => 'Y₈',
+		0x18 => 'Y₉',
+		0x19 => 'Y₀',
+		0x20 => 'X₁T',
+		0x21 => 'Y₁T',
+		0x22 => 'X₂T',
+		0x23 => 'Y₂T',
+		0x24 => 'X₃T',
+		0x25 => 'Y₃T',
+		0x26 => 'X₄T',
+		0x27 => 'Y₄T',
+		0x28 => 'X₅T',
+		0x29 => 'Y₅T',
+		0x2A => 'X₆T',
+		0x2B => 'Y₆T',
+		0x40 => 'r₁',
+		0x41 => 'r₂',
+		0x42 => 'r₃',
+		0x43 => 'r₄',
+		0x44 => 'r₅',
+		0x45 => 'r₆',
+		0x80 => 'u',
+		0x81 => 'v',
+		0x82 => 'w',
 	},
-	0x5e => {},
 	0x60 => {
 		0x00 => 'Pic1',
 		0x01 => 'Pic2',
@@ -313,7 +345,238 @@ my $special = {
 		0x08 => 'Str9',
 		0x09 => 'Str0',
 	},
-	0xbb => {},
+	0xbb => {
+		0x00 => 'npv(',
+		0x01 => 'irr(,',
+		0x02 => 'bal(',
+		0x03 => 'Σprn(',
+		0x04 => 'ΣInt(',
+		0x05 => '►Nom(',
+		0x06 => '►Eff(',
+		0x07 => 'dbd(',
+		0x08 => 'lcm(',
+		0x09 => 'gcd(',
+		0x0A => 'randInt(',
+		0x0B => 'randBin(',
+		0x0C => 'sub(',
+		0x0D => 'stdDev(',
+		0x0E => 'variance(',
+		0x0F => 'inString(',
+		0x10 => 'normalcdf(',
+		0x11 => 'invNorm(',
+		0x12 => 'tcdf(',
+		0x13 => 'χ²cdf(',
+		0x14 => 'Fcdf(',
+		0x15 => 'binompdf(',
+		0x16 => 'binomcdf(',
+		0x17 => 'poissonpdf(',
+		0x18 => 'poissoncdf(',
+		0x19 => 'geometpdf(',
+		0x1A => 'geometcdf(',
+		0x1B => 'normalpdf(',
+		0x1C => 'tpdf(',
+		0x1D => 'χ²pdf(',
+		0x1E => 'Fpdf(',
+		0x1F => 'randNorm(',
+		0x20 => 'tmv_Pmt',
+		0x21 => 'tmv_I%',
+		0x22 => 'tmv_PV',
+		0x23 => 'tmv_N',
+		0x24 => 'tmv_FV',
+		0x25 => 'conj(',
+		0x26 => 'real(',
+		0x27 => 'imag(',
+		0x28 => 'angle(',
+		0x29 => 'cumSum(',
+		0x2A => 'expr(',
+		0x2B => 'length(',
+		0x2C => 'ΔList(',
+		0x2D => 'ref(',
+		0x2E => 'rref(',
+		0x2F => '►Rect',
+		0x30 => '►Polar',
+		0x31 => 'e',
+		0x32 => 'SinReg',
+		0x33 => 'Logistic',
+		0x34 => 'LinRegTTest',
+		0x35 => 'ShadeNorm(',
+		0x36 => 'Shade_t(',
+		0x37 => 'Shadeχ²',
+		0x38 => 'ShadeF(',
+		0x39 => 'Matr►list(',
+		0x3A => 'List►matr(',
+		0x3B => 'Z-Test(',
+		0x3C => 'T-Test',
+		0x3D => '2-SampZTest(',
+		0x3E => '1-PropZTest(',
+		0x3F => '2-PropZTest(',
+		0x40 => 'χ²-Test(',
+		0x41 => 'ZInterval',
+		0x42 => '2-SampZInt(',
+		0x43 => '1-PropZInt(',
+		0x44 => '2-PropZInt(',
+		0x45 => 'GraphStyle(',
+		0x46 => '2-SampTTest',
+		0x47 => '2-SampFTest',
+		0x48 => 'TInterval',
+		0x49 => '2-SampTInt',
+		0x4A => 'SetUpEditor',
+		0x4B => 'Pmt_End',
+		0x4C => 'Pmt_Bgn',
+		0x4D => 'Real',
+		0x4E => 're^θi',
+		0x4F => 'a+bi',
+		0x50 => 'ExprOn',
+		0x51 => 'ExprOff',
+		0x52 => 'ClrAllLists',
+		0x53 => 'GetCalc(',
+		0x54 => 'DelVar ',
+		0x55 => 'Equ►String(',
+		0x56 => 'String►Equ(',
+		0x57 => 'Clear Entries',
+		0x58 => 'Select(',
+		0x59 => 'ANOVA(',
+		0x5A => 'ModBoxplot',
+		0x5B => 'NormProbPlot',
+		0x64 => 'G-T',
+		0x65 => 'ZoomFit',
+		0x66 => 'DiagnosticOn',
+		0x67 => 'DiagnosticOff',
+		0x68 => 'Archive',
+		0x69 => 'UnArchive',
+		0x6A => 'Asm(',
+		0x6B => 'AsmComp(',
+		0x6C => 'AsmPrgm',
+		0x6D => 'compiled asm',
+		0x6E => 'Á',
+		0x6F => 'À',
+		0x70 => 'Â',
+		0x71 => 'Ä',
+		0x72 => 'á',
+		0x73 => 'à',
+		0x74 => 'â',
+		0x75 => 'ä',
+		0x76 => 'É',
+		0x77 => 'È',
+		0x78 => 'Ê',
+		0x79 => 'Ë',
+		0x7A => 'é',
+		0x7B => 'è',
+		0x7C => 'ê',
+		0x7D => 'ë',
+		0x7F => 'Ì',
+		0x80 => 'Î',
+		0x81 => 'Ï',
+		0x82 => 'í',
+		0x83 => 'ì',
+		0x84 => 'î',
+		0x85 => 'ï',
+		0x86 => 'Ó',
+		0x87 => 'Ò',
+		0x88 => 'Ô',
+		0x89 => 'Ö',
+		0x8A => 'ó',
+		0x8B => 'ò',
+		0x8C => 'ô',
+		0x8D => 'ö',
+		0x8E => 'Ú',
+		0x8F => 'Ù',
+		0x90 => 'Û',
+		0x91 => 'Ü',
+		0x92 => 'ú',
+		0x93 => 'ù',
+		0x94 => 'û',
+		0x95 => 'ü',
+		0x96 => 'Ç',
+		0x97 => 'ç',
+		0x98 => 'Ñ',
+		0x99 => 'ñ',
+		0x9A => '´',
+		0x9B => '`',
+		0x9C => '¨',
+		0x9D => '¿',
+		0x9E => '¡',
+		0x9F => 'α',
+		0xA0 => 'β',
+		0xA1 => 'γ',
+		0xA2 => 'Δ',
+		0xA3 => 'δ',
+		0xA4 => 'ε',
+		0xA5 => 'λ',
+		0xA6 => 'μ',
+		0xA7 => 'π',
+		0xA8 => 'ρ',
+		0xA9 => 'Σ',
+		0xAB => 'φ',
+		0xAC => 'Ω',
+		0xAD => '^p',
+		0xAE => 'χ',
+		0xAF => 'F',
+		0xB0 => 'a',
+		0xB1 => 'b',
+		0xB2 => 'c',
+		0xB3 => 'd',
+		0xB4 => 'e',
+		0xB5 => 'f',
+		0xB6 => 'g',
+		0xB7 => 'h',
+		0xB8 => 'i',
+		0xB9 => 'j',
+		0xBA => 'k',
+		0xBC => 'l',
+		0xBD => 'm',
+		0xBE => 'n',
+		0xBF => 'o',
+		0xC0 => 'p',
+		0xC1 => 'q',
+		0xC2 => 'r',
+		0xC3 => 's',
+		0xC4 => 't',
+		0xC5 => 'u',
+		0xC6 => 'v',
+		0xC7 => 'w',
+		0xC8 => 'x',
+		0xC9 => 'y',
+		0xCA => 'z',
+		0xCB => 'σ',
+		0xCC => 'τ',
+		0xCD => 'Í',
+		0xCE => 'GarbageCollect',
+		0xCF => '~',
+		0xD1 => '@',
+		0xD2 => '#',
+		0xD3 => '$',
+		0xD4 => '&',
+		0xD5 => '`',
+		0xD6 => ';',
+		0xD7 => '\\',
+		0xD8 => '|',
+		0xD9 => '_',
+		0xDA => '%',
+		0xDB => '…',
+		0xDC => '∠',
+		0xDD => 'ß',
+		0xDE => 'x',
+		0xDF => 'T',
+		0xE0 => '0',
+		0xE1 => '1',
+		0xE2 => '2',
+		0xE3 => '3',
+		0xE4 => '4',
+		0xE5 => '5',
+		0xE6 => '6',
+		0xE7 => '7',
+		0xE8 => '8',
+		0xE9 => '9',
+		0xEA => '10',
+		0xEB => '←',
+		0xEC => '→',
+		0xED => '↑',
+		0xEE => '↓',
+		0xF0 => 'x',
+		0xF1 => '∫',
+		0xF4 => '√',
+	},
 	0xef => {
 		0x00 => 'setDate(',
 		0x01 => 'setTime(',
-- 
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