HCoop / bpt / emacs.git / blame
| Commit | Line | Data |
|---|---|---|
| be567141 | 1 | ;;; latin-ltx.el --- Quail package for TeX-style input -*-coding: iso-2022-7bit-*- |
| 44a7591e KH |
2 | |
| 3 | ;; Copyright (C) 2001 Electrotechnical Laboratory, JAPAN. | |
| 4 | ;; Licensed to the Free Software Foundation. | |
| f042e7b9 | 5 | ;; Copyright (C) 2001 Free Software Foundation, Inc. |
| 44a7591e | 6 | |
| f042e7b9 | 7 | ;; Keywords: multilingual, input, Greek, i18n |
| 44a7591e KH |
8 | |
| 9 | ;; This file is part of GNU Emacs. | |
| 10 | ||
| 11 | ;; GNU Emacs is free software; you can redistribute it and/or modify | |
| 12 | ;; it under the terms of the GNU General Public License as published by | |
| 13 | ;; the Free Software Foundation; either version 2, or (at your option) | |
| 14 | ;; any later version. | |
| 15 | ||
| 16 | ;; GNU Emacs is distributed in the hope that it will be useful, | |
| 17 | ;; but WITHOUT ANY WARRANTY; without even the implied warranty of | |
| 18 | ;; MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the | |
| 19 | ;; GNU General Public License for more details. | |
| 20 | ||
| 21 | ;; You should have received a copy of the GNU General Public License | |
| 22 | ;; along with GNU Emacs; see the file COPYING. If not, write to the | |
| 23 | ;; Free Software Foundation, Inc., 59 Temple Place - Suite 330, | |
| 24 | ;; Boston, MA 02111-1307, USA. | |
| 25 | ||
| be567141 PJ |
26 | ;;; Commentary: |
| 27 | ||
| 44a7591e KH |
28 | ;;; Code: |
| 29 | ||
| 30 | (require 'quail) | |
| 31 | ||
| 32 | (quail-define-package | |
| f042e7b9 DL |
33 | "TeX" "UTF-8" "\\" t |
| 34 | "LaTeX-like input method for many characters. | |
| 35 | These characters are from the charsets used by the `utf-8' coding | |
| 36 | system, including many technical ones. Examples: | |
| 37 | \\'a -> \e,Aa\e(B \\`{a} -> \e,A`\e(B | |
| 38 | \\pi -> \e$,1'@\e(B \\int -> \e$,1xK\e(B ^1 -> \e,A9\e(B" | |
| 39 | ||
| 44a7591e KH |
40 | nil t t nil nil nil nil nil nil nil t) |
| 41 | ||
| 42 | (quail-define-rules | |
| 43 | ("!`" ?\e,A!\e(B) | |
| 44 | ("{\\pounds}" ?\e,A#\e(B) ("\\pounds" ?\e,A#\e(B) | |
| 45 | ("{\\S}" ?\e,A'\e(B) ("\\S" ?\e,A'\e(B) | |
| 46 | ("\\\"{}" ?\e,A(\e(B) | |
| 47 | ("{\\copyright}" ?\e,A)\e(B) ("\\copyright" ?\e,A)\e(B) | |
| 48 | ("$^a$" ?\e,A*\e(B) | |
| 49 | ("\\={}" ?\e,A/\e(B) | |
| f042e7b9 | 50 | ("$\\pm$" ?\e,A1\e(B) ("\\pm" ?\e,A1\e(B) |
| 44a7591e KH |
51 | ("$^2$" ?\e,A2\e(B) |
| 52 | ("$^3$" ?\e,A3\e(B) | |
| 53 | ("\\'{}" ?\e,A4\e(B) | |
| 54 | ("{\\P}" ?\e,A6\e(B) ("\\P" ?\e,A6\e(B) | |
| f042e7b9 DL |
55 | ;; Fixme: Yudit has the equivalent of ("\\cdot" ?\e$,1z%\e(B), for U+22C5, DOT |
| 56 | ;; OPERATOR, whereas \e,A7\e(B is MIDDLE DOT. JadeTeX translates both to | |
| 57 | ;; \cdot. | |
| 58 | ("$\\cdot$" ?\e,A7\e(B) ("\\cdot" ?\e,A7\e(B) | |
| 44a7591e KH |
59 | ("\\c{}" ?\e,A8\e(B) |
| 60 | ("$^1$" ?\e,A9\e(B) | |
| 61 | ("$^o$" ?\e,A:\e(B) | |
| 62 | ("?`" ?\e,A?\e(B) | |
| 63 | ||
| 64 | ("\\`{A}" ?\e,A@\e(B) ("\\`A" ?\e,A@\e(B) | |
| 65 | ("\\'{A}" ?\e,AA\e(B) ("\\'A" ?\e,AA\e(B) | |
| 66 | ("\\^{A}" ?\e,AB\e(B) ("\\^A" ?\e,AB\e(B) | |
| 67 | ("\\~{A}" ?\e,AC\e(B) ("\\~A" ?\e,AC\e(B) | |
| 68 | ("\\\"{A}" ?\e,AD\e(B) ("\\\"A" ?\e,AD\e(B) | |
| c21b8508 | 69 | ("\\\k{A}" ?\e,B!\e(B) |
| 44a7591e KH |
70 | ("{\\AA}" ?\e,AE\e(B) ("\\AA" ?\e,AE\e(B) |
| 71 | ("{\\AE}" ?\e,AF\e(B) ("\\AE" ?\e,AF\e(B) | |
| 72 | ("\\c{C}" ?\e,AG\e(B) ("\\cC" ?\e,AG\e(B) | |
| 73 | ("\\`{E}" ?\e,AH\e(B) ("\\`E" ?\e,AH\e(B) | |
| 74 | ("\\'{E}" ?\e,AI\e(B) ("\\'E" ?\e,AI\e(B) | |
| 75 | ("\\^{E}" ?\e,AJ\e(B) ("\\^E" ?\e,AJ\e(B) | |
| 76 | ("\\\"{E}" ?\e,AK\e(B) ("\\\"E" ?\e,AK\e(B) | |
| c21b8508 | 77 | ("\\\k{E}" ?\e,BJ\e(B) |
| 44a7591e KH |
78 | ("\\`{I}" ?\e,AL\e(B) ("\\`I" ?\e,AL\e(B) |
| 79 | ("\\'{I}" ?\e,AM\e(B) ("\\'I" ?\e,AM\e(B) | |
| 80 | ("\\^{I}" ?\e,AN\e(B) ("\\^I" ?\e,AN\e(B) | |
| 81 | ("\\\"{I}" ?\e,AO\e(B) ("\\\"I" ?\e,AO\e(B) | |
| c21b8508 | 82 | ("\\\k{I}" ?\e,DG\e(B) |
| 44a7591e KH |
83 | |
| 84 | ("\\~{N}" ?\e,AQ\e(B) ("\\~N" ?\e,AQ\e(B) | |
| 85 | ("\\`{O}" ?\e,AR\e(B) ("\\`O" ?\e,AR\e(B) | |
| 86 | ("\\'{O}" ?\e,AS\e(B) ("\\'O" ?\e,AS\e(B) | |
| 87 | ("\\^{O}" ?\e,AT\e(B) ("\\^O" ?\e,AT\e(B) | |
| 88 | ("\\~{O}" ?\e,AU\e(B) ("\\~O" ?\e,AU\e(B) | |
| 89 | ("\\\"{O}" ?\e,AV\e(B) ("\\\"O" ?\e,AV\e(B) | |
| c21b8508 | 90 | ("\\\k{O}" ?\e$,1"J\e(B) |
| f042e7b9 | 91 | ("$\\times$" ?\e,AW\e(B) ("\\times" ?\e,AW\e(B) |
| 44a7591e KH |
92 | ("{\\O}" ?\e,AX\e(B) ("\\O" ?\e,AX\e(B) |
| 93 | ("\\`{U}" ?\e,AY\e(B) ("\\`U" ?\e,AY\e(B) | |
| 94 | ("\\'{U}" ?\e,AZ\e(B) ("\\'U" ?\e,AZ\e(B) | |
| 95 | ("\\^{U}" ?\e,A[\e(B) ("\\^U" ?\e,A[\e(B) | |
| 96 | ("\\\"{U}" ?\e,A\\e(B) ("\\\"U" ?\e,A\\e(B) | |
| c21b8508 | 97 | ("\\\k{U}" ?\e,DY\e(B) |
| 44a7591e KH |
98 | ("\\'{Y}" ?\e,A]\e(B) ("\\'Y" ?\e,A]\e(B) |
| 99 | ("{\\ss}" ?\e,A_\e(B) ("\\ss" ?\e,A_\e(B) | |
| 100 | ||
| 101 | ("\\`{a}" ?\e,A`\e(B) ("\\`a" ?\e,A`\e(B) | |
| 102 | ("\\'{a}" ?\e,Aa\e(B) ("\\'a" ?\e,Aa\e(B) | |
| 103 | ("\\^{a}" ?\e,Ab\e(B) ("\\^a" ?\e,Ab\e(B) | |
| 104 | ("\\~{a}" ?\e,Ac\e(B) ("\\~a" ?\e,Ac\e(B) | |
| 105 | ("\\\"{a}" ?\e,Ad\e(B) ("\\\"a" ?\e,Ad\e(B) | |
| c21b8508 | 106 | ("\\\k{a}" ?\e,B1\e(B) |
| 44a7591e KH |
107 | ("{\\aa}" ?\e,Ae\e(B) ("\\aa" ?\e,Ae\e(B) |
| 108 | ("{\\ae}" ?\e,Af\e(B) ("\\ae" ?\e,Af\e(B) | |
| 109 | ("\\c{c}" ?\e,Ag\e(B) ("\\cc" ?\e,Ag\e(B) | |
| 110 | ("\\`{e}" ?\e,Ah\e(B) ("\\`e" ?\e,Ah\e(B) | |
| 111 | ("\\'{e}" ?\e,Ai\e(B) ("\\'e" ?\e,Ai\e(B) | |
| 112 | ("\\^{e}" ?\e,Aj\e(B) ("\\^e" ?\e,Aj\e(B) | |
| 113 | ("\\\"{e}" ?\e,Ak\e(B) ("\\\"e" ?\e,Ak\e(B) | |
| c21b8508 | 114 | ("\\\k{e}" ?\e,Bj\e(B) |
| 44a7591e KH |
115 | ("\\`{\\i}" ?\e,Al\e(B) ("\\`i" ?\e,Al\e(B) |
| 116 | ("\\'{\\i}" ?\e,Am\e(B) ("\\'i" ?\e,Am\e(B) | |
| 117 | ("\\^{\\i}" ?\e,An\e(B) ("\\^i" ?\e,An\e(B) | |
| 118 | ("\\\"{\\i}" ?\e,Ao\e(B) ("\\\"i" ?\e,Ao\e(B) | |
| c21b8508 | 119 | ("\\\k{i}" ?\e,Dg\e(B) |
| 44a7591e KH |
120 | |
| 121 | ("\\~{n}" ?\e,Aq\e(B) ("\\~n" ?\e,Aq\e(B) | |
| 122 | ("\\`{o}" ?\e,Ar\e(B) ("\\`o" ?\e,Ar\e(B) | |
| 123 | ("\\'{o}" ?\e,As\e(B) ("\\'o" ?\e,As\e(B) | |
| 124 | ("\\^{o}" ?\e,At\e(B) ("\\^o" ?\e,At\e(B) | |
| 125 | ("\\~{o}" ?\e,Au\e(B) ("\\~o" ?\e,Au\e(B) | |
| 126 | ("\\\"{o}" ?\e,Av\e(B) ("\\\"o" ?\e,Av\e(B) | |
| c21b8508 | 127 | ("\\\k{o}" ?\e$,1"K\e(B) |
| f042e7b9 | 128 | ("$\\div$" ?\e,Aw\e(B) ("\\div" ?\e,Aw\e(B) |
| 44a7591e KH |
129 | ("{\\o}" ?\e,Ax\e(B) ("\\o" ?\e,Ax\e(B) |
| 130 | ("\\`{u}" ?\e,Ay\e(B) ("\\`u" ?\e,Ay\e(B) | |
| 131 | ("\\'{u}" ?\e,Az\e(B) ("\\'u" ?\e,Az\e(B) | |
| 132 | ("\\^{u}" ?\e,A{\e(B) ("\\^u" ?\e,A{\e(B) | |
| 133 | ("\\\"{u}" ?\e,A|\e(B) ("\\\"u" ?\e,A|\e(B) | |
| c21b8508 | 134 | ("\\\k{u}" ?\e,Dy\e(B) |
| 44a7591e KH |
135 | ("\\'{y}" ?\e,A}\e(B) ("\\'y" ?\e,A}\e(B) |
| 136 | ("\\\"{y}" ?\e,A\7f\e(B) ("\\\"y" ?\e,A\7f\e(B) | |
| 137 | ||
| 138 | ("\\={A}" ?\e$,1 \e(B) ("\\=A" ?\e$,1 \e(B) | |
| 139 | ("\\={a}" ?\e$,1 !\e(B) ("\\=a" ?\e$,1 !\e(B) | |
| 140 | ("\\u{A}" ?\e$,1 "\e(B) ("\\uA" ?\e$,1 "\e(B) | |
| 141 | ("\\u{a}" ?\e$,1 #\e(B) ("\\ua" ?\e$,1 #\e(B) | |
| 142 | ("\\'{C}" ?\e$,1 &\e(B) ("\\'C" ?\e$,1 &\e(B) | |
| 143 | ("\\'{c}" ?\e$,1 '\e(B) ("\\'c" ?\e$,1 '\e(B) | |
| 144 | ("\\^{C}" ?\e$,1 (\e(B) ("\\^C" ?\e$,1 (\e(B) | |
| 145 | ("\\^{c}" ?\e$,1 )\e(B) ("\\^c" ?\e$,1 )\e(B) | |
| 146 | ("\\.{C}" ?\e$,1 *\e(B) ("\\.C" ?\e$,1 *\e(B) | |
| 147 | ("\\.{c}" ?\e$,1 +\e(B) ("\\.c" ?\e$,1 +\e(B) | |
| 148 | ("\\v{C}" ?\e$,1 ,\e(B) ("\\vC" ?\e$,1 ,\e(B) | |
| 149 | ("\\v{c}" ?\e$,1 -\e(B) ("\\vc" ?\e$,1 -\e(B) | |
| 150 | ("\\v{D}" ?\e$,1 .\e(B) ("\\vD" ?\e$,1 .\e(B) | |
| 151 | ("\\v{d}" ?\e$,1 /\e(B) ("\\vd" ?\e$,1 /\e(B) | |
| 152 | ||
| 153 | ("\\={E}" ?\e$,1 2\e(B) ("\\=E" ?\e$,1 2\e(B) | |
| 154 | ("\\={e}" ?\e$,1 3\e(B) ("\\=e" ?\e$,1 3\e(B) | |
| 155 | ("\\u{E}" ?\e$,1 4\e(B) ("\\uE" ?\e$,1 4\e(B) | |
| 156 | ("\\u{e}" ?\e$,1 5\e(B) ("\\ue" ?\e$,1 5\e(B) | |
| 157 | ("\\.{E}" ?\e$,1 6\e(B) ("\\.E" ?\e$,1 6\e(B) | |
| 158 | ("\\e{e}" ?\e$,1 7\e(B) ("\\ee" ?\e$,1 7\e(B) | |
| 159 | ("\\v{E}" ?\e$,1 :\e(B) ("\\vE" ?\e$,1 :\e(B) | |
| 160 | ("\\v{e}" ?\e$,1 ;\e(B) ("\\ve" ?\e$,1 ;\e(B) | |
| 161 | ("\\^{G}" ?\e$,1 <\e(B) ("\\^G" ?\e$,1 <\e(B) | |
| 162 | ("\\^{g}" ?\e$,1 =\e(B) ("\\^g" ?\e$,1 =\e(B) | |
| 163 | ("\\u{G}" ?\e$,1 >\e(B) ("\\uG" ?\e$,1 >\e(B) | |
| 164 | ("\\u{g}" ?\e$,1 ?\e(B) ("\\ug" ?\e$,1 ?\e(B) | |
| 165 | ||
| 166 | ("\\.{G}" ?\e$,1 @\e(B) ("\\.G" ?\e$,1 @\e(B) | |
| 167 | ("\\.{g}" ?\e$,1 A\e(B) ("\\.g" ?\e$,1 A\e(B) | |
| 168 | ("\\c{G}" ?\e$,1 B\e(B) ("\\cG" ?\e$,1 B\e(B) | |
| 169 | ("\\c{g}" ?\e$,1 C\e(B) ("\\cg" ?\e$,1 C\e(B) | |
| 170 | ("\\^{H}" ?\e$,1 D\e(B) ("\\^H" ?\e$,1 D\e(B) | |
| 171 | ("\\^{h}" ?\e$,1 E\e(B) ("\\^h" ?\e$,1 E\e(B) | |
| 172 | ("\\~{I}" ?\e$,1 H\e(B) ("\\~I" ?\e$,1 H\e(B) | |
| 173 | ("\\~{\\i}" ?\e$,1 I\e(B) ("\\~i" ?\e$,1 I\e(B) | |
| 174 | ("\\={I}" ?\e$,1 J\e(B) ("\\=I" ?\e$,1 J\e(B) | |
| 175 | ("\\={\\i}" ?\e$,1 K\e(B) ("\\=i" ?\e$,1 K\e(B) | |
| 176 | ("\\u{I}" ?\e$,1 L\e(B) ("\\uI" ?\e$,1 L\e(B) | |
| 177 | ("\\u{\\i}" ?\e$,1 M\e(B) ("\\ui" ?\e$,1 M\e(B) | |
| 178 | ||
| 179 | ("\\.{I}" ?\e$,1 P\e(B) ("\\.I" ?\e$,1 P\e(B) | |
| 180 | ("{\\i}" ?\e$,1 Q\e(B) ("\\i" ?\e$,1 Q\e(B) | |
| 181 | ("\\^{J}" ?\e$,1 T\e(B) ("\\^J" ?\e$,1 T\e(B) | |
| 182 | ("\\^{\\j}" ?\e$,1 U\e(B) ("\\^j" ?\e$,1 U\e(B) | |
| 183 | ("\\c{K}" ?\e$,1 V\e(B) ("\\cK" ?\e$,1 V\e(B) | |
| 184 | ("\\c{k}" ?\e$,1 W\e(B) ("\\ck" ?\e$,1 W\e(B) | |
| 185 | ("\\'{L}" ?\e$,1 Y\e(B) ("\\'L" ?\e$,1 Y\e(B) | |
| 186 | ("\\'{l}" ?\e$,1 Z\e(B) ("\\'l" ?\e$,1 Z\e(B) | |
| 187 | ("\\c{L}" ?\e$,1 [\e(B) ("\\cL" ?\e$,1 [\e(B) | |
| 188 | ("\\c{l}" ?\e$,1 \\e(B) ("\\cl" ?\e$,1 \\e(B) | |
| 189 | ||
| 190 | ("{\\L}" ?\e$,1 a\e(B) ("\\L" ?\e$,1 a\e(B) | |
| 191 | ("{\\l}" ?\e$,1 b\e(B) ("\\l" ?\e$,1 b\e(B) | |
| 192 | ("\\'{N}" ?\e$,1 c\e(B) ("\\'N" ?\e$,1 c\e(B) | |
| 193 | ("\\'{n}" ?\e$,1 d\e(B) ("\\'n" ?\e$,1 d\e(B) | |
| 194 | ("\\c{N}" ?\e$,1 e\e(B) ("\\cN" ?\e$,1 e\e(B) | |
| 195 | ("\\c{n}" ?\e$,1 f\e(B) ("\\cn" ?\e$,1 f\e(B) | |
| 196 | ("\\v{N}" ?\e$,1 g\e(B) ("\\vN" ?\e$,1 g\e(B) | |
| 197 | ("\\v{n}" ?\e$,1 h\e(B) ("\\vn" ?\e$,1 h\e(B) | |
| 198 | ("\\={O}" ?\e$,1 l\e(B) ("\\=O" ?\e$,1 l\e(B) | |
| 199 | ("\\={o}" ?\e$,1 m\e(B) ("\\=o" ?\e$,1 m\e(B) | |
| 200 | ("\\u{O}" ?\e$,1 n\e(B) ("\\uO" ?\e$,1 n\e(B) | |
| 201 | ("\\u{o}" ?\e$,1 o\e(B) ("\\uo" ?\e$,1 o\e(B) | |
| 202 | ||
| 203 | ("\\H{O}" ?\e$,1 p\e(B) ("\\HO" ?\e$,1 p\e(B) | |
| 204 | ("\\U{o}" ?\e$,1 q\e(B) ("\\Uo" ?\e$,1 q\e(B) | |
| 205 | ("{\\OE}" ?\e$,1 r\e(B) ("\\OE" ?\e$,1 r\e(B) | |
| 206 | ("{\\oe}" ?\e$,1 s\e(B) ("\\oe" ?\e$,1 s\e(B) | |
| 207 | ("\\'{R}" ?\e$,1 t\e(B) ("\\'R" ?\e$,1 t\e(B) | |
| 208 | ("\\'{r}" ?\e$,1 u\e(B) ("\\'r" ?\e$,1 u\e(B) | |
| 209 | ("\\c{R}" ?\e$,1 v\e(B) ("\\cR" ?\e$,1 v\e(B) | |
| 210 | ("\\c{r}" ?\e$,1 w\e(B) ("\\cr" ?\e$,1 w\e(B) | |
| 211 | ("\\v{R}" ?\e$,1 x\e(B) ("\\vR" ?\e$,1 x\e(B) | |
| 212 | ("\\v{r}" ?\e$,1 y\e(B) ("\\vr" ?\e$,1 y\e(B) | |
| 213 | ("\\'{S}" ?\e$,1 z\e(B) ("\\'S" ?\e$,1 z\e(B) | |
| 214 | ("\\'{s}" ?\e$,1 {\e(B) ("\\'s" ?\e$,1 {\e(B) | |
| 215 | ("\\^{S}" ?\e$,1 |\e(B) ("\\^S" ?\e$,1 |\e(B) | |
| 216 | ("\\^{s}" ?\e$,1 }\e(B) ("\\^s" ?\e$,1 }\e(B) | |
| 217 | ("\\c{S}" ?\e$,1 ~\e(B) ("\\cS" ?\e$,1 ~\e(B) | |
| 218 | ("\\c{s}" ?\e$,1 \7f\e(B) ("\\cs" ?\e$,1 \7f\e(B) | |
| 219 | ||
| 220 | ("\\v{S}" ?\e$,1! \e(B) ("\\vS" ?\e$,1! \e(B) | |
| 221 | ("\\v{s}" ?\e$,1!!\e(B) ("\\vs" ?\e$,1!!\e(B) | |
| 222 | ("\\c{T}" ?\e$,1!"\e(B) ("\\cT" ?\e$,1!"\e(B) | |
| 223 | ("\\c{t}" ?\e$,1!#\e(B) ("\\ct" ?\e$,1!#\e(B) | |
| 224 | ("\\v{T}" ?\e$,1!$\e(B) ("\\vT" ?\e$,1!$\e(B) | |
| 225 | ("\\v{t}" ?\e$,1!%\e(B) ("\\vt" ?\e$,1!%\e(B) | |
| 226 | ("\\~{U}" ?\e$,1!(\e(B) ("\\~U" ?\e$,1!(\e(B) | |
| 227 | ("\\~{u}" ?\e$,1!)\e(B) ("\\~u" ?\e$,1!)\e(B) | |
| 228 | ("\\={U}" ?\e$,1!*\e(B) ("\\=U" ?\e$,1!*\e(B) | |
| 229 | ("\\={u}" ?\e$,1!+\e(B) ("\\=u" ?\e$,1!+\e(B) | |
| 230 | ("\\u{U}" ?\e$,1!,\e(B) ("\\uU" ?\e$,1!,\e(B) | |
| 231 | ("\\u{u}" ?\e$,1!-\e(B) ("\\uu" ?\e$,1!-\e(B) | |
| 232 | ||
| 233 | ("\\H{U}" ?\e$,1!0\e(B) ("\\HU" ?\e$,1!0\e(B) | |
| 234 | ("\\H{u}" ?\e$,1!1\e(B) ("\\Hu" ?\e$,1!1\e(B) | |
| 235 | ("\\^{W}" ?\e$,1!4\e(B) ("\\^W" ?\e$,1!4\e(B) | |
| 236 | ("\\^{w}" ?\e$,1!5\e(B) ("\\^w" ?\e$,1!5\e(B) | |
| 237 | ("\\^{Y}" ?\e$,1!6\e(B) ("\\^Y" ?\e$,1!6\e(B) | |
| 238 | ("\\^{y}" ?\e$,1!7\e(B) ("\\^y" ?\e$,1!7\e(B) | |
| 239 | ("\\\"{Y}" ?\e$,1!8\e(B) ("\\\"Y" ?\e$,1!8\e(B) | |
| 240 | ("\\'{Z}" ?\e$,1!9\e(B) ("\\'Z" ?\e$,1!9\e(B) | |
| 241 | ("\\'{z}" ?\e$,1!:\e(B) ("\\'z" ?\e$,1!:\e(B) | |
| 242 | ("\\.{Z}" ?\e$,1!;\e(B) ("\\.Z" ?\e$,1!;\e(B) | |
| 243 | ("\\.{z}" ?\e$,1!<\e(B) ("\\.z" ?\e$,1!<\e(B) | |
| 244 | ("\\v{Z}" ?\e$,1!=\e(B) ("\\vZ" ?\e$,1!=\e(B) | |
| 245 | ("\\v{z}" ?\e$,1!>\e(B) ("\\vz" ?\e$,1!>\e(B) | |
| 246 | ||
| 247 | ("\\v{A}" ?\e$,1"-\e(B) ("\\vA" ?\e$,1"-\e(B) | |
| 248 | ("\\v{a}" ?\e$,1".\e(B) ("\\va" ?\e$,1".\e(B) | |
| 249 | ("\\v{I}" ?\e$,1"/\e(B) ("\\vI" ?\e$,1"/\e(B) | |
| 250 | ("\\v{\\i}" ?\e$,1"0\e(B) ("\\vi" ?\e$,1"0\e(B) | |
| 251 | ("\\v{O}" ?\e$,1"1\e(B) ("\\vO" ?\e$,1"1\e(B) | |
| 252 | ("\\v{o}" ?\e$,1"2\e(B) ("\\vo" ?\e$,1"2\e(B) | |
| 253 | ("\\v{U}" ?\e$,1"3\e(B) ("\\vU" ?\e$,1"3\e(B) | |
| 254 | ("\\v{u}" ?\e$,1"4\e(B) ("\\vu" ?\e$,1"4\e(B) | |
| 255 | ||
| 256 | ("\\={\\AE}" ?\e$,1"B\e(B) ("\\=\\AE" ?\e$,1"B\e(B) | |
| 257 | ("\\={\\ae}" ?\e$,1"C\e(B) ("\\=\\ae" ?\e$,1"C\e(B) | |
| 258 | ("\\v{G}" ?\e$,1"F\e(B) ("\\vG" ?\e$,1"F\e(B) | |
| 259 | ("\\v{g}" ?\e$,1"G\e(B) ("\\vg" ?\e$,1"G\e(B) | |
| 260 | ("\\v{K}" ?\e$,1"H\e(B) ("\\vK" ?\e$,1"H\e(B) | |
| 261 | ("\\v{k}" ?k) ("\\vk" ?k) | |
| 262 | ||
| 263 | ("\\v{\\j}" ?\e$,1"P\e(B) ("\\vj" ?\e$,1"P\e(B) | |
| 264 | ("\\'{G}" ?\e$,1"T\e(B) ("\\'G" ?\e$,1"T\e(B) | |
| 265 | ("\\'{g}" ?\e$,1"U\e(B) ("\\'g" ?\e$,1"U\e(B) | |
| 266 | ("\\`{N}" ?\e$,1"X\e(B) ("\\`N" ?\e$,1"X\e(B) | |
| 267 | ("\\`{n}" ?\e$,1"Y\e(B) ("\\`n" ?\e$,1"Y\e(B) | |
| f042e7b9 | 268 | ("\\'{\\AE}" ?\e$,1"\\e(B) ("\\'\\AE" ?\e$,1"\\e(B) |
| 44a7591e | 269 | ("\\'{\\ae}" ?\e$,1"]\e(B) ("\\'\\ae" ?\e$,1"]\e(B) |
| f042e7b9 | 270 | ("\\'{\\O}" ?\e$,1"^\e(B) ("\\'\\O" ?\e$,1"^\e(B) |
| 44a7591e KH |
271 | ("\\'{\\o}" ?\e$,1"_\e(B) ("\\'\\o" ?\e$,1"_\e(B) |
| 272 | ||
| 273 | ("\\v{H}" ?\e$,1"~\e(B) ("\\vH" ?\e$,1"~\e(B) | |
| 274 | ("\\v{h}" ?\e$,1"\7f\e(B) ("\\vh" ?\e$,1"\7f\e(B) | |
| 275 | ("\\.{A}" ?\e$,1#&\e(B) ("\\.A" ?\e$,1#&\e(B) | |
| 276 | ("\\.{a}" ?\e$,1#'\e(B) ("\\.a" ?\e$,1#'\e(B) | |
| 277 | ("\\c{E}" ?\e$,1#(\e(B) ("\\cE" ?\e$,1#(\e(B) | |
| 278 | ("\\c{e}" ?\e$,1#)\e(B) ("\\ce" ?\e$,1#)\e(B) | |
| 279 | ("\\.{O}" ?\e$,1#.\e(B) ("\\.O" ?\e$,1#.\e(B) | |
| 280 | ("\\.{o}" ?\e$,1#/\e(B) ("\\.o" ?\e$,1#/\e(B) | |
| 281 | ("\\={Y}" ?\e$,1#2\e(B) ("\\=Y" ?\e$,1#2\e(B) | |
| 282 | ("\\={y}" ?\e$,1#3\e(B) ("\\=y" ?\e$,1#3\e(B) | |
| 283 | ||
| 284 | ("\\v{}" ?\e$,1$g\e(B) | |
| 285 | ("\\u{}" ?\e$,1$x\e(B) | |
| 286 | ("\\.{}" ?\e$,1$y\e(B) | |
| 287 | ("\\~{}" ?\e$,1$|\e(B) | |
| 288 | ("\\H{}" ?\e$,1$}\e(B) | |
| f042e7b9 DL |
289 | |
| 290 | ("\\'" ?\e$,1%A\e(B) | |
| 291 | ("\\'K" ?\e$,1mp\e(B) | |
| 292 | ("\\'M" ?\e$,1m~\e(B) | |
| 293 | ("\\'P" ?\e$,1n4\e(B) | |
| 294 | ("\\'W" ?\e$,1nb\e(B) | |
| 295 | ("\\'k" ?\e$,1mq\e(B) | |
| 296 | ("\\'m" ?\e$,1m\7f\e(B) | |
| 297 | ("\\'p" ?\e$,1n5\e(B) | |
| 298 | ("\\'w" ?\e$,1nc\e(B) | |
| 299 | ("\\," ?\e$,1rf\e(B) | |
| 300 | ("\\." ?\e$,1%G\e(B) | |
| 301 | ("\\.B" ?\e$,1mB\e(B) | |
| 302 | ("\\.D" ?\e$,1mJ\e(B) | |
| 303 | ("\\.F" ?\e$,1m^\e(B) | |
| 304 | ("\\.H" ?\e$,1mb\e(B) | |
| 305 | ("\\.M" ?\e$,1n \e(B) | |
| 306 | ("\\.N" ?\e$,1n$\e(B) | |
| 307 | ("\\.P" ?\e$,1n6\e(B) | |
| 308 | ("\\.R" ?\e$,1n8\e(B) | |
| 309 | ("\\.S" ?\e$,1n@\e(B) | |
| 310 | ("\\.T" ?\e$,1nJ\e(B) | |
| 311 | ("\\.W" ?\e$,1nf\e(B) | |
| 312 | ("\\.X" ?\e$,1nj\e(B) | |
| 313 | ("\\.Y" ?\e$,1nn\e(B) | |
| 314 | ("\\.b" ?\e$,1mC\e(B) | |
| 315 | ("\\.d" ?\e$,1mK\e(B) | |
| 316 | ("\\.e" ?\e$,1 7\e(B) | |
| 317 | ("\\.f" ?\e$,1m_\e(B) | |
| 318 | ("\\.h" ?\e$,1mc\e(B) | |
| 319 | ("\\.m" ?\e$,1n!\e(B) | |
| 320 | ("\\.n" ?\e$,1n%\e(B) | |
| 321 | ("\\.p" ?\e$,1n7\e(B) | |
| 322 | ("\\.r" ?\e$,1n9\e(B) | |
| 323 | ("\\.s" ?\e$,1nA\e(B) | |
| 324 | ("\\.t" ?\e$,1nK\e(B) | |
| 325 | ("\\.w" ?\e$,1ng\e(B) | |
| 326 | ("\\.x" ?\e$,1nk\e(B) | |
| 327 | ("\\.y" ?\e$,1no\e(B) | |
| 328 | ("\\/" ?\e$,1rl\e(B) | |
| 329 | ("\\:" ?\e$,1re\e(B) | |
| 330 | ("\\;" ?\e$,1rd\e(B) | |
| 331 | ("\\=" ?\e$,1%D\e(B) | |
| 332 | ("\\=G" ?\e$,1m`\e(B) | |
| 333 | ("\\=g" ?\e$,1ma\e(B) | |
| 334 | ||
| 335 | ("^(" ?\e$,1s}\e(B) | |
| 336 | ("^)" ?\e$,1s~\e(B) | |
| 337 | ("^+" ?\e$,1sz\e(B) | |
| 338 | ("^-" ?\e$,1s{\e(B) | |
| 339 | ("^0" ?\e$,1sp\e(B) | |
| 340 | ("^1" ?\e,A9\e(B) | |
| 341 | ("^2" ?\e,A2\e(B) | |
| 342 | ("^3" ?\e,A3\e(B) | |
| 343 | ("^4" ?\e$,1st\e(B) | |
| 344 | ("^5" ?\e$,1su\e(B) | |
| 345 | ("^6" ?\e$,1sv\e(B) | |
| 346 | ("^7" ?\e$,1sw\e(B) | |
| 347 | ("^8" ?\e$,1sx\e(B) | |
| 348 | ("^9" ?\e$,1sy\e(B) | |
| 349 | ("^=" ?\e$,1s|\e(B) | |
| 350 | ("^\\gamma" ?\e$,1% \e(B) | |
| 351 | ("^h" ?\e$,1$P\e(B) | |
| 352 | ("^j" ?\e$,1$R\e(B) | |
| 353 | ("^l" ?\e$,1%!\e(B) | |
| 354 | ("^n" ?\e$,1s\7f\e(B) | |
| 355 | ("^o" ?\e,A:\e(B) | |
| 356 | ("^r" ?\e$,1$S\e(B) | |
| 357 | ("^s" ?\e$,1%"\e(B) | |
| 358 | ("^w" ?\e$,1$W\e(B) | |
| 359 | ("^x" ?\e$,1%#\e(B) | |
| 360 | ("^y" ?\e$,1$X\e(B) | |
| 361 | ("^{SM}" ?\e$,1u`\e(B) | |
| 362 | ("^{TEL}" ?\e$,1ua\e(B) | |
| 363 | ("^{TM}" ?\e$,1ub\e(B) | |
| 364 | ("_(" ?\e$,1t-\e(B) | |
| 365 | ("_)" ?\e$,1t.\e(B) | |
| 366 | ("_+" ?\e$,1t*\e(B) | |
| 367 | ("_-" ?\e$,1t+\e(B) | |
| 368 | ("_0" ?\e$,1t \e(B) | |
| 369 | ("_1" ?\e$,1t!\e(B) | |
| 370 | ("_2" ?\e$,1t"\e(B) | |
| 371 | ("_3" ?\e$,1t#\e(B) | |
| 372 | ("_4" ?\e$,1t$\e(B) | |
| 373 | ("_5" ?\e$,1t%\e(B) | |
| 374 | ("_6" ?\e$,1t&\e(B) | |
| 375 | ("_7" ?\e$,1t'\e(B) | |
| 376 | ("_8" ?\e$,1t(\e(B) | |
| 377 | ("_9" ?\e$,1t)\e(B) | |
| 378 | ("_=" ?\e$,1t,\e(B) | |
| 379 | ||
| 380 | ("\\~" ?\e$,1%C\e(B) | |
| 381 | ("\\~E" ?\e$,1o<\e(B) | |
| 382 | ("\\~V" ?\e$,1n\\e(B) | |
| 383 | ("\\~Y" ?\e$,1ox\e(B) | |
| 384 | ("\\~e" ?\e$,1o=\e(B) | |
| 385 | ("\\~v" ?\e$,1n]\e(B) | |
| 386 | ("\\~y" ?\e$,1oy\e(B) | |
| 387 | ||
| 388 | ("\\\"" ?\e$,1%H\e(B) | |
| 389 | ("\\\"H" ?\e$,1mf\e(B) | |
| 390 | ("\\\"W" ?\e$,1nd\e(B) | |
| 391 | ("\\\"X" ?\e$,1nl\e(B) | |
| 392 | ("\\\"h" ?\e$,1mg\e(B) | |
| 393 | ("\\\"t" ?\e$,1nw\e(B) | |
| 394 | ("\\\"w" ?\e$,1ne\e(B) | |
| 395 | ("\\\"x" ?\e$,1nm\e(B) | |
| 396 | ("\\^" ?\e$,1%B\e(B) | |
| 397 | ("\\^Z" ?\e$,1np\e(B) | |
| 398 | ("\\^z" ?\e$,1nq\e(B) | |
| 399 | ("\\`" ?\e$,1%@\e(B) | |
| 400 | ("\\`W" ?\e$,1n`\e(B) | |
| 401 | ("\\`Y" ?\e$,1or\e(B) | |
| 402 | ("\\`w" ?\e$,1na\e(B) | |
| 403 | ("\\`y" ?\e$,1os\e(B) | |
| 404 | ("\\b" ?\e$,1%q\e(B) | |
| 405 | ("\\c" ?\e$,1%g\e(B) | |
| 406 | ("\\c{D}" ?\e$,1mP\e(B) | |
| 407 | ("\\c{H}" ?\e$,1mh\e(B) | |
| 408 | ("\\c{d}" ?\e$,1mQ\e(B) | |
| 409 | ("\\c{h}" ?\e$,1mi\e(B) | |
| 410 | ("\\d" ?\e$,1%c\e(B) | |
| 411 | ("\\d{A}" ?\e$,1o \e(B) | |
| 412 | ("\\d{B}" ?\e$,1mD\e(B) | |
| 413 | ("\\d{D}" ?\e$,1mL\e(B) | |
| 414 | ("\\d{E}" ?\e$,1o8\e(B) | |
| 415 | ("\\d{H}" ?\e$,1md\e(B) | |
| 416 | ("\\d{I}" ?\e$,1oJ\e(B) | |
| 417 | ("\\d{K}" ?\e$,1mr\e(B) | |
| 418 | ("\\d{L}" ?\e$,1mv\e(B) | |
| 419 | ("\\d{M}" ?\e$,1n"\e(B) | |
| 420 | ("\\d{N}" ?\e$,1n&\e(B) | |
| 421 | ("\\d{O}" ?\e$,1oL\e(B) | |
| 422 | ("\\d{R}" ?\e$,1n:\e(B) | |
| 423 | ("\\d{S}" ?\e$,1nB\e(B) | |
| 424 | ("\\d{T}" ?\e$,1nL\e(B) | |
| 425 | ("\\d{U}" ?\e$,1od\e(B) | |
| 426 | ("\\d{V}" ?\e$,1n^\e(B) | |
| 427 | ("\\d{W}" ?\e$,1nh\e(B) | |
| 428 | ("\\d{Y}" ?\e$,1ot\e(B) | |
| 429 | ("\\d{Z}" ?\e$,1nr\e(B) | |
| 430 | ("\\d{a}" ?\e$,1o!\e(B) | |
| 431 | ("\\d{b}" ?\e$,1mE\e(B) | |
| 432 | ("\\d{d}" ?\e$,1mM\e(B) | |
| 433 | ("\\d{e}" ?\e$,1o9\e(B) | |
| 434 | ("\\d{h}" ?\e$,1me\e(B) | |
| 435 | ("\\d{i}" ?\e$,1oK\e(B) | |
| 436 | ("\\d{k}" ?\e$,1ms\e(B) | |
| 437 | ("\\d{l}" ?\e$,1mw\e(B) | |
| 438 | ("\\d{m}" ?\e$,1n#\e(B) | |
| 439 | ("\\d{n}" ?\e$,1n'\e(B) | |
| 440 | ("\\d{o}" ?\e$,1oM\e(B) | |
| 441 | ("\\d{r}" ?\e$,1n;\e(B) | |
| 442 | ("\\d{s}" ?\e$,1nC\e(B) | |
| 443 | ("\\d{t}" ?\e$,1nM\e(B) | |
| 444 | ("\\d{u}" ?\e$,1oe\e(B) | |
| 445 | ("\\d{v}" ?\e$,1n_\e(B) | |
| 446 | ("\\d{w}" ?\e$,1ni\e(B) | |
| 447 | ("\\d{y}" ?\e$,1ou\e(B) | |
| 448 | ("\\d{z}" ?\e$,1ns\e(B) | |
| 449 | ("\\rq" ?\e$,1ry\e(B) | |
| 450 | ("\\u" ?\e$,1%F\e(B) | |
| 451 | ("\\v" ?\e$,1%L\e(B) | |
| 452 | ("\\v{L}" ?\e$,1 ]\e(B) | |
| 453 | ("\\v{i}" ?\e$,1"0\e(B) | |
| 454 | ("\\v{j}" ?\e$,1"P\e(B) | |
| 455 | ("\\v{l}" ?\e$,1 ^\e(B) | |
| 456 | ("\\yen" ?\e,A%\e(B) | |
| 457 | ||
| 458 | ("\\Box" ?\e$,2!a\e(B) | |
| 459 | ("\\Bumpeq" ?\e$,1xn\e(B) | |
| 460 | ("\\Cap" ?\e$,1z2\e(B) | |
| 461 | ("\\Cup" ?\e$,1z3\e(B) | |
| 462 | ("\\Delta" ?\e$,1&t\e(B) | |
| 463 | ("\\Diamond" ?\e$,2"'\e(B) | |
| 464 | ("\\Downarrow" ?\e$,1wS\e(B) | |
| 465 | ("\\Gamma" ?\e$,1&s\e(B) | |
| 466 | ("\\H" ?\e$,1%K\e(B) | |
| 467 | ("\\H{o}" ?\e$,1 q\e(B) | |
| 468 | ("\\Im" ?\e$,1uQ\e(B) | |
| 469 | ("\\Join" ?\e$,1z(\e(B) | |
| 470 | ("\\Lambda" ?\e$,1&{\e(B) | |
| 471 | ("\\Leftarrow" ?\e$,1wP\e(B) | |
| 472 | ("\\Leftrightarrow" ?\e$,1wT\e(B) | |
| 473 | ("\\Ll" ?\e$,1z8\e(B) | |
| 474 | ("\\Lleftarrow" ?\e$,1wZ\e(B) | |
| 475 | ("\\Longleftarrow" ?\e$,1wP\e(B) | |
| 476 | ("\\Longleftrightarrow" ?\e$,1wT\e(B) | |
| 477 | ("\\Longrightarrow" ?\e$,1wR\e(B) | |
| 478 | ("\\Lsh" ?\e$,1w0\e(B) | |
| 479 | ("\\Omega" ?\e$,1')\e(B) | |
| 480 | ("\\Phi" ?\e$,1'&\e(B) | |
| 481 | ("\\Pi" ?\e$,1' \e(B) | |
| 482 | ("\\Psi" ?\e$,1'(\e(B) | |
| 483 | ("\\Re" ?\e$,1u\\e(B) | |
| 484 | ("\\Rightarrow" ?\e$,1wR\e(B) | |
| 485 | ("\\Rrightarrow" ?\e$,1w[\e(B) | |
| 486 | ("\\Rsh" ?\e$,1w1\e(B) | |
| 487 | ("\\Sigma" ?\e$,1'#\e(B) | |
| 488 | ("\\Subset" ?\e$,1z0\e(B) | |
| 489 | ("\\Supset" ?\e$,1z1\e(B) | |
| 490 | ("\\Theta" ?\e$,1&x\e(B) | |
| 491 | ("\\Uparrow" ?\e$,1wQ\e(B) | |
| 492 | ("\\Updownarrow" ?\e$,1wU\e(B) | |
| 493 | ("\\Upsilon" ?\e$,1'%\e(B) | |
| 494 | ("\\Vdash" ?\e$,1yi\e(B) | |
| 495 | ("\\Vert" ?\e$,1rv\e(B) | |
| 496 | ("\\Vvdash" ?\e$,1yj\e(B) | |
| 497 | ("\\Xi" ?\e$,1&~\e(B) | |
| 498 | ("\\aleph" ?\e$,1uu\e(B) | |
| 499 | ("\\alpha" ?\e$,1'1\e(B) | |
| 500 | ("\\amalg" ?\e$,1x0\e(B) | |
| 501 | ("\\angle" ?\e$,1x@\e(B) | |
| 502 | ("\\approx" ?\e$,1xh\e(B) | |
| 503 | ("\\approxeq" ?\e$,1xj\e(B) | |
| 504 | ("\\ast" ?\e$,1x7\e(B) | |
| 505 | ("\\asymp" ?\e$,1xm\e(B) | |
| 506 | ("\\backcong" ?\e$,1xl\e(B) | |
| 507 | ("\\backepsilon" ?\e$,1x-\e(B) | |
| 508 | ("\\backprime" ?\e$,1s5\e(B) | |
| 509 | ("\\backsim" ?\e$,1x]\e(B) | |
| 510 | ("\\backsimeq" ?\e$,1z-\e(B) | |
| 511 | ("\\backslash" ?\\) | |
| 512 | ("\\barwedge" ?\e$,1y|\e(B) | |
| 513 | ("\\because" ?\e$,1xU\e(B) | |
| 514 | ("\\beta" ?\e$,1'2\e(B) | |
| 515 | ("\\beth" ?\e$,1uv\e(B) | |
| 516 | ("\\between" ?\e$,1y,\e(B) | |
| 517 | ("\\bigcap" ?\e$,1z"\e(B) | |
| 518 | ("\\bigcirc" ?\e$,2"O\e(B) | |
| 519 | ("\\bigcup" ?\e$,1z#\e(B) | |
| 520 | ("\\bigstar" ?\e$,2"e\e(B) | |
| 521 | ("\\bigtriangledown" ?\e$,2!}\e(B) | |
| 522 | ("\\bigtriangleup" ?\e$,2!s\e(B) | |
| 523 | ("\\bigvee" ?\e$,1z!\e(B) | |
| 524 | ("\\bigwedge" ?\e$,1z \e(B) | |
| 525 | ("\\blacklozenge" ?\e$,2%f\e(B) | |
| 526 | ("\\blacksquare" ?\e$,2!j\e(B) | |
| 527 | ("\\blacktriangle" ?\e$,2!t\e(B) | |
| 528 | ("\\blacktriangledown" ?\e$,2!~\e(B) | |
| 529 | ("\\blacktriangleleft" ?\e$,2""\e(B) | |
| 530 | ("\\blacktriangleright" ?\e$,2!x\e(B) | |
| 531 | ("\\bot" ?\e$,1ye\e(B) | |
| 532 | ("\\bowtie" ?\e$,1z(\e(B) | |
| 533 | ("\\boxminus" ?\e$,1y_\e(B) | |
| 534 | ("\\boxplus" ?\e$,1y^\e(B) | |
| 535 | ("\\boxtimes" ?\e$,1y`\e(B) | |
| 536 | ("\\bullet" ?\e$,1s"\e(B) | |
| 537 | ("\\bumpeq" ?\e$,1xo\e(B) | |
| 538 | ("\\cap" ?\e$,1xI\e(B) | |
| 539 | ("\\cdots" ?\e$,1zO\e(B) | |
| 540 | ("\\centerdot" ?\e,A7\e(B) | |
| 541 | ("\\checkmark" ?\e$,2%S\e(B) | |
| 542 | ("\\chi" ?\e$,1'G\e(B) | |
| 543 | ("\\circ" ?\e$,2"+\e(B) | |
| 544 | ("\\circeq" ?\e$,1xw\e(B) | |
| 545 | ("\\circlearrowleft" ?\e$,1w:\e(B) | |
| 546 | ("\\circlearrowright" ?\e$,1w;\e(B) | |
| 547 | ("\\circledR" ?\e,A.\e(B) | |
| 548 | ("\\circledS" ?\e$,1\7fH\e(B) | |
| 549 | ("\\circledast" ?\e$,1y[\e(B) | |
| 550 | ("\\circledcirc" ?\e$,1yZ\e(B) | |
| 551 | ("\\circleddash" ?\e$,1y]\e(B) | |
| 552 | ("\\clubsuit" ?\e$,2#c\e(B) | |
| 553 | ("\\colon" ?:) | |
| 554 | ("\\coloneq" ?\e$,1xt\e(B) | |
| 555 | ("\\complement" ?\e$,1x!\e(B) | |
| 556 | ("\\cong" ?\e$,1xe\e(B) | |
| 557 | ("\\coprod" ?\e$,1x0\e(B) | |
| 558 | ("\\cup" ?\e$,1xJ\e(B) | |
| 559 | ("\\curlyeqprec" ?\e$,1z>\e(B) | |
| 560 | ("\\curlyeqsucc" ?\e$,1z?\e(B) | |
| 561 | ("\\curlypreceq" ?\e$,1y<\e(B) | |
| 562 | ("\\curlyvee" ?\e$,1z.\e(B) | |
| 563 | ("\\curlywedge" ?\e$,1z/\e(B) | |
| 564 | ("\\curvearrowleft" ?\e$,1w6\e(B) | |
| 565 | ("\\curvearrowright" ?\e$,1w7\e(B) | |
| 566 | ||
| 567 | ("\\dag" ?\e$,1s \e(B) | |
| 568 | ("\\dagger" ?\e$,1s \e(B) | |
| 569 | ("\\daleth" ?\e$,1ux\e(B) | |
| 570 | ("\\dashv" ?\e$,1yc\e(B) | |
| 571 | ("\\ddag" ?\e$,1s!\e(B) | |
| 572 | ("\\ddagger" ?\e$,1s!\e(B) | |
| 573 | ("\\ddots" ?\e$,1zQ\e(B) | |
| 574 | ("\\delta" ?\e$,1'4\e(B) | |
| 575 | ("\\diamond" ?\e$,1z$\e(B) | |
| 576 | ("\\diamondsuit" ?\e$,2#b\e(B) | |
| 577 | ("\\digamma" ?\e$,1'\\e(B) | |
| 578 | ("\\divideontimes" ?\e$,1z'\e(B) | |
| 579 | ("\\doteq" ?\e$,1xp\e(B) | |
| 580 | ("\\doteqdot" ?\e$,1xq\e(B) | |
| 581 | ("\\dotplus" ?\e$,1x4\e(B) | |
| 582 | ("\\dotsquare" ?\e$,1ya\e(B) | |
| 583 | ("\\downarrow" ?\e$,1vs\e(B) | |
| 584 | ("\\downdownarrows" ?\e$,1wJ\e(B) | |
| 585 | ("\\downleftharpoon" ?\e$,1wC\e(B) | |
| 586 | ("\\downrightharpoon" ?\e$,1wB\e(B) | |
| 587 | ("\\ell" ?\e$,1uS\e(B) | |
| 588 | ("\\emptyset" ?\e$,1x%\e(B) | |
| 589 | ("\\epsilon" ?\e$,1'5\e(B) | |
| 590 | ("\\eqcirc" ?\e$,1xv\e(B) | |
| 591 | ("\\eqcolon" ?\e$,1xu\e(B) | |
| 592 | ("\\eqslantgtr" ?\e$,1z=\e(B) | |
| 593 | ("\\eqslantless" ?\e$,1z<\e(B) | |
| 594 | ("\\equiv" ?\e$,1y!\e(B) | |
| 595 | ("\\eta" ?\e$,1'7\e(B) | |
| 596 | ("\\euro" ?\e$,1tL\e(B) | |
| 597 | ("\\exists" ?\e$,1x#\e(B) | |
| 598 | ("\\fallingdotseq" ?\e$,1xr\e(B) | |
| 599 | ("\\flat" ?\e$,2#m\e(B) | |
| 600 | ("\\forall" ?\e$,1x \e(B) | |
| 601 | ("\\frac1" ?\e$,1v?\e(B) | |
| 602 | ("\\frac12" ?\e,A=\e(B) | |
| 603 | ("\\frac13" ?\e$,1v3\e(B) | |
| 604 | ("\\frac14" ?\e,A<\e(B) | |
| 605 | ("\\frac15" ?\e$,1v5\e(B) | |
| 606 | ("\\frac16" ?\e$,1v9\e(B) | |
| 607 | ("\\frac18" ?\e$,1v;\e(B) | |
| 608 | ("\\frac23" ?\e$,1v4\e(B) | |
| 609 | ("\\frac25" ?\e$,1v6\e(B) | |
| 610 | ("\\frac34" ?\e,A>\e(B) | |
| 611 | ("\\frac35" ?\e$,1v7\e(B) | |
| 612 | ("\\frac38" ?\e$,1v<\e(B) | |
| 613 | ("\\frac45" ?\e$,1v8\e(B) | |
| 614 | ("\\frac56" ?\e$,1v:\e(B) | |
| 615 | ("\\frac58" ?\e$,1v=\e(B) | |
| 616 | ("\\frac78" ?\e$,1v>\e(B) | |
| 617 | ("\\frown" ?\e$,1{"\e(B) | |
| 618 | ("\\gamma" ?\e$,1'3\e(B) | |
| 619 | ("\\ge" ?\e$,1y%\e(B) | |
| 620 | ("\\geq" ?\e$,1y%\e(B) | |
| 621 | ("\\geqq" ?\e$,1y'\e(B) | |
| 622 | ("\\geqslant" ?\e$,1y%\e(B) | |
| 623 | ("\\gets" ?\e$,1vp\e(B) | |
| 624 | ("\\gg" ?\e$,1y+\e(B) | |
| 625 | ("\\ggg" ?\e$,1z9\e(B) | |
| 626 | ("\\gimel" ?\e$,1uw\e(B) | |
| 627 | ("\\gnapprox" ?\e$,1zG\e(B) | |
| 628 | ("\\gneq" ?\e$,1y)\e(B) | |
| 629 | ("\\gneqq" ?\e$,1y)\e(B) | |
| 630 | ("\\gnsim" ?\e$,1zG\e(B) | |
| 631 | ("\\gtrapprox" ?\e$,1y3\e(B) | |
| 632 | ("\\gtrdot" ?\e$,1z7\e(B) | |
| 633 | ("\\gtreqless" ?\e$,1z;\e(B) | |
| 634 | ("\\gtreqqless" ?\e$,1z;\e(B) | |
| 635 | ("\\gtrless" ?\e$,1y7\e(B) | |
| 636 | ("\\gtrsim" ?\e$,1y3\e(B) | |
| 637 | ("\\gvertneqq" ?\e$,1y)\e(B) | |
| 638 | ("\\hbar" ?\e$,1uO\e(B) | |
| 639 | ("\\heartsuit" ?\e$,2#e\e(B) | |
| 640 | ("\\hookleftarrow" ?\e$,1w)\e(B) | |
| 641 | ("\\hookrightarrow" ?\e$,1w*\e(B) | |
| 642 | ("\\iff" ?\e$,1wT\e(B) | |
| 643 | ("\\imath" ?\e$,1 Q\e(B) | |
| 644 | ("\\in" ?\e$,1x(\e(B) | |
| 645 | ("\\infty" ?\e$,1x>\e(B) | |
| 646 | ("\\int" ?\e$,1xK\e(B) | |
| 647 | ("\\intercal" ?\e$,1yz\e(B) | |
| 648 | ("\\iota" ?\e$,1'9\e(B) | |
| 649 | ("\\kappa" ?\e$,1':\e(B) | |
| 650 | ("\\lambda" ?\e$,1';\e(B) | |
| 651 | ("\\langle" ?\e$,1{)\e(B) | |
| 652 | ("\\lbrace" ?{) | |
| 653 | ("\\lbrack" ?[) | |
| 654 | ("\\lceil" ?\e$,1zh\e(B) | |
| 655 | ("\\ldots" ?\e$,1s&\e(B) | |
| 656 | ("\\le" ?\e$,1y$\e(B) | |
| 657 | ("\\leadsto" ?\e$,1v}\e(B) | |
| 658 | ("\\leftarrow" ?\e$,1vp\e(B) | |
| 659 | ("\\leftarrowtail" ?\e$,1w"\e(B) | |
| 660 | ("\\leftharpoondown" ?\e$,1w=\e(B) | |
| 661 | ("\\leftharpoonup" ?\e$,1w<\e(B) | |
| 662 | ("\\leftleftarrows" ?\e$,1wG\e(B) | |
| 663 | ("\\leftparengtr" ?\e$,1{)\e(B) | |
| 664 | ("\\leftrightarrow" ?\e$,1vt\e(B) | |
| 665 | ("\\leftrightarrows" ?\e$,1wF\e(B) | |
| 666 | ("\\leftrightharpoons" ?\e$,1wK\e(B) | |
| 667 | ("\\leftrightsquigarrow" ?\e$,1w-\e(B) | |
| 668 | ("\\leftthreetimes" ?\e$,1z+\e(B) | |
| 669 | ("\\leq" ?\e$,1y$\e(B) | |
| 670 | ("\\leqq" ?\e$,1y&\e(B) | |
| 671 | ("\\leqslant" ?\e$,1y$\e(B) | |
| 672 | ("\\lessapprox" ?\e$,1y2\e(B) | |
| 673 | ("\\lessdot" ?\e$,1z6\e(B) | |
| 674 | ("\\lesseqgtr" ?\e$,1z:\e(B) | |
| 675 | ("\\lesseqqgtr" ?\e$,1z:\e(B) | |
| 676 | ("\\lessgtr" ?\e$,1y6\e(B) | |
| 677 | ("\\lesssim" ?\e$,1y2\e(B) | |
| 678 | ("\\lfloor" ?\e$,1zj\e(B) | |
| 679 | ("\\lhd" ?\e$,2"!\e(B) | |
| 680 | ("\\ll" ?\e$,1y*\e(B) | |
| 681 | ("\\llcorner" ?\e$,1z~\e(B) | |
| 682 | ("\\lnapprox" ?\e$,1zF\e(B) | |
| 683 | ("\\lneq" ?\e$,1y(\e(B) | |
| 684 | ("\\lneqq" ?\e$,1y(\e(B) | |
| 685 | ("\\lnsim" ?\e$,1zF\e(B) | |
| 686 | ("\\longleftarrow" ?\e$,1vp\e(B) | |
| 687 | ("\\longleftrightarrow" ?\e$,1vt\e(B) | |
| 688 | ("\\longmapsto" ?\e$,1w&\e(B) | |
| 689 | ("\\longrightarrow" ?\e$,1vr\e(B) | |
| 690 | ("\\looparrowleft" ?\e$,1w+\e(B) | |
| 691 | ("\\looparrowright" ?\e$,1w,\e(B) | |
| 692 | ("\\lozenge" ?\e$,2%g\e(B) | |
| 693 | ("\\lq" ?\e$,1rx\e(B) | |
| 694 | ("\\lrcorner" ?\e$,1z\7f\e(B) | |
| 695 | ("\\ltimes" ?\e$,1z)\e(B) | |
| 696 | ("\\lvertneqq" ?\e$,1y(\e(B) | |
| 697 | ("\\maltese" ?\e$,2%`\e(B) | |
| 698 | ("\\mapsto" ?\e$,1w&\e(B) | |
| 699 | ("\\measuredangle" ?\e$,1xA\e(B) | |
| 700 | ("\\mho" ?\e$,1ug\e(B) | |
| 701 | ("\\mid" ?\e$,1xC\e(B) | |
| 702 | ("\\models" ?\e$,1yg\e(B) | |
| 703 | ("\\mp" ?\e$,1x3\e(B) | |
| 704 | ("\\multimap" ?\e$,1yx\e(B) | |
| 705 | ("\\nLeftarrow" ?\e$,1wM\e(B) | |
| 706 | ("\\nLeftrightarrow" ?\e$,1wN\e(B) | |
| 707 | ("\\nRightarrow" ?\e$,1wO\e(B) | |
| 708 | ("\\nVDash" ?\e$,1yo\e(B) | |
| 709 | ("\\nVdash" ?\e$,1yn\e(B) | |
| 710 | ("\\nabla" ?\e$,1x'\e(B) | |
| 711 | ("\\napprox" ?\e$,1xi\e(B) | |
| 712 | ("\\natural" ?\e$,2#n\e(B) | |
| 713 | ("\\ncong" ?\e$,1xg\e(B) | |
| 714 | ("\\ne" ?\e$,1y \e(B) | |
| 715 | ("\\nearrow" ?\e$,1vw\e(B) | |
| 716 | ("\\neg" ?\e,A,\e(B) | |
| 717 | ("\\neq" ?\e$,1y \e(B) | |
| 718 | ("\\nequiv" ?\e$,1y"\e(B) | |
| 719 | ("\\newline" ?\e$,1s(\e(B) | |
| 720 | ("\\nexists" ?\e$,1x$\e(B) | |
| 721 | ("\\ngeq" ?\e$,1y1\e(B) | |
| 722 | ("\\ngeqq" ?\e$,1y1\e(B) | |
| 723 | ("\\ngeqslant" ?\e$,1y1\e(B) | |
| 724 | ("\\ngtr" ?\e$,1y/\e(B) | |
| 725 | ("\\ni" ?\e$,1x+\e(B) | |
| 726 | ("\\nleftarrow" ?\e$,1vz\e(B) | |
| 727 | ("\\nleftrightarrow" ?\e$,1w.\e(B) | |
| 728 | ("\\nleq" ?\e$,1y0\e(B) | |
| 729 | ("\\nleqq" ?\e$,1y0\e(B) | |
| 730 | ("\\nleqslant" ?\e$,1y0\e(B) | |
| 731 | ("\\nless" ?\e$,1y.\e(B) | |
| 732 | ("\\nmid" ?\e$,1xD\e(B) | |
| 733 | ("\\not" ?\e$,1%x\e(B) | |
| 734 | ("\\notin" ?\e$,1x)\e(B) | |
| 735 | ("\\nparallel" ?\e$,1xF\e(B) | |
| 736 | ("\\nprec" ?\e$,1y@\e(B) | |
| 737 | ("\\npreceq" ?\e$,1z@\e(B) | |
| 738 | ("\\nrightarrow" ?\e$,1v{\e(B) | |
| 739 | ("\\nshortmid" ?\e$,1xD\e(B) | |
| 740 | ("\\nshortparallel" ?\e$,1xF\e(B) | |
| 741 | ("\\nsim" ?\e$,1xa\e(B) | |
| 742 | ("\\nsimeq" ?\e$,1xd\e(B) | |
| 743 | ("\\nsubset" ?\e$,1yD\e(B) | |
| 744 | ("\\nsubseteq" ?\e$,1yH\e(B) | |
| 745 | ("\\nsubseteqq" ?\e$,1yH\e(B) | |
| 746 | ("\\nsucc" ?\e$,1yA\e(B) | |
| 747 | ("\\nsucceq" ?\e$,1zA\e(B) | |
| 748 | ("\\nsupset" ?\e$,1yE\e(B) | |
| 749 | ("\\nsupseteq" ?\e$,1yI\e(B) | |
| 750 | ("\\nsupseteqq" ?\e$,1yI\e(B) | |
| 751 | ("\\ntriangleleft" ?\e$,1zJ\e(B) | |
| 752 | ("\\ntrianglelefteq" ?\e$,1zL\e(B) | |
| 753 | ("\\ntriangleright" ?\e$,1zK\e(B) | |
| 754 | ("\\ntrianglerighteq" ?\e$,1zM\e(B) | |
| 755 | ("\\nu" ?\e$,1'=\e(B) | |
| 756 | ("\\nvDash" ?\e$,1ym\e(B) | |
| 757 | ("\\nvdash" ?\e$,1yl\e(B) | |
| 758 | ("\\nwarrow" ?\e$,1vv\e(B) | |
| 759 | ("\\odot" ?\e$,1yY\e(B) | |
| 760 | ("\\oint" ?\e$,1xN\e(B) | |
| 761 | ("\\omega" ?\e$,1'I\e(B) | |
| 762 | ("\\ominus" ?\e$,1yV\e(B) | |
| 763 | ("\\oplus" ?\e$,1yU\e(B) | |
| 764 | ("\\oslash" ?\e$,1yX\e(B) | |
| 765 | ("\\otimes" ?\e$,1yW\e(B) | |
| 766 | ("\\par" ?\e$,1s)\e(B) | |
| 767 | ("\\parallel" ?\e$,1xE\e(B) | |
| 768 | ("\\partial" ?\e$,1x"\e(B) | |
| 769 | ("\\perp" ?\e$,1ye\e(B) | |
| 770 | ("\\phi" ?\e$,1'F\e(B) | |
| 771 | ("\\pi" ?\e$,1'@\e(B) | |
| 772 | ("\\pitchfork" ?\e$,1z4\e(B) | |
| 773 | ("\\prec" ?\e$,1y:\e(B) | |
| 774 | ("\\precapprox" ?\e$,1y>\e(B) | |
| 775 | ("\\preceq" ?\e$,1y<\e(B) | |
| 776 | ("\\precnapprox" ?\e$,1zH\e(B) | |
| 777 | ("\\precnsim" ?\e$,1zH\e(B) | |
| 778 | ("\\precsim" ?\e$,1y>\e(B) | |
| 779 | ("\\prime" ?\e$,1s2\e(B) | |
| 780 | ("\\prod" ?\e$,1x/\e(B) | |
| 781 | ("\\propto" ?\e$,1x=\e(B) | |
| 782 | ("\\psi" ?\e$,1'H\e(B) | |
| 783 | ("\\quad" ?\e$,1ra\e(B) | |
| 784 | ("\\rangle" ?\e$,1{*\e(B) | |
| 785 | ("\\rbrace" ?}) | |
| 786 | ("\\rbrack" ?]) | |
| 787 | ("\\rceil" ?\e$,1zi\e(B) | |
| 788 | ("\\rfloor" ?\e$,1zk\e(B) | |
| 789 | ("\\rightarrow" ?\e$,1vr\e(B) | |
| 790 | ("\\rightarrowtail" ?\e$,1w#\e(B) | |
| 791 | ("\\rightharpoondown" ?\e$,1wA\e(B) | |
| 792 | ("\\rightharpoonup" ?\e$,1w@\e(B) | |
| 793 | ("\\rightleftarrows" ?\e$,1wD\e(B) | |
| 794 | ("\\rightleftharpoons" ?\e$,1wL\e(B) | |
| 795 | ("\\rightparengtr" ?\e$,1{*\e(B) | |
| 796 | ("\\rightrightarrows" ?\e$,1wI\e(B) | |
| 797 | ("\\rightthreetimes" ?\e$,1z,\e(B) | |
| 798 | ("\\risingdotseq" ?\e$,1xs\e(B) | |
| 799 | ("\\rtimes" ?\e$,1z*\e(B) | |
| 800 | ("\\sbs" ?\e$,3q(\e(B) | |
| 801 | ("\\searrow" ?\e$,1vx\e(B) | |
| 802 | ("\\setminus" ?\e$,1x6\e(B) | |
| 803 | ("\\sharp" ?\e$,2#o\e(B) | |
| 804 | ("\\shortmid" ?\e$,1xC\e(B) | |
| 805 | ("\\shortparallel" ?\e$,1xE\e(B) | |
| 806 | ("\\sigma" ?\e$,1'C\e(B) | |
| 807 | ("\\sim" ?\e$,1x\\e(B) | |
| 808 | ("\\simeq" ?\e$,1xc\e(B) | |
| 809 | ("\\smallamalg" ?\e$,1x0\e(B) | |
| 810 | ("\\smallsetminus" ?\e$,1x6\e(B) | |
| 811 | ("\\smallsmile" ?\e$,1{#\e(B) | |
| 812 | ("\\smile" ?\e$,1{#\e(B) | |
| 813 | ("\\spadesuit" ?\e$,2#`\e(B) | |
| 814 | ("\\sphericalangle" ?\e$,1xB\e(B) | |
| 815 | ("\\sqcap" ?\e$,1yS\e(B) | |
| 816 | ("\\sqcup" ?\e$,1yT\e(B) | |
| 817 | ("\\sqsubset" ?\e$,1yO\e(B) | |
| 818 | ("\\sqsubseteq" ?\e$,1yQ\e(B) | |
| 819 | ("\\sqsupset" ?\e$,1yP\e(B) | |
| 820 | ("\\sqsupseteq" ?\e$,1yR\e(B) | |
| 821 | ("\\square" ?\e$,2!a\e(B) | |
| 822 | ("\\squigarrowright" ?\e$,1w]\e(B) | |
| 823 | ("\\star" ?\e$,1z&\e(B) | |
| 824 | ("\\straightphi" ?\e$,1'F\e(B) | |
| 825 | ("\\subset" ?\e$,1yB\e(B) | |
| 826 | ("\\subseteq" ?\e$,1yF\e(B) | |
| 827 | ("\\subseteqq" ?\e$,1yF\e(B) | |
| 828 | ("\\subsetneq" ?\e$,1yJ\e(B) | |
| 829 | ("\\subsetneqq" ?\e$,1yJ\e(B) | |
| 830 | ("\\succ" ?\e$,1y;\e(B) | |
| 831 | ("\\succapprox" ?\e$,1y?\e(B) | |
| 832 | ("\\succcurlyeq" ?\e$,1y=\e(B) | |
| 833 | ("\\succeq" ?\e$,1y=\e(B) | |
| 834 | ("\\succnapprox" ?\e$,1zI\e(B) | |
| 835 | ("\\succnsim" ?\e$,1zI\e(B) | |
| 836 | ("\\succsim" ?\e$,1y?\e(B) | |
| 837 | ("\\sum" ?\e$,1x1\e(B) | |
| 838 | ("\\supset" ?\e$,1yC\e(B) | |
| 839 | ("\\supseteq" ?\e$,1yG\e(B) | |
| 840 | ("\\supseteqq" ?\e$,1yG\e(B) | |
| 841 | ("\\supsetneq" ?\e$,1yK\e(B) | |
| 842 | ("\\supsetneqq" ?\e$,1yK\e(B) | |
| 843 | ("\\surd" ?\e$,1x:\e(B) | |
| 844 | ("\\swarrow" ?\e$,1vy\e(B) | |
| 845 | ("\\tau" ?\e$,1'D\e(B) | |
| 846 | ("\\therefore" ?\e$,1xT\e(B) | |
| 847 | ("\\theta" ?\e$,1'8\e(B) | |
| 848 | ("\\thickapprox" ?\e$,1xh\e(B) | |
| 849 | ("\\thicksim" ?\e$,1x\\e(B) | |
| 850 | ("\\to" ?\e$,1vr\e(B) | |
| 851 | ("\\top" ?\e$,1yd\e(B) | |
| 852 | ("\\triangle" ?\e$,2!u\e(B) | |
| 853 | ("\\triangledown" ?\e$,2!\7f\e(B) | |
| 854 | ("\\triangleleft" ?\e$,2"#\e(B) | |
| 855 | ("\\trianglelefteq" ?\e$,1yt\e(B) | |
| 856 | ("\\triangleq" ?\e$,1x|\e(B) | |
| 857 | ("\\triangleright" ?\e$,2!y\e(B) | |
| 858 | ("\\trianglerighteq" ?\e$,1yu\e(B) | |
| 859 | ("\\twoheadleftarrow" ?\e$,1v~\e(B) | |
| 860 | ("\\twoheadrightarrow" ?\e$,1w \e(B) | |
| 861 | ("\\ulcorner" ?\e$,1z|\e(B) | |
| 862 | ("\\uparrow" ?\e$,1vq\e(B) | |
| 863 | ("\\updownarrow" ?\e$,1vu\e(B) | |
| 864 | ("\\upleftharpoon" ?\e$,1w?\e(B) | |
| 865 | ("\\uplus" ?\e$,1yN\e(B) | |
| 866 | ("\\uprightharpoon" ?\e$,1w>\e(B) | |
| 867 | ("\\upsilon" ?\e$,1'E\e(B) | |
| 868 | ("\\upuparrows" ?\e$,1wH\e(B) | |
| 869 | ("\\urcorner" ?\e$,1z}\e(B) | |
| 870 | ("\\u{i}" ?\e$,1 M\e(B) | |
| 871 | ("\\vDash" ?\e$,1yh\e(B) | |
| 872 | ("\\varkappa" ?\e$,1'p\e(B) | |
| 873 | ("\\varphi" ?\e$,1'U\e(B) | |
| 874 | ("\\varpi" ?\e$,1'V\e(B) | |
| 875 | ("\\varprime" ?\e$,1s2\e(B) | |
| 876 | ("\\varpropto" ?\e$,1x=\e(B) | |
| 877 | ("\\varrho" ?\e$,1'q\e(B) | |
| 878 | ("\\varsigma" ?\e$,1'B\e(B) | |
| 879 | ("\\vartheta" ?\e$,1'Q\e(B) | |
| 880 | ("\\vartriangleleft" ?\e$,1yr\e(B) | |
| 881 | ("\\vartriangleright" ?\e$,1ys\e(B) | |
| 882 | ("\\vdash" ?\e$,1yb\e(B) | |
| 883 | ("\\vdots" ?\e$,1zN\e(B) | |
| 884 | ("\\vee" ?\e$,1xH\e(B) | |
| 885 | ("\\veebar" ?\e$,1y{\e(B) | |
| 886 | ("\\vert" ?|) | |
| 887 | ("\\wedge" ?\e$,1xG\e(B) | |
| 888 | ("\\wp" ?\e$,1uX\e(B) | |
| 889 | ("\\wr" ?\e$,1x`\e(B) | |
| 890 | ("\\xi" ?\e$,1'>\e(B) | |
| 891 | ("\\zeta" ?\e$,1'6\e(B) | |
| 892 | ||
| 893 | ("\\Bbb{N}" ?\e$,1uU\e(B) ; AMS commands for blackboard bold | |
| 894 | ("\\Bbb{P}" ?\e$,1uY\e(B) ; Also sometimes \mathbb. | |
| 895 | ("\\Bbb{R}" ?\e$,1u]\e(B) | |
| 896 | ("\\Bbb{Z}" ?\e$,1ud\e(B) | |
| 897 | ("--" ?\e$,1rs\e(B) | |
| 898 | ("---" ?\e$,1rt\e(B) | |
| 899 | ("~" ?\xa0) ; nbsp | |
| 900 | ("\\mu" ?\e$,1'<\e(B) | |
| 901 | ("\\rho" ?\e$,1'A\e(B) | |
| 44a7591e | 902 | ) |
| be567141 PJ |
903 | |
| 904 | ;;; latin-ltx.el ends here |