#!/usr/bin/perl -w
#
# Original html2utf8.pl Copyright (C) 2005 Ville Koskinen
# Conversion to latex2utf8.pl Copyright (C) 2009 Mikko Rauhala
#
# This program is free software; you can redistribute it and/or modify
# it under the terms of the GNU General Public License as published by
# the Free Software Foundation; either version 2 of the License, or
# (at your option) any later version.
#
# This program is distributed in the hope that it will be useful,
# but WITHOUT ANY WARRANTY; without even the implied warranty of
# MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
# GNU General Public License for more details.
#
# You should have received a copy of the GNU General Public License
# along with this program; if not, write to the Free Software
# Foundation, Inc., 51 Franklin St, Fifth Floor, Boston, MA 02110-1301 USA
use strict;
use utf8;
use encoding 'utf8';
# LaTeX symbol to UTF-8 character converter for irssi.
#
# Requirements
# ============
#
# Naturally, you'll need a version of irssi that supports UTF-8, as well as the
# right font and a Unicode-enabled terminal. Otherwise there's little sense in
# outputting characters you can't even see, right?
#
# irssi 0.8.10 supports UTF-8 very well. Earlier versions might support as
# well, but I haven't tested. (And you'll need a script like recode.pl, or
# something.)
#
#
# Installation
# ============
#
# Copy this file to ~/.irssi/scripts/ and execute the command
#
# /SCRIPT load latex2utf8.pl
#
#
# Uninstallation
# ==============
#
# /SCRIPT unload latex2utf8.pl
#
# rm ~/.irssi/scripts/latex2utf8.pl
#
#
# Usage and Configuration
# =======================
#
# After installing, you can either use the command
#
# /LATEX
#
# to convert all supported LaTeX symbols in to UTF-8 characters
# (and then /SAY it), or you can
#
# /SET latex_auto_convert on
#
# and all text you send to the server will be converted automatically.
# The conversion is simplistic in the way that different modes are not
# taken into account; the point is to simply enable the input of single
# Unicode characters using familiar LaTeX syntax, not reimplement LaTeX.
# Also, currently macros need to be terminated with whitespace or the
# end of line; fixes to that welcome.
#
# If you want to write unconverted LaTeX macros either when using the
# automatic conversion or the /LATEX command, escape it with
# latex_escape_char, which by default is %. Example:
#
# /LATEX %\lambda = \lambda
#
# will convert to
#
# /SAY \lambda = λ
#
# You can set the escape character to just about any character or string you
# like with
#
# /SET latex_escape_char
#
# LaTeX symbols
# =============
#
# This script mappings have been generated from the W3C MathML specification:
#
# http://www.w3.org/Math/characters/unicode.xml
#
# A more readable comprehensive list of LaTeX symbols (not all of which may be
# present at the above list and therefore this script) is at
#
# http://www.ctan.org/tex-archive/info/symbols/comprehensive/symbols-a4.pdf
#
# You can also input an arbitrary Unicode character with \unicodechar{NNN}
# (NNN in decimal, or 0xNNN in hex).
#
# Bug!
# ====
#
# Please submit a fix to me at Mikko Rauhala , as I suck at perl.
#
# Alternatively, give a detailed explanation of the bug
#
# Version History
# ===============
#
# 2009-10-11: v0.1
# - Original LaTeX conversion based on html2utf8.pl v0.21
#
# TODO:
# - Better separation of macros from text, eg. back-to-back macros
# such as \alpha\beta\gamma (good way to contribute!). The major
# difficulty are macros where a shorter form exists (\k, \kappa)
#
# html2utf8.pl Version History
# ============================
#
# 2005-12-14: v0.21
# - fixed an odd bug in regexps
#
# 2005-12-14: v0.2
# - converts standard HTML 4.0 entities
# - converts number; and number;
# - autoconvert support
# - /HTML command
# - rudimentary escaping
# TODO:
# - per channel settings?
# - lots of testing
use vars qw($VERSION %IRSSI);
use Irssi 20051211;
$VERSION = "0.1";
%IRSSI = (
authors => 'Mikko \'mjr\' Rauhala',
contact => 'mjr@iki.fi',
name => 'latex2utf8',
license => 'GPL v2 or later',
description => 'Translate LaTeX macros, such as \alpha, to UTF-8 characters',
url => 'http://mjr.iki.fi/software/',
changed => 'Sun Oct 11 15:18:51 EEST 2009',
bugs => 'Could be; w-ber\'s not 100% sure all the regular expressions are safe.'
);
my $latex_macros = {
"\\#" => '0x00023',
"\\%" => '0x00025',
"\\^{}" => '0x0005E',
"\\_" => '0x0005F',
"\\-" => '0x000AD',
"\\`" => '0x00300',
"\\'" => '0x00301',
"\\^" => '0x00302',
"\\~" => '0x00303',
"\\=" => '0x00304',
"\\." => '0x00307',
"\\\"" => '0x00308',
"\\`{A}" => '0x000C0',
"\\'{A}" => '0x000C1',
"\\^{A}" => '0x000C2',
"\\~{A}" => '0x000C3',
"\\\"{A}" => '0x000C4',
"\\`{a}" => '0x000E0',
"\\'{a}" => '0x000E1',
"\\^{a}" => '0x000E2',
"\\~{a}" => '0x000E3',
"\\\"{a}" => '0x000E4',
"\\={A}" => '0x00100',
"\\={a}" => '0x00101',
"\\'{A}" => '0x00386',
"\\AA" => '0x000C5',
"\\aa" => '0x000E5',
"\\AA" => '0x0212B',
"\\acute{\\ddot{\\iota}}" => '0x00390',
"\\acute{\\ddot{\\upsilon}}" => '0x003B0',
"\\acute{\\epsilon}" => '0x003AD',
"\\acute{\\eta}" => '0x003AE',
"\\acute{\\iota}" => '0x003AF',
"\\acute{\\omega}" => '0x003CE',
"\\acute{\\upsilon}" => '0x003CD',
"\\AE" => '0x000C6',
"\\ae" => '0x000E6',
"\\aleph" => '0x02135',
"\\allequal" => '0x0224C',
"\\Alpha" => '0x00391',
"\\'{\$\\alpha\$}" => '0x003AC',
"\\alpha" => '0x003B1',
"\\amalg" => '0x02A3F',
"\\&" => '0x00026',
"\\angle" => '0x02220',
"\\Angle" => '0x0299C',
"\\approx" => '0x02248',
"\\approxeq" => '0x0224A',
"\\approxnotequal" => '0x02246',
"\\aquarius" => '0x02652',
"\\aries" => '0x02648',
"\\arrowwaveright" => '0x0219C',
"\\arrowwaveright" => '0x0219D',
"\\ast" => '0x0002A',
"\\asymp" => '0x0224D',
"\\backepsilon" => '0x003F6',
"\\backprime" => '0x02035',
"\\backsim" => '0x0223D',
"\\backsimeq" => '0x022CD',
"\\barwedge" => '0x02305',
"\\because" => '0x02235',
"\\Beta" => '0x00392',
"\\beta" => '0x003B2',
"\\beth" => '0x02136',
"\\between" => '0x0226C',
"\\bigcap" => '0x022C2',
"\\bigcirc" => '0x025CB',
"\\bigcirc" => '0x025EF',
"\\bigcup" => '0x022C3',
"\\bigtriangledown" => '0x025BD',
"\\bigtriangleup" => '0x025B3',
"\\blacklozenge" => '0x029EB',
"\\blacksquare" => '0x025AA',
"\\blacktriangle" => '0x025B4',
"\\blacktriangledown" => '0x025BE',
"\\blacktriangleleft" => '0x025C2',
"\\blacktriangleright" => '0x025B8',
"\\bowtie" => '0x022C8',
"\\boxdot" => '0x022A1',
"\\boxminus" => '0x0229F',
"\\boxplus" => '0x0229E',
"\\boxtimes" => '0x022A0',
"\\bullet" => '0x02219',
"\\Bumpeq" => '0x0224E',
"\\bumpeq" => '0x0224F',
"\\c{}" => '0x000B8',
"\\'{C}" => '0x00106',
"\\'{c}" => '0x00107',
"\\^{C}" => '0x00108',
"\\^{c}" => '0x00109',
"\\.{C}" => '0x0010A',
"\\.{c}" => '0x0010B',
"\\c" => '0x00327',
"\\cancer" => '0x0264B',
"\\cap" => '0x02229',
"\\Cap" => '0x022D2',
"\\capricornus" => '0x02651',
"\\c{C}" => '0x000C7',
"\\c{c}" => '0x000E7',
"\\cdot" => '0x000B7',
"\\cdot" => '0x022C5',
"\\cdots" => '0x022EF',
"\\c{G}" => '0x00122',
"\\c{g}" => '0x00123',
"\\Chi" => '0x003A7',
"\\chi" => '0x003C7',
"\\circ" => '0x02218',
"\\circeq" => '0x02257',
"\\circlearrowleft" => '0x021BA',
"\\circlearrowright" => '0x021BB',
"\\circledast" => '0x0229B',
"\\circledcirc" => '0x0229A',
"\\circleddash" => '0x0229D',
"\\circledS" => '0x024C8',
"\\c{K}" => '0x00136',
"\\c{k}" => '0x00137',
"\\c{L}" => '0x0013B',
"\\c{l}" => '0x0013C',
"\\clockoint" => '0x02A0F',
"\\clwintegral" => '0x02231',
"\\c{N}" => '0x00145',
"\\c{n}" => '0x00146',
"\\Colon" => '0x02237',
"\\complement" => '0x02201',
"\\cong" => '0x02245',
"\\coprod" => '0x02210',
"\\c{R}" => '0x00156',
"\\c{r}" => '0x00157',
"\\c{S}" => '0x0015E',
"\\c{s}" => '0x0015F',
"\\c{T}" => '0x00162',
"\\c{t}" => '0x00163',
"\\cup" => '0x0222A',
"\\Cup" => '0x022D3',
"\\curlyeqprec" => '0x022DE',
"\\curlyeqsucc" => '0x022DF',
"\\curlyvee" => '0x022CE',
"\\curlywedge" => '0x022CF',
"\\curvearrowleft" => '0x021B6',
"\\curvearrowright" => '0x021B7',
"\\cyrchar\\C" => '0x0030F',
"\\cyrchar\\CYRA" => '0x00410',
"\\cyrchar\\cyra" => '0x00430',
"\\cyrchar\\CYRABHCH" => '0x004BC',
"\\cyrchar\\cyrabhch" => '0x004BD',
"\\cyrchar\\CYRABHCHDSC" => '0x004BE',
"\\cyrchar\\cyrabhchdsc" => '0x004BF',
"\\cyrchar\\CYRABHDZE" => '0x004E0',
"\\cyrchar\\cyrabhdze" => '0x004E1',
"\\cyrchar\\CYRABHHA" => '0x004A8',
"\\cyrchar\\cyrabhha" => '0x004A9',
"\\cyrchar\\CYRAE" => '0x004D4',
"\\cyrchar\\cyrae" => '0x004D5',
"\\cyrchar\\CYRB" => '0x00411',
"\\cyrchar\\cyrb" => '0x00431',
"\\cyrchar\\CYRBYUS" => '0x0046A',
"\\cyrchar\\CYRC" => '0x00426',
"\\cyrchar\\cyrc" => '0x00446',
"\\cyrchar\\CYRCH" => '0x00427',
"\\cyrchar\\cyrch" => '0x00447',
"\\cyrchar\\CYRCHLDSC" => '0x004CB',
"\\cyrchar\\cyrchldsc" => '0x004CC',
"\\cyrchar\\CYRCHRDSC" => '0x004B6',
"\\cyrchar\\cyrchrdsc" => '0x004B7',
"\\cyrchar\\CYRCHVCRS" => '0x004B8',
"\\cyrchar\\cyrchvcrs" => '0x004B9',
"\\cyrchar\\CYRD" => '0x00414',
"\\cyrchar\\cyrd" => '0x00434',
"\\cyrchar\\CYRDJE" => '0x00402',
"\\cyrchar\\cyrdje" => '0x00452',
"\\cyrchar\\CYRDZE" => '0x00405',
"\\cyrchar\\cyrdze" => '0x00455',
"\\cyrchar\\CYRDZHE" => '0x0040F',
"\\cyrchar\\cyrdzhe" => '0x0045F',
"\\cyrchar\\CYRE" => '0x00415',
"\\cyrchar\\cyre" => '0x00435',
"\\cyrchar\\CYREREV" => '0x0042D',
"\\cyrchar\\cyrerev" => '0x0044D',
"\\cyrchar\\CYRERY" => '0x0042B',
"\\cyrchar\\cyrery" => '0x0044B',
"\\cyrchar\\CYRF" => '0x00424',
"\\cyrchar\\cyrf" => '0x00444',
"\\cyrchar\\CYRFITA" => '0x00472',
"\\cyrchar{\\'\\CYRG}" => '0x00403',
"\\cyrchar\\CYRG" => '0x00413',
"\\cyrchar\\cyrg" => '0x00433',
"\\cyrchar{\\'\\cyrg}" => '0x00453',
"\\cyrchar\\CYRGHCRS" => '0x00492',
"\\cyrchar\\cyrghcrs" => '0x00493',
"\\cyrchar\\CYRGHK" => '0x00494',
"\\cyrchar\\cyrghk" => '0x00495',
"\\cyrchar\\CYRGUP" => '0x00490',
"\\cyrchar\\cyrgup" => '0x00491',
"\\cyrchar\\CYRH" => '0x00425',
"\\cyrchar\\cyrh" => '0x00445',
"\\cyrchar\\CYRHDSC" => '0x004B2',
"\\cyrchar\\cyrhdsc" => '0x004B3',
"\\cyrchar\\CYRHRDSN" => '0x0042A',
"\\cyrchar\\cyrhrdsn" => '0x0044A',
"\\cyrchar\\cyrhundredthousands" => '0x00488',
"\\cyrchar\\CYRI" => '0x00418',
"\\cyrchar\\cyri" => '0x00438',
"\\cyrchar\\CYRIE" => '0x00404',
"\\cyrchar\\cyrie" => '0x00454',
"\\cyrchar\\CYRII" => '0x00406',
"\\cyrchar\\cyrii" => '0x00456',
"\\cyrchar\\CYRIOTBYUS" => '0x0046C',
"\\cyrchar\\cyriotbyus" => '0x0046D',
"\\cyrchar\\CYRIOTE" => '0x00464',
"\\cyrchar\\cyriote" => '0x00465',
"\\cyrchar\\CYRIOTLYUS" => '0x00468',
"\\cyrchar\\cyriotlyus" => '0x00469',
"\\cyrchar\\CYRISHRT" => '0x00419',
"\\cyrchar\\cyrishrt" => '0x00439',
"\\cyrchar\\CYRIZH" => '0x00474',
"\\cyrchar\\CYRJE" => '0x00408',
"\\cyrchar\\cyrje" => '0x00458',
"\\cyrchar{\\'\\CYRK}" => '0x0040C',
"\\cyrchar\\CYRK" => '0x0041A',
"\\cyrchar\\cyrk" => '0x0043A',
"\\cyrchar{\\'\\cyrk}" => '0x0045C',
"\\cyrchar\\CYRKBEAK" => '0x004A0',
"\\cyrchar\\cyrkbeak" => '0x004A1',
"\\cyrchar\\CYRKDSC" => '0x0049A',
"\\cyrchar\\cyrkdsc" => '0x0049B',
"\\cyrchar\\CYRKHCRS" => '0x0049E',
"\\cyrchar\\cyrkhcrs" => '0x0049F',
"\\cyrchar\\CYRKHK" => '0x004C3',
"\\cyrchar\\cyrkhk" => '0x004C4',
"\\cyrchar\\CYRKOPPA" => '0x00480',
"\\cyrchar\\cyrkoppa" => '0x00481',
"\\cyrchar\\CYRKSI" => '0x0046E',
"\\cyrchar\\cyrksi" => '0x0046F',
"\\cyrchar\\CYRKVCRS" => '0x0049C',
"\\cyrchar\\cyrkvcrs" => '0x0049D',
"\\cyrchar\\CYRL" => '0x0041B',
"\\cyrchar\\cyrl" => '0x0043B',
"\\cyrchar\\CYRLJE" => '0x00409',
"\\cyrchar\\cyrlje" => '0x00459',
"\\cyrchar\\CYRLYUS" => '0x00466',
"\\cyrchar\\cyrlyus" => '0x00467',
"\\cyrchar\\CYRM" => '0x0041C',
"\\cyrchar\\cyrm" => '0x0043C',
"\\cyrchar\\cyrmillions" => '0x00489',
"\\cyrchar\\CYRN" => '0x0041D',
"\\cyrchar\\cyrn" => '0x0043D',
"\\cyrchar\\CYRNDSC" => '0x004A2',
"\\cyrchar\\cyrndsc" => '0x004A3',
"\\cyrchar\\CYRNG" => '0x004A4',
"\\cyrchar\\cyrng" => '0x004A5',
"\\cyrchar\\CYRNHK" => '0x004C7',
"\\cyrchar\\cyrnhk" => '0x004C8',
"\\cyrchar\\CYRNJE" => '0x0040A',
"\\cyrchar\\cyrnje" => '0x0045A',
"\\cyrchar\\CYRO" => '0x0041E',
"\\cyrchar\\cyro" => '0x0043E',
"\\cyrchar\\CYROMEGA" => '0x00460',
"\\cyrchar\\cyromega" => '0x00461',
"\\cyrchar\\CYROMEGARND" => '0x0047A',
"\\cyrchar\\cyromegarnd" => '0x0047B',
"\\cyrchar\\CYROMEGATITLO" => '0x0047C',
"\\cyrchar\\cyromegatitlo" => '0x0047D',
"\\cyrchar\\CYROT" => '0x0047E',
"\\cyrchar\\cyrot" => '0x0047F',
"\\cyrchar\\CYROTLD" => '0x004E8',
"\\cyrchar\\cyrotld" => '0x004E9',
"\\cyrchar\\CYRP" => '0x0041F',
"\\cyrchar\\cyrp" => '0x0043F',
"\\cyrchar\\CYRpalochka" => '0x004C0',
"\\cyrchar\\CYRPHK" => '0x004A6',
"\\cyrchar\\cyrphk" => '0x004A7',
"\\cyrchar\\CYRPSI" => '0x00470',
"\\cyrchar\\cyrpsi" => '0x00471',
"\\cyrchar\\CYRR" => '0x00420',
"\\cyrchar\\cyrr" => '0x00440',
"\\cyrchar\\CYRRTICK" => '0x0048E',
"\\cyrchar\\cyrrtick" => '0x0048F',
"\\cyrchar\\CYRS" => '0x00421',
"\\cyrchar\\cyrs" => '0x00441',
"\\cyrchar\\CYRSCHWA" => '0x004D8',
"\\cyrchar\\cyrschwa" => '0x004D9',
"\\cyrchar\\CYRSDSC" => '0x004AA',
"\\cyrchar\\cyrsdsc" => '0x004AB',
"\\cyrchar\\CYRSEMISFTSN" => '0x0048C',
"\\cyrchar\\cyrsemisftsn" => '0x0048D',
"\\cyrchar\\CYRSFTSN" => '0x0042C',
"\\cyrchar\\cyrsftsn" => '0x0044C',
"\\cyrchar\\CYRSH" => '0x00428',
"\\cyrchar\\cyrsh" => '0x00448',
"\\cyrchar\\CYRSHCH" => '0x00429',
"\\cyrchar\\cyrshch" => '0x00449',
"\\cyrchar\\CYRSHHA" => '0x004BA',
"\\cyrchar\\cyrshha" => '0x004BB',
"\\cyrchar\\CYRT" => '0x00422',
"\\cyrchar\\cyrt" => '0x00442',
"\\cyrchar\\CYRTDSC" => '0x004AC',
"\\cyrchar\\cyrtdsc" => '0x004AD',
"\\cyrchar\\CYRTETSE" => '0x004B4',
"\\cyrchar\\cyrtetse" => '0x004B5',
"\\cyrchar\\cyrthousands" => '0x00482',
"\\cyrchar\\CYRTSHE" => '0x0040B',
"\\cyrchar\\cyrtshe" => '0x0045B',
"\\cyrchar\\CYRU" => '0x00423',
"\\cyrchar\\cyru" => '0x00443',
"\\cyrchar\\CYRUK" => '0x00478',
"\\cyrchar\\cyruk" => '0x00479',
"\\cyrchar\\CYRUSHRT" => '0x0040E',
"\\cyrchar\\cyrushrt" => '0x0045E',
"\\cyrchar\\CYRV" => '0x00412',
"\\cyrchar\\cyrv" => '0x00432',
"\\cyrchar\\CYRY" => '0x004AE',
"\\cyrchar\\cyry" => '0x004AF',
"\\cyrchar\\CYRYA" => '0x0042F',
"\\cyrchar\\cyrya" => '0x0044F',
"\\cyrchar\\CYRYAT" => '0x00462',
"\\cyrchar\\CYRYHCRS" => '0x004B0',
"\\cyrchar\\cyryhcrs" => '0x004B1',
"\\cyrchar\\CYRYI" => '0x00407',
"\\cyrchar\\cyryi" => '0x00457',
"\\cyrchar\\CYRYO" => '0x00401',
"\\cyrchar\\cyryo" => '0x00451',
"\\cyrchar\\CYRYU" => '0x0042E',
"\\cyrchar\\cyryu" => '0x0044E',
"\\cyrchar\\CYRZ" => '0x00417',
"\\cyrchar\\cyrz" => '0x00437',
"\\cyrchar\\CYRZDSC" => '0x00498',
"\\cyrchar\\cyrzdsc" => '0x00499',
"\\cyrchar\\CYRZH" => '0x00416',
"\\cyrchar\\cyrzh" => '0x00436',
"\\cyrchar\\CYRZHDSC" => '0x00496',
"\\cyrchar\\cyrzhdsc" => '0x00497',
"\\cyrchar\\textnumero" => '0x02116',
"\\daleth" => '0x02138',
"\\dashv" => '0x022A3',
"\\dblarrowupdown" => '0x021C5',
"\\ddddot" => '0x020DC',
"\\dddot" => '0x020DB',
"\\ddot{\\iota}" => '0x003CA',
"\\ddot{\\upsilon}" => '0x003CB',
"\\Delta" => '0x00394',
"\\delta" => '0x003B4',
"\\DH" => '0x000D0',
"\\dh" => '0x000F0',
"\\diagup" => '0x02571',
"\\diamond" => '0x022C4',
"\\diamond" => '0x02662',
"\\Digamma" => '0x003DC',
"\\digamma" => '0x003DD',
"\\ding{100}" => '0x02744',
"\\ding{101}" => '0x02745',
"\\ding{102}" => '0x02746',
"\\ding{103}" => '0x02747',
"\\ding{104}" => '0x02748',
"\\ding{105}" => '0x02749',
"\\ding{106}" => '0x0274A',
"\\ding{107}" => '0x0274B',
"\\ding{108}" => '0x025CF',
"\\ding{109}" => '0x0274D',
"\\ding{110}" => '0x025A0',
"\\ding{111}" => '0x0274F',
"\\ding{112}" => '0x02750',
"\\ding{113}" => '0x02751',
"\\ding{114}" => '0x02752',
"\\ding{115}" => '0x025B2',
"\\ding{116}" => '0x025BC',
"\\ding{117}" => '0x025C6',
"\\ding{118}" => '0x02756',
"\\ding{119}" => '0x025D7',
"\\ding{120}" => '0x02758',
"\\ding{121}" => '0x02759',
"\\ding{122}" => '0x0275A',
"\\ding{123}" => '0x0275B',
"\\ding{124}" => '0x0275C',
"\\ding{125}" => '0x0275D',
"\\ding{126}" => '0x0275E',
"\\ding{161}" => '0x02761',
"\\ding{162}" => '0x02762',
"\\ding{163}" => '0x02763',
"\\ding{164}" => '0x02764',
"\\ding{165}" => '0x02765',
"\\ding{166}" => '0x02766',
"\\ding{167}" => '0x02767',
"\\ding{168}" => '0x02663',
"\\ding{169}" => '0x02666',
"\\ding{170}" => '0x02665',
"\\ding{171}" => '0x02660',
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"\\ding{92}" => '0x0273C',
"\\ding{93}" => '0x0273D',
"\\ding{94}" => '0x0273E',
"\\ding{95}" => '0x0273F',
"\\ding{96}" => '0x02740',
"\\ding{97}" => '0x02741',
"\\ding{98}" => '0x02742',
"\\ding{99}" => '0x02743',
"\\div" => '0x000F7',
"\\divideontimes" => '0x022C7',
"\\DJ" => '0x00110',
"\\dj" => '0x00111',
"\\doteq" => '0x02250',
"\\doteqdot" => '0x02251',
"\\dotplus" => '0x02214',
"\\downarrow" => '0x02193',
"\\Downarrow" => '0x021D3',
"\\DownArrowBar" => '0x02913',
"\\DownArrowUpArrow" => '0x021F5',
"\\downdownarrows" => '0x021CA',
"\\downharpoonleft" => '0x021C3',
"\\downharpoonright" => '0x021C2',
"\\DownLeftRightVector" => '0x02950',
"\\DownLeftTeeVector" => '0x0295E',
"\\DownLeftVectorBar" => '0x02956',
"\\DownRightTeeVector" => '0x0295F',
"\\DownRightVectorBar" => '0x02957',
"\\downslopeellipsis" => '0x022F1',
"\\`{E}" => '0x000C8',
"\\'{E}" => '0x000C9',
"\\^{E}" => '0x000CA',
"\\\"{E}" => '0x000CB',
"\\`{e}" => '0x000E8',
"\\'{e}" => '0x000E9',
"\\^{e}" => '0x000EA',
"\\\"{e}" => '0x000EB',
"\\={E}" => '0x00112',
"\\={e}" => '0x00113',
"\\.{E}" => '0x00116',
"\\.{e}" => '0x00117',
"\\'{E}" => '0x00388',
"\\eighthnote" => '0x0266A',
"\\Elolarr" => '0x02940',
"\\ElOr" => '0x02A56',
"\\Elorarr" => '0x02941',
"\\Elroang" => '0x02986',
"\\ElsevierGlyph{2129}" => '0x02129',
"\\ElsevierGlyph{21B3}" => '0x021B3',
"\\ElsevierGlyph{2232}" => '0x02232',
"\\ElsevierGlyph{2233}" => '0x02233',
"\\ElsevierGlyph{2238}" => '0x02238',
"\\ElsevierGlyph{2242}" => '0x02242',
"\\ElsevierGlyph{225A}" => '0x0225A',
"\\ElsevierGlyph{225A}" => '0x02A63',
"\\ElsevierGlyph{225F}" => '0x0225F',
"\\ElsevierGlyph{2274}" => '0x02274',
"\\ElsevierGlyph{2275}" => '0x02275',
"\\ElsevierGlyph{22C0}" => '0x022C0',
"\\ElsevierGlyph{22C1}" => '0x022C1',
"\\ElsevierGlyph{300A}" => '0x0300A',
"\\ElsevierGlyph{300B}" => '0x0300B',
"\\ElsevierGlyph{3018}" => '0x02985',
"\\ElsevierGlyph{3018}" => '0x03018',
"\\ElsevierGlyph{3019}" => '0x03019',
"\\ElsevierGlyph{E20A}" => '0x02926',
"\\ElsevierGlyph{E20B}" => '0x02925',
"\\ElsevierGlyph{E20C}" => '0x02923',
"\\ElsevierGlyph{E20D}" => '0x02924',
"\\ElsevierGlyph{E20E}" => '0x02928',
"\\ElsevierGlyph{E20F}" => '0x02929',
"\\ElsevierGlyph{E210}" => '0x0292A',
"\\ElsevierGlyph{E211}" => '0x02927',
"\\ElsevierGlyph{E212}" => '0x02905',
"\\ElsevierGlyph{E214}" => '0x0297C',
"\\ElsevierGlyph{E215}" => '0x0297D',
"\\ElsevierGlyph{E219}" => '0x02937',
"\\ElsevierGlyph{E21A}" => '0x02936',
"\\ElsevierGlyph{E21C}" => '0x02933',
"\\ElsevierGlyph{E259}" => '0x02A3C',
"\\ElsevierGlyph{E25A}" => '0x02A25',
"\\ElsevierGlyph{E25B}" => '0x02A2A',
"\\ElsevierGlyph{E25C}" => '0x02A2D',
"\\ElsevierGlyph{E25D}" => '0x02A2E',
"\\ElsevierGlyph{E25E}" => '0x02A34',
"\\ElsevierGlyph{E25E}" => '0x02A35',
"\\ElsevierGlyph{E260}" => '0x029B5',
"\\ElsevierGlyph{E291}" => '0x02994',
"\\ElsevierGlyph{E30D}" => '0x02AEB',
"\\ElsevierGlyph{E36E}" => '0x02A55',
"\\ElsevierGlyph{E372}" => '0x029DC',
"\\ElsevierGlyph{E381}" => '0x025B1',
"\\ElsevierGlyph{E395}" => '0x02A10',
"\\ElsevierGlyph{E61B}" => '0x029B6',
"\\ElsevierGlyph{E838}" => '0x0233D',
"\\Elxsqcup" => '0x02A06',
"\\Elxuplus" => '0x02A04',
"\\ElzAnd" => '0x02A53',
"\\Elzbar" => '0x00336',
"\\Elzbtdl" => '0x0026C',
"\\ElzCint" => '0x02A0D',
"\\Elzcirfb" => '0x025D2',
"\\Elzcirfl" => '0x025D0',
"\\Elzcirfr" => '0x025D1',
"\\Elzclomeg" => '0x00277',
"\\Elzddfnc" => '0x02999',
"\\Elzdefas" => '0x029CB',
"\\Elzdlcorn" => '0x023A3',
"\\Elzdshfnc" => '0x02506',
"\\Elzdyogh" => '0x002A4',
"\\Elzesh" => '0x00283',
"\\Elzfhr" => '0x0027E',
"\\Elzglst" => '0x00294',
"\\Elzhlmrk" => '0x002D1',
"\\ElzInf" => '0x02A07',
"\\Elzinglst" => '0x00296',
"\\Elzinvv" => '0x0028C',
"\\Elzinvw" => '0x0028D',
"\\ElzLap" => '0x029CA',
"\\Elzlmrk" => '0x002D0',
"\\Elzlow" => '0x002D5',
"\\Elzlpargt" => '0x029A0',
"\\Elzltlmr" => '0x00271',
"\\Elzltln" => '0x00272',
"\\Elzminhat" => '0x02A5F',
"\\Elzopeno" => '0x00254',
"\\ElzOr" => '0x02A54',
"\\Elzpalh" => '0x00321',
"\\Elzpbgam" => '0x00264',
"\\Elzpgamma" => '0x00263',
"\\Elzpscrv" => '0x0028B',
"\\Elzpupsil" => '0x0028A',
"\\Elzrais" => '0x002D4',
"\\Elzrarrx" => '0x02947',
"\\Elzreapos" => '0x0201B',
"\\Elzreglst" => '0x00295',
"\\Elzrh" => '0x00322',
"\\Elzrl" => '0x0027C',
"\\ElzRlarr" => '0x02942',
"\\ElzrLarr" => '0x02944',
"\\Elzrtld" => '0x00256',
"\\Elzrtll" => '0x0026D',
"\\Elzrtln" => '0x00273',
"\\Elzrtlr" => '0x0027D',
"\\Elzrtls" => '0x00282',
"\\Elzrtlt" => '0x00288',
"\\Elzrtlz" => '0x00290',
"\\Elzrttrnr" => '0x0027B',
"\\Elzrvbull" => '0x025D8',
"\\Elzsbbrg" => '0x0032A',
"\\Elzsblhr" => '0x002D3',
"\\Elzsbrhr" => '0x002D2',
"\\Elzschwa" => '0x00259',
"\\Elzsqfl" => '0x025E7',
"\\Elzsqfnw" => '0x02519',
"\\Elzsqfr" => '0x025E8',
"\\Elzsqfse" => '0x025EA',
"\\Elzsqspne" => '0x022E5',
"\\ElzSup" => '0x02A08',
"\\Elztdcol" => '0x02AF6',
"\\Elztesh" => '0x002A7',
"\\Elztfnc" => '0x02980',
"\\ElzThr" => '0x02A05',
"\\ElzTimes" => '0x02A2F',
"\\Elztrna" => '0x00250',
"\\Elztrnh" => '0x00265',
"\\Elztrnm" => '0x0026F',
"\\Elztrnmlr" => '0x00270',
"\\Elztrnr" => '0x00279',
"\\Elztrnrl" => '0x0027A',
"\\Elztrnsa" => '0x00252',
"\\Elztrnt" => '0x00287',
"\\Elztrny" => '0x0028E',
"\\Elzverti" => '0x002CC',
"\\Elzverts" => '0x002C8',
"\\Elzvrecto" => '0x025AF',
"\\Elzxh" => '0x00127',
"\\Elzxl" => '0x00335',
"\\Elzxrat" => '0x0211E',
"\\Elzyogh" => '0x00292',
"\\ensuremath{\\Elzpes}" => '0x020A7',
"\\Epsilon" => '0x00395',
"\\epsilon" => '0x003B5',
"\\eqcirc" => '0x02256',
"\\eqslantgtr" => '0x02A96',
"\\eqslantless" => '0x02A95',
"\\Equal" => '0x02A75',
"\\equiv" => '0x02261',
"\\estimates" => '0x02259',
"\\Eta" => '0x00397',
"\\eta" => '0x003B7',
"\\eth" => '0x001AA',
"\\exists" => '0x02203',
"\\fallingdotseq" => '0x02252',
"\\fbox{~~}" => '0x025AD',
"\\flat" => '0x0266D',
"\\forall" => '0x02200',
"\\forcesextra" => '0x022A8',
"\\frown" => '0x02322',
"\\^{G}" => '0x0011C',
"\\^{g}" => '0x0011D',
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"\\.{g}" => '0x00121',
"\\'{g}" => '0x001F5',
"\\Gamma" => '0x00393',
"\\gamma" => '0x003B3',
"\\gemini" => '0x0264A',
"\\geq" => '0x02265',
"\\geqq" => '0x02267',
"\\geqslant" => '0x02A7E',
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"\\gimel" => '0x02137',
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"\\gneqq" => '0x02269',
"\\gnsim" => '0x022E7',
"\\greaterequivlnt" => '0x02273',
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"\\gtreqless" => '0x022DB',
"\\gtreqqless" => '0x02A8C',
"\\gtrless" => '0x02277',
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"\\guillemotright" => '0x000BB',
"\\guilsinglleft" => '0x02039',
"\\guilsinglright" => '0x0203A',
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"\\^{h}" => '0x00125',
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"\\H{o}" => '0x00151',
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"\\hookrightarrow" => '0x021AA',
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"\\hphantom{,}" => '0x02008',
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"\\hspace{0.25em}" => '0x02005',
"\\hspace{0.33em}" => '0x02004',
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"\\hspace{1em}" => '0x02003',
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"\\H{u}" => '0x00171',
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"\\'{I}" => '0x000CD',
"\\^{I}" => '0x000CE',
"\\\"{I}" => '0x000CF',
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"\\'{\\i}" => '0x000ED',
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"\\\"{\\i}" => '0x000EF',
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"\\={\\i}" => '0x0012B',
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"\\i" => '0x00131',
"\\'{}{I}" => '0x0038A',
"\\image" => '0x022B7',
"\\in" => '0x02208',
"\\in" => '0x1D6DC',
"\\in" => '0x1D716',
"\\in" => '0x1D750',
"\\in" => '0x1D78A',
"\\in" => '0x1D7C4',
"\\infty" => '0x0221E',
"\\int" => '0x0222B',
"\\intercal" => '0x022BA',
"\\int\\!\\int" => '0x0222C',
"\\int\\!\\int\\!\\int" => '0x0222D',
"\\Iota" => '0x00399',
"\\iota" => '0x003B9',
"\\^{J}" => '0x00134',
"\\^{\\j}" => '0x00135',
"\\jupiter" => '0x02643',
"\\k{}" => '0x002DB',
"\\k" => '0x00328',
"\\k{A}" => '0x00104',
"\\k{a}" => '0x00105',
"\\Kappa" => '0x0039A',
"\\kappa" => '0x003BA',
"\\k{E}" => '0x00118',
"\\k{e}" => '0x00119',
"\\k{I}" => '0x0012E',
"\\k{i}" => '0x0012F',
"\\Koppa" => '0x003DE',
"\\k{U}" => '0x00172',
"\\k{u}" => '0x00173',
"\\'{L}" => '0x00139',
"\\'{l}" => '0x0013A',
"\\L" => '0x00141',
"\\l" => '0x00142',
"\\Lambda" => '0x0039B',
"\\lambda" => '0x003BB',
"\\langle" => '0x02329',
"\\lazysinv" => '0x0223E',
"\\lbrace" => '0x0007B',
"\\lceil" => '0x02308',
"\\ldots" => '0x02026',
"\\leftarrow" => '0x02190',
"\\Leftarrow" => '0x021D0',
"\\leftarrowtail" => '0x021A2',
"\\LeftDownTeeVector" => '0x02961',
"\\LeftDownVectorBar" => '0x02959',
"\\leftharpoondown" => '0x021BD',
"\\leftharpoonup" => '0x021BC',
"\\leftleftarrows" => '0x021C7',
"\\leftrightarrow" => '0x02194',
"\\Leftrightarrow" => '0x021D4',
"\\leftrightarrows" => '0x021C6',
"\\leftrightharpoons" => '0x021CB',
"\\leftrightsquigarrow" => '0x021AD',
"\\LeftRightVector" => '0x0294E',
"\\LeftTeeVector" => '0x0295A',
"\\leftthreetimes" => '0x022CB',
"\\LeftTriangleBar" => '0x029CF',
"\\LeftUpDownVector" => '0x02951',
"\\LeftUpTeeVector" => '0x02960',
"\\LeftUpVectorBar" => '0x02958',
"\\LeftVectorBar" => '0x02952',
"\\leo" => '0x0264C',
"\\leq" => '0x02264',
"\\leqq" => '0x02266',
"\\leqslant" => '0x02A7D',
"\\lessapprox" => '0x02A85',
"\\lessdot" => '0x022D6',
"\\lesseqgtr" => '0x022DA',
"\\lesseqqgtr" => '0x02A8B',
"\\lessequivlnt" => '0x02272',
"\\lessgtr" => '0x02276',
"\\lfloor" => '0x0230A',
"\\libra" => '0x0264E',
"\\ll" => '0x0226A',
"\\llcorner" => '0x0231E',
"\\Lleftarrow" => '0x021DA',
"\\lmoustache" => '0x023B0',
"\\lnapprox" => '0x02A89',
"\\lneq" => '0x02A87',
"\\lneqq" => '0x02268',
"\\lnot" => '0x000AC',
"\\lnsim" => '0x022E6',
"\\longleftarrow" => '0x027F5',
"\\Longleftarrow" => '0x027F8',
"\\longleftrightarrow" => '0x027F7',
"\\Longleftrightarrow" => '0x027FA',
"\\longmapsto" => '0x027FC',
"\\longrightarrow" => '0x027F6',
"\\Longrightarrow" => '0x027F9',
"\\looparrowleft" => '0x021AB',
"\\looparrowright" => '0x021AC',
"\\lozenge" => '0x025CA',
"\\lrcorner" => '0x0231F',
"\\Lsh" => '0x021B0',
"\\ltimes" => '0x022C9',
"\\male" => '0x02642',
"\\mapsto" => '0x021A6',
"\\mathbb{0}" => '0x1D7D8',
"\\mathbb{1}" => '0x1D7D9',
"\\mathbb{2}" => '0x1D7DA',
"\\mathbb{3}" => '0x1D7DB',
"\\mathbb{4}" => '0x1D7DC',
"\\mathbb{5}" => '0x1D7DD',
"\\mathbb{6}" => '0x1D7DE',
"\\mathbb{7}" => '0x1D7DF',
"\\mathbb{8}" => '0x1D7E0',
"\\mathbb{9}" => '0x1D7E1',
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"\\mathsfbf{\\Chi}" => '0x1D76C',
"\\mathsfbf{\\Chi}" => '0x1D786',
"\\mathsfbf{D}" => '0x1D5D7',
"\\mathsfbf{d}" => '0x1D5F1',
"\\mathsfbf{\\Delta}" => '0x1D759',
"\\mathsfbf{\\Delta}" => '0x1D773',
"\\mathsfbf{E}" => '0x1D5D8',
"\\mathsfbf{e}" => '0x1D5F2',
"\\mathsfbf{\\Epsilon}" => '0x1D75A',
"\\mathsfbf{\\Epsilon}" => '0x1D774',
"\\mathsfbf{\\Eta}" => '0x1D75C',
"\\mathsfbf{\\Eta}" => '0x1D776',
"\\mathsfbf{F}" => '0x1D5D9',
"\\mathsfbf{f}" => '0x1D5F3',
"\\mathsfbf{G}" => '0x1D5DA',
"\\mathsfbf{g}" => '0x1D5F4',
"\\mathsfbf{\\Gamma}" => '0x1D758',
"\\mathsfbf{\\Gamma}" => '0x1D772',
"\\mathsfbf{H}" => '0x1D5DB',
"\\mathsfbf{h}" => '0x1D5F5',
"\\mathsfbf{I}" => '0x1D5DC',
"\\mathsfbf{i}" => '0x1D5F6',
"\\mathsfbf{\\Iota}" => '0x1D75E',
"\\mathsfbf{\\Iota}" => '0x1D778',
"\\mathsfbf{J}" => '0x1D5DD',
"\\mathsfbf{j}" => '0x1D5F7',
"\\mathsfbf{K}" => '0x1D5DE',
"\\mathsfbf{k}" => '0x1D5F8',
"\\mathsfbf{\\Kappa}" => '0x1D75F',
"\\mathsfbf{\\Kappa}" => '0x1D779',
"\\mathsfbf{L}" => '0x1D5DF',
"\\mathsfbf{l}" => '0x1D5F9',
"\\mathsfbf{\\Lambda}" => '0x1D760',
"\\mathsfbf{\\Lambda}" => '0x1D77A',
"\\mathsfbf{M}" => '0x1D5E0',
"\\mathsfbf{m}" => '0x1D5FA',
"\\mathsfbf{N}" => '0x1D5E1',
"\\mathsfbf{n}" => '0x1D5FB',
"\\mathsfbf{\\nabla}" => '0x1D76F',
"\\mathsfbf{O}" => '0x1D5E2',
"\\mathsfbf{o}" => '0x1D5FC',
"\\mathsfbf{\\Omega}" => '0x1D76E',
"\\mathsfbf{\\Omega}" => '0x1D788',
"\\mathsfbf{P}" => '0x1D5E3',
"\\mathsfbf{p}" => '0x1D5FD',
"\\mathsfbf{\\Phi}" => '0x1D76B',
"\\mathsfbf{\\Phi}" => '0x1D785',
"\\mathsfbf{\\phi}" => '0x1D78D',
"\\mathsfbf{\\Pi}" => '0x1D765',
"\\mathsfbf{\\Pi}" => '0x1D77F',
"\\mathsfbf{\\Psi}" => '0x1D76D',
"\\mathsfbf{\\Psi}" => '0x1D787',
"\\mathsfbf{Q}" => '0x1D5E4',
"\\mathsfbf{q}" => '0x1D5FE',
"\\mathsfbf{R}" => '0x1D5E5',
"\\mathsfbf{r}" => '0x1D5FF',
"\\mathsfbf{\\Rho}" => '0x1D766',
"\\mathsfbf{\\Rho}" => '0x1D780',
"\\mathsfbf{S}" => '0x1D5E6',
"\\mathsfbf{s}" => '0x1D600',
"\\mathsfbf{\\Sigma}" => '0x1D768',
"\\mathsfbf{\\Sigma}" => '0x1D782',
"\\mathsfbfsl{A}" => '0x1D63C',
"\\mathsfbfsl{a}" => '0x1D656',
"\\mathsfbfsl{\\Alpha}" => '0x1D790',
"\\mathsfbfsl{\\Alpha}" => '0x1D7AA',
"\\mathsfbfsl{B}" => '0x1D63D',
"\\mathsfbfsl{b}" => '0x1D657',
"\\mathsfbfsl{\\Beta}" => '0x1D791',
"\\mathsfbfsl{\\Beta}" => '0x1D7AB',
"\\mathsfbfsl{C}" => '0x1D63E',
"\\mathsfbfsl{c}" => '0x1D658',
"\\mathsfbfsl{\\Chi}" => '0x1D7A6',
"\\mathsfbfsl{\\Chi}" => '0x1D7C0',
"\\mathsfbfsl{D}" => '0x1D63F',
"\\mathsfbfsl{d}" => '0x1D659',
"\\mathsfbfsl{\\Delta}" => '0x1D793',
"\\mathsfbfsl{\\Delta}" => '0x1D7AD',
"\\mathsfbfsl{E}" => '0x1D640',
"\\mathsfbfsl{e}" => '0x1D65A',
"\\mathsfbfsl{\\Epsilon}" => '0x1D794',
"\\mathsfbfsl{\\Epsilon}" => '0x1D7AE',
"\\mathsfbfsl{\\Eta}" => '0x1D796',
"\\mathsfbfsl{\\Eta}" => '0x1D7B0',
"\\mathsfbfsl{F}" => '0x1D641',
"\\mathsfbfsl{f}" => '0x1D65B',
"\\mathsfbfsl{G}" => '0x1D642',
"\\mathsfbfsl{g}" => '0x1D65C',
"\\mathsfbfsl{\\Gamma}" => '0x1D792',
"\\mathsfbfsl{\\Gamma}" => '0x1D7AC',
"\\mathsfbfsl{H}" => '0x1D643',
"\\mathsfbfsl{h}" => '0x1D65D',
"\\mathsfbfsl{I}" => '0x1D644',
"\\mathsfbfsl{i}" => '0x1D65E',
"\\mathsfbfsl{\\Iota}" => '0x1D798',
"\\mathsfbfsl{\\Iota}" => '0x1D7B2',
"\\mathsfbfsl{J}" => '0x1D645',
"\\mathsfbfsl{j}" => '0x1D65F',
"\\mathsfbfsl{K}" => '0x1D646',
"\\mathsfbfsl{k}" => '0x1D660',
"\\mathsfbfsl{\\Kappa}" => '0x1D799',
"\\mathsfbfsl{\\Kappa}" => '0x1D7B3',
"\\mathsfbfsl{L}" => '0x1D647',
"\\mathsfbfsl{l}" => '0x1D661',
"\\mathsfbfsl{\\Lambda}" => '0x1D79A',
"\\mathsfbfsl{\\Lambda}" => '0x1D7B4',
"\\mathsfbfsl{M}" => '0x1D648',
"\\mathsfbfsl{m}" => '0x1D662',
"\\mathsfbfsl{N}" => '0x1D649',
"\\mathsfbfsl{n}" => '0x1D663',
"\\mathsfbfsl{\\nabla}" => '0x1D7A9',
"\\mathsfbfsl{O}" => '0x1D64A',
"\\mathsfbfsl{o}" => '0x1D664',
"\\mathsfbfsl{\\Omega}" => '0x1D7A8',
"\\mathsfbfsl{\\Omega}" => '0x1D7C2',
"\\mathsfbfsl{P}" => '0x1D64B',
"\\mathsfbfsl{p}" => '0x1D665',
"\\mathsfbfsl{\\Phi}" => '0x1D7A5',
"\\mathsfbfsl{\\Phi}" => '0x1D7BF',
"\\mathsfbfsl{\\phi}" => '0x1D7C7',
"\\mathsfbfsl{\\Pi}" => '0x1D79F',
"\\mathsfbfsl{\\Pi}" => '0x1D7B9',
"\\mathsfbfsl{\\Psi}" => '0x1D7A7',
"\\mathsfbfsl{\\Psi}" => '0x1D7C1',
"\\mathsfbfsl{Q}" => '0x1D64C',
"\\mathsfbfsl{q}" => '0x1D666',
"\\mathsfbfsl{R}" => '0x1D64D',
"\\mathsfbfsl{r}" => '0x1D667',
"\\mathsfbfsl{\\Rho}" => '0x1D7A0',
"\\mathsfbfsl{\\Rho}" => '0x1D7BA',
"\\mathsfbfsl{S}" => '0x1D64E',
"\\mathsfbfsl{s}" => '0x1D668',
"\\mathsfbfsl{\\Sigma}" => '0x1D7A2',
"\\mathsfbfsl{\\Sigma}" => '0x1D7BC',
"\\mathsfbfsl{T}" => '0x1D64F',
"\\mathsfbfsl{t}" => '0x1D669',
"\\mathsfbfsl{\\Tau}" => '0x1D7A3',
"\\mathsfbfsl{\\Tau}" => '0x1D7BD',
"\\mathsfbfsl{U}" => '0x1D650',
"\\mathsfbfsl{u}" => '0x1D66A',
"\\mathsfbfsl{\\Upsilon}" => '0x1D7A4',
"\\mathsfbfsl{\\Upsilon}" => '0x1D7BE',
"\\mathsfbfsl{V}" => '0x1D651',
"\\mathsfbfsl{v}" => '0x1D66B',
"\\mathsfbfsl{\\varkappa}" => '0x1D7C6',
"\\mathsfbfsl{\\varpi}" => '0x1D7C9',
"\\mathsfbfsl{\\varrho}" => '0x1D7C8',
"\\mathsfbfsl{\\varsigma}" => '0x1D7BB',
"\\mathsfbfsl{\\vartheta}" => '0x1D797',
"\\mathsfbfsl{\\vartheta}" => '0x1D7A1',
"\\mathsfbfsl{\\vartheta}" => '0x1D7B1',
"\\mathsfbfsl{\\vartheta}" => '0x1D7C5',
"\\mathsfbfsl{W}" => '0x1D652',
"\\mathsfbfsl{w}" => '0x1D66C',
"\\mathsfbfsl{X}" => '0x1D653',
"\\mathsfbfsl{x}" => '0x1D66D',
"\\mathsfbfsl{\\Xi}" => '0x1D79D',
"\\mathsfbfsl{\\Xi}" => '0x1D7B7',
"\\mathsfbfsl{Y}" => '0x1D654',
"\\mathsfbfsl{y}" => '0x1D66E',
"\\mathsfbfsl{Z}" => '0x1D655',
"\\mathsfbfsl{z}" => '0x1D66F',
"\\mathsfbfsl{\\Zeta}" => '0x1D795',
"\\mathsfbfsl{\\Zeta}" => '0x1D7AF',
"\\mathsfbf{T}" => '0x1D5E7',
"\\mathsfbf{t}" => '0x1D601',
"\\mathsfbf{\\Tau}" => '0x1D769',
"\\mathsfbf{\\Tau}" => '0x1D783',
"\\mathsfbf{\\Theta}" => '0x1D75D',
"\\mathsfbf{\\Theta}" => '0x1D777',
"\\mathsfbf{U}" => '0x1D5E8',
"\\mathsfbf{u}" => '0x1D602',
"\\mathsfbf{\\Upsilon}" => '0x1D76A',
"\\mathsfbf{\\Upsilon}" => '0x1D784',
"\\mathsfbf{V}" => '0x1D5E9',
"\\mathsfbf{v}" => '0x1D603',
"\\mathsfbf{\\varkappa}" => '0x1D78C',
"\\mathsfbf{\\varpi}" => '0x1D78F',
"\\mathsfbf{\\varrho}" => '0x1D78E',
"\\mathsfbf{\\varsigma}" => '0x1D781',
"\\mathsfbf{\\vartheta}" => '0x1D767',
"\\mathsfbf{\\vartheta}" => '0x1D78B',
"\\mathsfbf{W}" => '0x1D5EA',
"\\mathsfbf{w}" => '0x1D604',
"\\mathsfbf{X}" => '0x1D5EB',
"\\mathsfbf{x}" => '0x1D605',
"\\mathsfbf{\\Xi}" => '0x1D763',
"\\mathsfbf{\\Xi}" => '0x1D77D',
"\\mathsfbf{Y}" => '0x1D5EC',
"\\mathsfbf{y}" => '0x1D606',
"\\mathsfbf{Z}" => '0x1D5ED',
"\\mathsfbf{z}" => '0x1D607',
"\\mathsfbf{\\Zeta}" => '0x1D75B',
"\\mathsfbf{\\Zeta}" => '0x1D775',
"\\mathsf{C}" => '0x1D5A2',
"\\mathsf{c}" => '0x1D5BC',
"\\mathsf{D}" => '0x1D5A3',
"\\mathsf{d}" => '0x1D5BD',
"\\mathsf{E}" => '0x1D5A4',
"\\mathsf{e}" => '0x1D5BE',
"\\mathsf{F}" => '0x1D5A5',
"\\mathsf{f}" => '0x1D5BF',
"\\mathsf{G}" => '0x1D5A6',
"\\mathsf{g}" => '0x1D5C0',
"\\mathsf{H}" => '0x1D5A7',
"\\mathsf{h}" => '0x1D5C1',
"\\mathsf{I}" => '0x1D5A8',
"\\mathsf{i}" => '0x1D5C2',
"\\mathsf{J}" => '0x1D5A9',
"\\mathsf{j}" => '0x1D5C3',
"\\mathsf{K}" => '0x1D5AA',
"\\mathsf{k}" => '0x1D5C4',
"\\mathsf{L}" => '0x1D5AB',
"\\mathsf{l}" => '0x1D5C5',
"\\mathsf{M}" => '0x1D5AC',
"\\mathsf{m}" => '0x1D5C6',
"\\mathsf{N}" => '0x1D5AD',
"\\mathsf{n}" => '0x1D5C7',
"\\mathsf{O}" => '0x1D5AE',
"\\mathsf{o}" => '0x1D5C8',
"\\mathsf{P}" => '0x1D5AF',
"\\mathsf{p}" => '0x1D5C9',
"\\mathsf{Q}" => '0x1D5B0',
"\\mathsf{q}" => '0x1D5CA',
"\\mathsf{R}" => '0x1D5B1',
"\\mathsf{r}" => '0x1D5CB',
"\\mathsf{S}" => '0x1D5B2',
"\\mathsf{s}" => '0x1D5CC',
"\\mathsfsl{A}" => '0x1D608',
"\\mathsfsl{a}" => '0x1D622',
"\\mathsfsl{B}" => '0x1D609',
"\\mathsfsl{b}" => '0x1D623',
"\\mathsfsl{C}" => '0x1D60A',
"\\mathsfsl{c}" => '0x1D624',
"\\mathsfsl{D}" => '0x1D60B',
"\\mathsfsl{d}" => '0x1D625',
"\\mathsfsl{E}" => '0x1D60C',
"\\mathsfsl{e}" => '0x1D626',
"\\mathsfsl{F}" => '0x1D60D',
"\\mathsfsl{f}" => '0x1D627',
"\\mathsfsl{G}" => '0x1D60E',
"\\mathsfsl{g}" => '0x1D628',
"\\mathsfsl{H}" => '0x1D60F',
"\\mathsfsl{h}" => '0x1D629',
"\\mathsfsl{I}" => '0x1D610',
"\\mathsfsl{i}" => '0x1D62A',
"\\mathsfsl{J}" => '0x1D611',
"\\mathsfsl{j}" => '0x1D62B',
"\\mathsfsl{K}" => '0x1D612',
"\\mathsfsl{k}" => '0x1D62C',
"\\mathsfsl{L}" => '0x1D613',
"\\mathsfsl{l}" => '0x1D62D',
"\\mathsfsl{M}" => '0x1D614',
"\\mathsfsl{m}" => '0x1D62E',
"\\mathsfsl{N}" => '0x1D615',
"\\mathsfsl{n}" => '0x1D62F',
"\\mathsfsl{O}" => '0x1D616',
"\\mathsfsl{o}" => '0x1D630',
"\\mathsfsl{P}" => '0x1D617',
"\\mathsfsl{p}" => '0x1D631',
"\\mathsfsl{Q}" => '0x1D618',
"\\mathsfsl{q}" => '0x1D632',
"\\mathsfsl{R}" => '0x1D619',
"\\mathsfsl{r}" => '0x1D633',
"\\mathsfsl{S}" => '0x1D61A',
"\\mathsfsl{s}" => '0x1D634',
"\\mathsfsl{T}" => '0x1D61B',
"\\mathsfsl{t}" => '0x1D635',
"\\mathsfsl{U}" => '0x1D61C',
"\\mathsfsl{u}" => '0x1D636',
"\\mathsfsl{V}" => '0x1D61D',
"\\mathsfsl{v}" => '0x1D637',
"\\mathsfsl{W}" => '0x1D61E',
"\\mathsfsl{w}" => '0x1D638',
"\\mathsfsl{X}" => '0x1D61F',
"\\mathsfsl{x}" => '0x1D639',
"\\mathsfsl{Y}" => '0x1D620',
"\\mathsfsl{y}" => '0x1D63A',
"\\mathsfsl{Z}" => '0x1D621',
"\\mathsfsl{z}" => '0x1D63B',
"\\mathsf{T}" => '0x1D5B3',
"\\mathsf{t}" => '0x1D5CD',
"\\mathsf{U}" => '0x1D5B4',
"\\mathsf{u}" => '0x1D5CE',
"\\mathsf{V}" => '0x1D5B5',
"\\mathsf{v}" => '0x1D5CF',
"\\mathsf{W}" => '0x1D5B6',
"\\mathsf{w}" => '0x1D5D0',
"\\mathsf{X}" => '0x1D5B7',
"\\mathsf{x}" => '0x1D5D1',
"\\mathsf{Y}" => '0x1D5B8',
"\\mathsf{y}" => '0x1D5D2',
"\\mathsf{Z}" => '0x1D5B9',
"\\mathsf{z}" => '0x1D5D3',
"\\mathsl{A}" => '0x1D434',
"\\mathsl{a}" => '0x1D44E',
"\\mathsl{\\Alpha}" => '0x1D6E2',
"\\mathsl{\\Alpha}" => '0x1D6FC',
"\\mathsl{B}" => '0x1D435',
"\\mathsl{b}" => '0x1D44F',
"\\mathslbb{A}" => '0x1D56C',
"\\mathslbb{a}" => '0x1D586',
"\\mathslbb{B}" => '0x1D56D',
"\\mathslbb{b}" => '0x1D587',
"\\mathslbb{C}" => '0x1D56E',
"\\mathslbb{c}" => '0x1D588',
"\\mathslbb{D}" => '0x1D56F',
"\\mathslbb{d}" => '0x1D589',
"\\mathslbb{E}" => '0x1D570',
"\\mathslbb{e}" => '0x1D58A',
"\\mathslbb{F}" => '0x1D571',
"\\mathslbb{f}" => '0x1D58B',
"\\mathslbb{G}" => '0x1D572',
"\\mathslbb{g}" => '0x1D58C',
"\\mathslbb{H}" => '0x1D573',
"\\mathslbb{h}" => '0x1D58D',
"\\mathslbb{I}" => '0x1D574',
"\\mathslbb{i}" => '0x1D58E',
"\\mathslbb{J}" => '0x1D575',
"\\mathslbb{j}" => '0x1D58F',
"\\mathslbb{K}" => '0x1D576',
"\\mathslbb{k}" => '0x1D590',
"\\mathslbb{L}" => '0x1D577',
"\\mathslbb{l}" => '0x1D591',
"\\mathslbb{M}" => '0x1D578',
"\\mathslbb{m}" => '0x1D592',
"\\mathslbb{N}" => '0x1D579',
"\\mathslbb{n}" => '0x1D593',
"\\mathslbb{O}" => '0x1D57A',
"\\mathslbb{o}" => '0x1D594',
"\\mathslbb{P}" => '0x1D57B',
"\\mathslbb{p}" => '0x1D595',
"\\mathslbb{Q}" => '0x1D57C',
"\\mathslbb{q}" => '0x1D596',
"\\mathslbb{R}" => '0x1D57D',
"\\mathslbb{r}" => '0x1D597',
"\\mathslbb{S}" => '0x1D57E',
"\\mathslbb{s}" => '0x1D598',
"\\mathslbb{T}" => '0x1D57F',
"\\mathslbb{t}" => '0x1D599',
"\\mathslbb{U}" => '0x1D580',
"\\mathslbb{u}" => '0x1D59A',
"\\mathslbb{V}" => '0x1D581',
"\\mathslbb{v}" => '0x1D59B',
"\\mathslbb{W}" => '0x1D582',
"\\mathslbb{w}" => '0x1D59C',
"\\mathslbb{X}" => '0x1D583',
"\\mathslbb{x}" => '0x1D59D',
"\\mathslbb{Y}" => '0x1D584',
"\\mathslbb{y}" => '0x1D59E',
"\\mathslbb{Z}" => '0x1D585',
"\\mathslbb{z}" => '0x1D59F',
"\\mathsl{\\Beta}" => '0x1D6E3',
"\\mathsl{\\Beta}" => '0x1D6FD',
"\\mathsl{C}" => '0x1D436',
"\\mathsl{c}" => '0x1D450',
"\\mathsl{\\Chi}" => '0x1D6F8',
"\\mathsl{\\Chi}" => '0x1D712',
"\\mathsl{D}" => '0x1D437',
"\\mathsl{d}" => '0x1D451',
"\\mathsl{\\Delta}" => '0x1D6E5',
"\\mathsl{\\Delta}" => '0x1D6FF',
"\\mathsl{E}" => '0x1D438',
"\\mathsl{e}" => '0x1D452',
"\\mathsl{\\Epsilon}" => '0x1D6E6',
"\\mathsl{\\Epsilon}" => '0x1D700',
"\\mathsl{\\Eta}" => '0x1D6E8',
"\\mathsl{\\Eta}" => '0x1D702',
"\\mathsl{F}" => '0x1D439',
"\\mathsl{f}" => '0x1D453',
"\\mathsl{G}" => '0x1D43A',
"\\mathsl{g}" => '0x1D454',
"\\mathsl{\\Gamma}" => '0x1D6E4',
"\\mathsl{\\Gamma}" => '0x1D6FE',
"\\mathsl{H}" => '0x1D43B',
"\\mathsl{I}" => '0x1D43C',
"\\mathsl{i}" => '0x1D456',
"\\mathsl{\\Iota}" => '0x1D6EA',
"\\mathsl{\\Iota}" => '0x1D704',
"\\mathsl{J}" => '0x1D43D',
"\\mathsl{j}" => '0x1D457',
"\\mathsl{K}" => '0x1D43E',
"\\mathsl{k}" => '0x1D458',
"\\mathsl{\\Kappa}" => '0x1D6EB',
"\\mathsl{\\Kappa}" => '0x1D705',
"\\mathsl{L}" => '0x1D43F',
"\\mathsl{l}" => '0x1D459',
"\\mathsl{\\Lambda}" => '0x1D6EC',
"\\mathsl{\\Lambda}" => '0x1D706',
"\\mathsl{M}" => '0x1D440',
"\\mathsl{m}" => '0x1D45A',
"\\mathsl{N}" => '0x1D441',
"\\mathsl{n}" => '0x1D45B',
"\\mathsl{\\nabla}" => '0x1D6FB',
"\\mathsl{O}" => '0x1D442',
"\\mathsl{o}" => '0x1D45C',
"\\mathsl{\\Omega}" => '0x1D6FA',
"\\mathsl{\\Omega}" => '0x1D714',
"\\mathsl{P}" => '0x1D443',
"\\mathsl{p}" => '0x1D45D',
"\\mathsl{\\Phi}" => '0x1D6F7',
"\\mathsl{\\Phi}" => '0x1D711',
"\\mathsl{\\phi}" => '0x1D719',
"\\mathsl{\\Pi}" => '0x1D6F1',
"\\mathsl{\\Pi}" => '0x1D70B',
"\\mathsl{\\Psi}" => '0x1D6F9',
"\\mathsl{\\Psi}" => '0x1D713',
"\\mathsl{Q}" => '0x1D444',
"\\mathsl{q}" => '0x1D45E',
"\\mathsl{R}" => '0x1D445',
"\\mathsl{r}" => '0x1D45F',
"\\mathsl{\\Rho}" => '0x1D6F2',
"\\mathsl{\\Rho}" => '0x1D70C',
"\\mathsl{S}" => '0x1D446',
"\\mathsl{s}" => '0x1D460',
"\\mathsl{\\Sigma}" => '0x1D6F4',
"\\mathsl{\\Sigma}" => '0x1D70E',
"\\mathsl{T}" => '0x1D447',
"\\mathsl{t}" => '0x1D461',
"\\mathsl{\\Tau}" => '0x1D6F5',
"\\mathsl{\\Tau}" => '0x1D70F',
"\\mathsl{\\Theta}" => '0x1D6E9',
"\\mathsl{\\Theta}" => '0x1D703',
"\\mathsl{U}" => '0x1D448',
"\\mathsl{u}" => '0x1D462',
"\\mathsl{\\Upsilon}" => '0x1D6F6',
"\\mathsl{\\Upsilon}" => '0x1D710',
"\\mathsl{V}" => '0x1D449',
"\\mathsl{v}" => '0x1D463',
"\\mathsl{\\varkappa}" => '0x1D718',
"\\mathsl{\\varpi}" => '0x1D71B',
"\\mathsl{\\varrho}" => '0x1D71A',
"\\mathsl{\\varsigma}" => '0x1D70D',
"\\mathsl{\\vartheta}" => '0x1D6F3',
"\\mathsl{\\vartheta}" => '0x1D717',
"\\mathsl{W}" => '0x1D44A',
"\\mathsl{w}" => '0x1D464',
"\\mathsl{X}" => '0x1D44B',
"\\mathsl{x}" => '0x1D465',
"\\mathsl{\\Xi}" => '0x1D6EF',
"\\mathsl{\\Xi}" => '0x1D709',
"\\mathsl{Y}" => '0x1D44C',
"\\mathsl{y}" => '0x1D466',
"\\mathsl{Z}" => '0x1D44D',
"\\mathsl{z}" => '0x1D467',
"\\mathsl{\\Zeta}" => '0x1D6E7',
"\\mathsl{\\Zeta}" => '0x1D701',
"\\mathtt{0}" => '0x1D7F6',
"\\mathtt{1}" => '0x1D7F7',
"\\mathtt{2}" => '0x1D7F8',
"\\mathtt{3}" => '0x1D7F9',
"\\mathtt{4}" => '0x1D7FA',
"\\mathtt{5}" => '0x1D7FB',
"\\mathtt{6}" => '0x1D7FC',
"\\mathtt{7}" => '0x1D7FD',
"\\mathtt{8}" => '0x1D7FE',
"\\mathtt{9}" => '0x1D7FF',
"\\mathtt{A}" => '0x1D670',
"\\mathtt{a}" => '0x1D68A',
"\\mathtt{B}" => '0x1D671',
"\\mathtt{b}" => '0x1D68B',
"\\mathtt{C}" => '0x1D672',
"\\mathtt{c}" => '0x1D68C',
"\\mathtt{D}" => '0x1D673',
"\\mathtt{d}" => '0x1D68D',
"\\mathtt{E}" => '0x1D674',
"\\mathtt{e}" => '0x1D68E',
"\\mathtt{F}" => '0x1D675',
"\\mathtt{f}" => '0x1D68F',
"\\mathtt{G}" => '0x1D676',
"\\mathtt{g}" => '0x1D690',
"\\mathtt{H}" => '0x1D677',
"\\mathtt{h}" => '0x1D691',
"\\mathtt{I}" => '0x1D678',
"\\mathtt{i}" => '0x1D692',
"\\mathtt{J}" => '0x1D679',
"\\mathtt{j}" => '0x1D693',
"\\mathtt{K}" => '0x1D67A',
"\\mathtt{k}" => '0x1D694',
"\\mathtt{L}" => '0x1D67B',
"\\mathtt{l}" => '0x1D695',
"\\mathtt{M}" => '0x1D67C',
"\\mathtt{m}" => '0x1D696',
"\\mathtt{N}" => '0x1D67D',
"\\mathtt{n}" => '0x1D697',
"\\mathtt{O}" => '0x1D67E',
"\\mathtt{o}" => '0x1D698',
"\\mathtt{P}" => '0x1D67F',
"\\mathtt{p}" => '0x1D699',
"\\mathtt{Q}" => '0x1D680',
"\\mathtt{q}" => '0x1D69A',
"\\mathtt{R}" => '0x1D681',
"\\mathtt{r}" => '0x1D69B',
"\\mathtt{S}" => '0x1D682',
"\\mathtt{s}" => '0x1D69C',
"\\mathtt{T}" => '0x1D683',
"\\mathtt{t}" => '0x1D69D',
"\\mathtt{U}" => '0x1D684',
"\\mathtt{u}" => '0x1D69E',
"\\mathtt{V}" => '0x1D685',
"\\mathtt{v}" => '0x1D69F',
"\\mathtt{W}" => '0x1D686',
"\\mathtt{w}" => '0x1D6A0',
"\\mathtt{X}" => '0x1D687',
"\\mathtt{x}" => '0x1D6A1',
"\\mathtt{Y}" => '0x1D688',
"\\mathtt{y}" => '0x1D6A2',
"\\mathtt{Z}" => '0x1D689',
"\\mathtt{z}" => '0x1D6A3',
"\\mbox{\\texteuro}" => '0x020AC',
"\\measuredangle" => '0x02221',
"\\mercury" => '0x0263F',
"\\mho" => '0x02127',
"\\mid" => '0x02223',
"\\mkern1mu" => '0x0200A',
"\\mkern4mu" => '0x0205F',
"\\mp" => '0x02213',
"\\mu" => '0x003BC',
"\\multimap" => '0x022B8',
"\\~{N}" => '0x000D1',
"\\~{n}" => '0x000F1',
"\\'{N}" => '0x00143',
"\\'{n}" => '0x00144',
"\\nabla" => '0x02207',
"\\natural" => '0x0266E',
"\\nearrow" => '0x02197',
"\\neptune" => '0x02646',
"\\NestedGreaterGreater" => '0x02AA2',
"\\NestedLessLess" => '0x02AA1',
"\\nexists" => '0x02204',
"\\NG" => '0x0014A',
"\\ng" => '0x0014B',
"\\ni" => '0x0220B',
"\\nleftarrow" => '0x0219A',
"\\nLeftarrow" => '0x021CD',
"\\nleftrightarrow" => '0x021AE',
"\\nLeftrightarrow" => '0x021CE',
"\\nmid" => '0x02224',
"\\nolinebreak" => '0x02060',
"\\not =" => '0x02260',
"\\not\\approx" => '0x02249',
"\\not\\cong" => '0x02247',
"\\not\\equiv" => '0x02262',
"\\not\\geq" => '0x02271',
"\\notgreaterless" => '0x02279',
"\\not>" => '0x0226F',
"\\not\\in" => '0x02209',
"\\not\\kern-0.3em\\times" => '0x0226D',
"\\not\\leq" => '0x02270',
"\\notlessgreater" => '0x02278',
"\\not<" => '0x0226E',
"\\not\\ni" => '0x0220C',
"\\not\\prec" => '0x02280',
"\\not\\sim" => '0x02241',
"\\not\\simeq" => '0x02244',
"\\not\\sqsubseteq" => '0x022E2',
"\\not\\sqsupseteq" => '0x022E3',
"\\not\\subset" => '0x02284',
"\\not\\subseteq" => '0x02288',
"\\not\\succ" => '0x02281',
"\\not\\supset" => '0x02285',
"\\not\\supseteq" => '0x02289',
"\\nparallel" => '0x02226',
"\\nrightarrow" => '0x0219B',
"\\nRightarrow" => '0x021CF',
"\\ntriangleleft" => '0x022EA',
"\\ntrianglelefteq" => '0x022EC',
"\\ntriangleright" => '0x022EB',
"\\ntrianglerighteq" => '0x022ED',
"\\nu" => '0x003BD',
"\\nvdash" => '0x022AC',
"\\nvDash" => '0x022AD',
"\\nVdash" => '0x022AE',
"\\nVDash" => '0x022AF',
"\\nwarrow" => '0x02196',
"\\`{O}" => '0x000D2',
"\\'{O}" => '0x000D3',
"\\^{O}" => '0x000D4',
"\\~{O}" => '0x000D5',
"\\\"{O}" => '0x000D6',
"\\O" => '0x000D8',
"\\`{o}" => '0x000F2',
"\\'{o}" => '0x000F3',
"\\^{o}" => '0x000F4',
"\\~{o}" => '0x000F5',
"\\\"{o}" => '0x000F6',
"\\o" => '0x000F8',
"\\={O}" => '0x0014C',
"\\={o}" => '0x0014D',
"\\'{}O" => '0x0038C',
"\\'{o}" => '0x003CC',
"\\odot" => '0x02299',
"\\OE" => '0x00152',
"\\oe" => '0x00153',
"\\oint" => '0x0222E',
"\\Omega" => '0x003A9',
"\\omega" => '0x003C9',
"\\Omega" => '0x02126',
"\\ominus" => '0x02296',
"\\openbracketleft" => '0x0301A',
"\\openbracketright" => '0x0301B',
"\\oplus" => '0x02295',
"\\original" => '0x022B6',
"\\oslash" => '0x02298',
"\\otimes" => '0x02297',
"\\parallel" => '0x02225',
"\\partial" => '0x02202',
"\\partial" => '0x1D6DB',
"\\partial" => '0x1D715',
"\\partial" => '0x1D74F',
"\\partial" => '0x1D789',
"\\partial" => '0x1D7C3',
"\\perp" => '0x022A5',
"\\perspcorrespond" => '0x02306',
"\\perspcorrespond" => '0x02A5E',
"\\Phi" => '0x003A6',
"\\phi" => '0x003D5',
"\\Pi" => '0x003A0',
"\\pi" => '0x003C0',
"\\pisces" => '0x02653',
"\\Pisymbol{ppi020}{105}" => '0x02A9E',
"\\Pisymbol{ppi020}{117}" => '0x02A9D',
"\\Pisymbol{ppi022}{87}" => '0x003D0',
"\\pitchfork" => '0x022D4',
"\\pluto" => '0x02647',
"\\pm" => '0x000B1',
"\\prec" => '0x0227A',
"\\precapprox" => '0x0227E',
"\\precapprox" => '0x02AB7',
"\\preccurlyeq" => '0x0227C',
"\\precedesnotsimilar" => '0x022E8',
"\\preceq" => '0x02AAF',
"\\precnapprox" => '0x02AB9',
"\\precneqq" => '0x02AB5',
"\\prod" => '0x0220F',
"\\propto" => '0x0221D',
"\\Psi" => '0x003A8',
"\\psi" => '0x003C8',
"\\quarternote" => '0x02669',
"\\'{R}" => '0x00154',
"\\'{r}" => '0x00155',
"\\r{}" => '0x002DA',
"\\r" => '0x0030A',
"\\rangle" => '0x0232A',
"\\rbrace" => '0x0007D',
"\\rceil" => '0x02309',
"\\recorder" => '0x02315',
"\\ReverseUpEquilibrium" => '0x0296F',
"\\rfloor" => '0x0230B',
"\\Rho" => '0x003A1',
"\\rho" => '0x003C1',
"\\rightangle" => '0x0221F',
"\\rightanglearc" => '0x022BE',
"\\rightarrow" => '0x02192',
"\\Rightarrow" => '0x021D2',
"\\rightarrowtail" => '0x021A3',
"\\RightDownTeeVector" => '0x0295D',
"\\RightDownVectorBar" => '0x02955',
"\\rightharpoondown" => '0x021C1',
"\\rightharpoonup" => '0x021C0',
"\\rightleftarrows" => '0x021C4',
"\\rightleftharpoons" => '0x021CC',
"\\rightmoon" => '0x0263E',
"\\rightrightarrows" => '0x021C9',
"\\rightsquigarrow" => '0x021DD',
"\\RightTeeVector" => '0x0295B',
"\\rightthreetimes" => '0x022CC',
"\\RightTriangleBar" => '0x029D0',
"\\RightUpDownVector" => '0x0294F',
"\\RightUpTeeVector" => '0x0295C',
"\\RightUpVectorBar" => '0x02954',
"\\RightVectorBar" => '0x02953',
"\\risingdotseq" => '0x02253',
"\\rmoustache" => '0x023B1',
"\\RoundImplies" => '0x02970',
"\\Rrightarrow" => '0x021DB',
"\\Rsh" => '0x021B1',
"\\rtimes" => '0x022CA',
"\\r{U}" => '0x0016E',
"\\r{u}" => '0x0016F',
"\\rule{1em}{1pt}" => '0x02015',
"\\RuleDelayed" => '0x029F4',
"\\'{S}" => '0x0015A',
"\\'{s}" => '0x0015B',
"\\^{S}" => '0x0015C',
"\\^{s}" => '0x0015D',
"\\sagittarius" => '0x02650',
"\\Sampi" => '0x003E0',
"\\saturn" => '0x02644',
"\\scorpio" => '0x0264F',
"\\searrow" => '0x02198',
"\\setminus" => '0x02216',
"\\sharp" => '0x0266F',
"\\Sigma" => '0x003A3',
"\\sigma" => '0x003C3',
"\\sim" => '0x0223C',
"\\simeq" => '0x02243',
"\\sim\\joinrel\\leadsto" => '0x027FF',
"\\smile" => '0x02323',
"\\space" => '0x00020',
"\\sphericalangle" => '0x02222',
"\\sqcap" => '0x02293',
"\\sqcup" => '0x02294',
"\\sqrint" => '0x02A16',
"\\sqsubset" => '0x0228F',
"\\sqsubseteq" => '0x02291',
"\\sqsupset" => '0x02290',
"\\sqsupseteq" => '0x02292',
"\\square" => '0x025A1',
"\\ss" => '0x000DF',
"\\stackrel{*}{=}" => '0x02A6E',
"\\star" => '0x022C6',
"\\starequal" => '0x0225B',
"\\Stigma" => '0x003DA',
"\\subset" => '0x02282',
"\\Subset" => '0x022D0',
"\\subseteq" => '0x02286',
"\\subseteqq" => '0x02AC5',
"\\subsetneq" => '0x0228A',
"\\subsetneqq" => '0x02ACB',
"\\succ" => '0x0227B',
"\\succapprox" => '0x0227F',
"\\succapprox" => '0x02AB8',
"\\succcurlyeq" => '0x0227D',
"\\succeq" => '0x02AB0',
"\\succnapprox" => '0x02ABA',
"\\succneqq" => '0x02AB6',
"\\succnsim" => '0x022E9',
"\\sum" => '0x02211',
"\\supset" => '0x02283',
"\\Supset" => '0x022D1',
"\\supseteq" => '0x02287',
"\\supseteqq" => '0x02AC6',
"\\supsetneq" => '0x0228B',
"\\supsetneqq" => '0x02ACC',
"\\surd" => '0x0221A',
"\\surfintegral" => '0x0222F',
"\\swarrow" => '0x02199',
"\\Tau" => '0x003A4',
"\\tau" => '0x003C4',
"\\taurus" => '0x02649',
"\\textasciiacute" => '0x000B4',
"\\textasciibreve" => '0x002D8',
"\\textasciicaron" => '0x002C7',
"\\textasciidieresis" => '0x000A8',
"\\textasciigrave" => '0x00060',
"\\textasciimacron" => '0x000AF',
"\\textasciitilde" => '0x0007E',
"\\textbackslash" => '0x0005C',
"\\textbrokenbar" => '0x000A6',
"\\textbullet" => '0x02022',
"\\textcent" => '0x000A2',
"\\textcopyright" => '0x000A9',
"\\textcurrency" => '0x000A4',
"\\textdagger" => '0x02020',
"\\textdaggerdbl" => '0x02021',
"\\textdegree" => '0x000B0',
"\\textdollar" => '0x00024',
"\\textdoublepipe" => '0x001C2',
"\\textemdash" => '0x02014',
"\\textendash" => '0x02013',
"\\textexclamdown" => '0x000A1',
"\\textfrac{1}{3}" => '0x02153',
"\\textfrac{1}{5}" => '0x02155',
"\\textfrac{1}{6}" => '0x02159',
"\\textfrac{1}{8}" => '0x0215B',
"\\textfrac{2}{3}" => '0x02154',
"\\textfrac{2}{5}" => '0x02156',
"\\textfrac{3}{5}" => '0x02157',
"\\textfrac{3}{8}" => '0x0215C',
"\\textfrac{4}{5}" => '0x02158',
"\\textfrac{5}{6}" => '0x0215A',
"\\textfrac{5}{8}" => '0x0215D',
"\\textfrac{7}{8}" => '0x0215E',
"\\texthvlig" => '0x00195',
"\\textnrleg" => '0x0019E',
"\\textonehalf" => '0x000BD',
"\\textonequarter" => '0x000BC',
"\\textordfeminine" => '0x000AA',
"\\textordmasculine" => '0x000BA',
"\\textparagraph" => '0x000B6',
"\\textperiodcentered" => '0x002D9',
"\\textpertenthousand" => '0x02031',
"\\textperthousand" => '0x02030',
"\\textphi" => '0x00278',
"\\textquestiondown" => '0x000BF',
"\\textquotedblleft" => '0x0201C',
"\\textquotedblright" => '0x0201D',
"\\textquotesingle" => '0x00027',
"\\textregistered" => '0x000AE',
"\\textsection" => '0x000A7',
"\\textsterling" => '0x000A3',
"\\texttheta" => '0x003B8',
"\\textTheta" => '0x003F4',
"\\textthreequarters" => '0x000BE',
"\\texttildelow" => '0x002DC',
"\\texttimes" => '0x000D7',
"\\texttrademark" => '0x02122',
"\\textturnk" => '0x0029E',
"\\textvartheta" => '0x003D1',
"\\textvisiblespace" => '0x02423',
"\\textyen" => '0x000A5',
"\\TH" => '0x000DE',
"\\th" => '0x000FE',
"\\therefore" => '0x02234',
"\\Theta" => '0x00398',
"\\tildetrpl" => '0x0224B',
"\\tone{11}" => '0x002E9',
"\\tone{22}" => '0x002E8',
"\\tone{33}" => '0x002E7',
"\\tone{44}" => '0x002E6',
"\\tone{55}" => '0x002E5',
"\\top" => '0x022A4',
"\\triangledown" => '0x025BF',
"\\triangleleft" => '0x025C3',
"\\trianglelefteq" => '0x022B4',
"\\triangleq" => '0x0225C',
"\\triangleright" => '0x025B9',
"\\trianglerighteq" => '0x022B5',
"\\truestate" => '0x022A7',
"\\twoheadleftarrow" => '0x0219E',
"\\twoheadrightarrow" => '0x021A0',
"\\`{U}" => '0x000D9',
"\\'{U}" => '0x000DA',
"\\^{U}" => '0x000DB',
"\\\"{U}" => '0x000DC',
"\\`{u}" => '0x000F9',
"\\'{u}" => '0x000FA',
"\\^{u}" => '0x000FB',
"\\\"{u}" => '0x000FC',
"\\~{U}" => '0x00168',
"\\~{u}" => '0x00169',
"\\={U}" => '0x0016A',
"\\={u}" => '0x0016B',
"\\u" => '0x00306',
"\\u{A}" => '0x00102',
"\\u{a}" => '0x00103',
"\\u{E}" => '0x00114',
"\\u{e}" => '0x00115',
"\\u{G}" => '0x0011E',
"\\u{g}" => '0x0011F',
"\\u{I}" => '0x0012C',
"\\u{\\i}" => '0x0012D',
"\\ulcorner" => '0x0231C',
"\\u{O}" => '0x0014E',
"\\u{o}" => '0x0014F',
"\\uparrow" => '0x02191',
"\\Uparrow" => '0x021D1',
"\\UpArrowBar" => '0x02912',
"\\updownarrow" => '0x02195',
"\\Updownarrow" => '0x021D5',
"\\UpEquilibrium" => '0x0296E',
"\\upharpoonleft" => '0x021BF',
"\\upharpoonright" => '0x021BE',
"\\uplus" => '0x0228E',
"\\Upsilon" => '0x003A5',
"\\upsilon" => '0x003C5',
"\\Upsilon" => '0x003D2',
"\\upslopeellipsis" => '0x022F0',
"\\upuparrows" => '0x021C8',
"\\uranus" => '0x02645',
"\\urcorner" => '0x0231D',
"\\u{U}" => '0x0016C',
"\\u{u}" => '0x0016D',
"\\v" => '0x0030C',
"\\varepsilon" => '0x0025B',
"\\varkappa" => '0x003F0',
"\\varnothing" => '0x02205',
"\\varphi" => '0x003C6',
"\\varpi" => '0x003D6',
"\\varrho" => '0x003F1',
"\\varsigma" => '0x003C2',
"\\vartriangle" => '0x025B5',
"\\vartriangleleft" => '0x022B2',
"\\vartriangleright" => '0x022B3',
"\\v{C}" => '0x0010C',
"\\v{c}" => '0x0010D',
"\\v{D}" => '0x0010E',
"\\v{d}" => '0x0010F',
"\\vdash" => '0x022A2',
"\\Vdash" => '0x022A9',
"\\VDash" => '0x022AB',
"\\vdots" => '0x022EE',
"\\v{E}" => '0x0011A',
"\\v{e}" => '0x0011B',
"\\vee" => '0x02228',
"\\veebar" => '0x022BB',
"\\venus" => '0x02640',
"\\vert" => '0x0007C',
"\\Vert" => '0x02016',
"\\verymuchgreater" => '0x022D9',
"\\verymuchless" => '0x022D8',
"\\virgo" => '0x0264D',
"\\v{L}" => '0x0013D',
"\\v{l}" => '0x0013E',
"\\v{N}" => '0x00147',
"\\v{n}" => '0x00148',
"\\volintegral" => '0x02230',
"\\v{R}" => '0x00158',
"\\v{r}" => '0x00159',
"\\v{S}" => '0x00160',
"\\v{s}" => '0x00161',
"\\v{T}" => '0x00164',
"\\v{t}" => '0x00165',
"\\Vvdash" => '0x022AA',
"\\v{Z}" => '0x0017D',
"\\v{z}" => '0x0017E',
"\\^{W}" => '0x00174',
"\\^{w}" => '0x00175',
"\\wedge" => '0x02227',
"\\wp" => '0x02118',
"\\wr" => '0x02240',
"\\Xi" => '0x0039E',
"\\xi" => '0x003BE',
"\\'{Y}" => '0x000DD',
"\\'{y}" => '0x000FD',
"\\\"{y}" => '0x000FF',
"\\^{Y}" => '0x00176',
"\\^{y}" => '0x00177',
"\\\"{Y}" => '0x00178',
"\\'{Z}" => '0x00179',
"\\'{z}" => '0x0017A',
"\\.{Z}" => '0x0017B',
"\\.{z}" => '0x0017C',
"\\Zeta" => '0x00396',
"\\zeta" => '0x003B6'
};
sub convert_latex_macros {
my $line = shift;
my $latex_escape_char = Irssi::settings_get_str('latex_escape_char');
# E.g. \unicodechar{82} (decimal)
$line =~ s{(?{$macro}))/seg;
}
# Remove the escape character.
$line =~ s{\Q$latex_escape_char\E\\}{\\}xsg;
return $line;
}
# A flag used internally.
my $lock = 0;
sub sig_latex_format {
my ($line, $server, $witem) = @_;
return unless ref $witem;
my $latex_auto_convert = Irssi::settings_get_bool('latex_auto_convert');
return unless ($latex_auto_convert);
return if ($lock);
return unless $_[0] =~ m/\\/s;
$line = &convert_latex_macros($line);
$lock = 1;
Irssi::signal_emit('send command', $line, $server, $witem);
Irssi::signal_stop();
$lock = 0;
}
sub cmd_latex {
my $usage = "/LATEX ";
my ($data, $server, $witem) = @_;
if (!$server || !$server->{connected}) {
Irssi::print("Not connected to server");
return;
}
return unless ref $witem;
if (scalar(split / /, $data) < 1) {
Irssi::print("LATEX: Missing arguments.", MSGLEVEL_CRAP);
Irssi::print("LATEX: Usage: $usage", MSGLEVEL_CRAP);
return;
}
if ($data) {
$witem->command("SAY " . &convert_latex_macros($data));
}
}
Irssi::settings_add_str('latex', 'latex_escape_char', '%');
Irssi::settings_add_bool('latex', 'latex_auto_convert', 0);
Irssi::signal_add('send command', 'sig_latex_format');
Irssi::command_bind('latex', 'cmd_latex');
Irssi::print('LaTeX macro to UTF-8 character converter by mjr');
Irssi::print("Version: $VERSION");