texlive[65334] Master/texmf-dist: unimath-plain-xetex (22dec22)
commits+karl at tug.org
commits+karl at tug.org
Thu Dec 22 22:14:34 CET 2022
Revision: 65334
http://tug.org/svn/texlive?view=revision&revision=65334
Author: karl
Date: 2022-12-22 22:14:34 +0100 (Thu, 22 Dec 2022)
Log Message:
-----------
unimath-plain-xetex (22dec22)
Modified Paths:
--------------
trunk/Master/texmf-dist/doc/xetex/unimath-plain-xetex/unimath-plain-xetex-doc.pdf
trunk/Master/texmf-dist/doc/xetex/unimath-plain-xetex/unimath-plain-xetex-doc.tex
trunk/Master/texmf-dist/tex/xetex/unimath-plain-xetex/unimath-plain-xetex.tex
Added Paths:
-----------
trunk/Master/texmf-dist/doc/xetex/unimath-plain-xetex/source/
trunk/Master/texmf-dist/doc/xetex/unimath-plain-xetex/source/unimath-plain-genalphabet.lua
trunk/Master/texmf-dist/tex/xetex/unimath-plain-xetex/unimath-plain-alphabet.tex
Removed Paths:
-------------
trunk/Master/texmf-dist/tex/xetex/unimath-plain-xetex/unimath-plain-alphafams.tex
Added: trunk/Master/texmf-dist/doc/xetex/unimath-plain-xetex/source/unimath-plain-genalphabet.lua
===================================================================
--- trunk/Master/texmf-dist/doc/xetex/unimath-plain-xetex/source/unimath-plain-genalphabet.lua (rev 0)
+++ trunk/Master/texmf-dist/doc/xetex/unimath-plain-xetex/source/unimath-plain-genalphabet.lua 2022-12-22 21:14:34 UTC (rev 65334)
@@ -0,0 +1,99 @@
+-- Run this Lua script to generate "unimath-plain-xetex-alphabet.tex".
+-- This script needs kpathsea library which is provided by LuaTeX.
+-- You can "luatex" a file including
+-- \directlua{dofile("unimath-plain-genalphabet.lua")}
+
+tex_info = [===[%% <FILE> unimath-plain-xetex-alphabet
+%% ******************************************************
+%% * This work may be distributed and/or modified under *
+%% * the conditions of the LaTeX Project Public License *
+%% * http://www.latex-project.org/lppl.txt *
+%% * either version 1.3c of this license or any later *
+%% * version. *
+%% ******************************************************]===]
+
+Latin = { {"A","A"}, {"B","B"}, {"C","C"}, {"D","D"}, {"E","E"}, {"F","F"}, {"G","G"},
+ {"H","H"}, {"I","I"}, {"J","J"}, {"K","K"}, {"L","L"}, {"M","M"}, {"N","N"},
+ {"O","O"}, {"P","P"}, {"Q","Q"}, {"R","R"}, {"S","S"}, {"T","T"},
+ {"U","U"}, {"V","V"}, {"W","W"}, {"X","X"}, {"Y","Y"}, {"Z","Z"},
+ {"a","a"}, {"b","b"}, {"c","c"}, {"d","d"}, {"e","e"}, {"f","f"}, {"g","g"},
+ {"h","h"}, {"i","i"}, {"j","j"}, {"k","k"}, {"l","l"}, {"m","m"}, {"n","n"},
+ {"o","o"}, {"p","p"}, {"q","q"}, {"r","r"}, {"s","s"}, {"t","t"},
+ {"u","u"}, {"v","v"}, {"w","w"}, {"x","x"}, {"y","y"}, {"z","z"} }
+
+Greek = { {"Α","Alpha"}, {"Β","Beta"}, {"Γ","Gamma"}, {"Δ","Delta"},
+ {"Ε","Epsilon"}, {"Ζ","Zeta"}, {"Η","Eta"}, {"Θ","Theta"},
+ {"Ι","Iota"}, {"Κ","Kappa"}, {"Λ","Lambda"}, {"Μ","Mu"},
+ {"Ν","Nu"}, {"Ξ","Xi"}, {"Ο","Omicron"}, {"Π","Pi"},
+ {"Ρ","Rho"}, {"Σ","Sigma"}, {"Τ","Tau"}, {"Υ","Upsilon"},
+ {"Φ","Phi"}, {"Χ","Chi"}, {"Ψ","Psi"}, {"Ω","Omega"},
+ {"α","alpha"}, {"β","beta"}, {"γ","gamma"}, {"δ","delta"},
+ {"ε","varepsilon"}, {"ζ","zeta"}, {"η","eta"}, {"θ","theta"},
+ {"ι","iota"}, {"κ","kappa"}, {"λ","lambda"}, {"μ","mu"},
+ {"ν","nu"}, {"ξ","xi"}, {"ο","omicron"}, {"π","pi"},
+ {"ρ","rho"}, {"ς","varsigma"}, {"σ","sigma"}, {"τ","tau"},
+ {"υ","upsilon"}, {"φ","varphi"}, {"χ","chi"}, {"ψ","psi"},
+ {"ω","omega"}, {"ϑ","vartheta"}, {"ϕ","phi"}, {"ϖ","varpi"},
+ {"ϰ","varkappa"}, {"ϱ","varrho"}, {"ϴ","varTheta"}, {"ϵ","epsilon"} }
+
+Digit = { {"0","zero"}, {"1","one"}, {"2","two"}, {"3","three"},
+ {"4","four"}, {"5","five"}, {"6","six"}, {"7","seven"},
+ {"8","eight"}, {"9","nine"} }
+
+Partial = { {"∂","partial"}, {"∇","nabla"} }
+
+um_table = assert(kpse.find_file('unicode-math-table', tex))
+tmp_alpha_table = "unimath-plain-alphabet.temp"
+alpha_table = "unimath-plain-alphabet.tex"
+
+tmp_out = io.open(tmp_alpha_table, "w")
+out = io.open(alpha_table, "w+")
+out:write(tex_info.."\n")
+
+for templine in io.lines(um_table) do
+ if string.match(templine, "\\[mB][bfitsu].*\\mathalpha") then
+ tmp_out:write(templine.."\n")
+ else if string.match(templine, "\\m[bfitsu].*\\mathord") then
+ tmp_out:write(templine.."\n")
+ end end
+end
+tmp_out:close()
+
+function gen_symbol(file, font, alphabet)
+ for line in io.lines(file) do
+ for _, letter_pair in ipairs(alphabet) do
+ if string.match(line, font..letter_pair[2].."[^%a]") then
+ -- Format: \UnicodeMathSymbol{<slot>}{<cs>}{<alpha|ord>}{<description>}%
+ local char_slot = string.match(line, "{(.-)}")
+ out:write(" \\Umathcode `\\"..letter_pair[1].." = 0 \\normalfam "..char_slot.." \n")
+ end
+ end
+ end
+end
+
+cs_head = { {"\\rm","\\mup","\\tenrm"}, {"\\it","\\mit","\\tenit"},
+ {"\\bf","\\mbf","\\tenbf"}, {"\\sf","\\msans","\\tensf"},
+ {"\\tt","\\mtt","\\tentt"}, {"\\bfit","\\mbfit","\\tenbfit"},
+ {"\\sfit","\\mitsans","\\tensfit"},
+ {"\\sfbf","\\mbfsans","\\tensfbf"},
+ {"\\sfbfit","\\mbfitsans","\\tensfbfit"},
+ -- The tables below do not contain a text command as the 3rd item:
+ {"\\scr","\\mscr"}, {"\\bb","\\Bbb"}, {"\\frak","\\mfrak"},
+ {"\\scrbf","\\mbfscr"}, {"\\frakbf","\\mbffrak"}, {"\\bbit","\\mitBbb"} }
+
+for _, cs_pair in ipairs(cs_head) do
+ out:write("\\protected\\def"..cs_pair[1].."{%\n")
+ gen_symbol(tmp_alpha_table, cs_pair[2], Digit)
+ gen_symbol(tmp_alpha_table, cs_pair[2], Latin)
+ gen_symbol(tmp_alpha_table, cs_pair[2], Greek)
+ gen_symbol(tmp_alpha_table, cs_pair[2], Partial)
+ if cs_pair[3] then
+ out:write(cs_pair[3])
+ end
+ out:write("}%\n")
+end
+
+out:write("\\endinput")
+out:close()
+
+os.remove(tmp_alpha_table)
\ No newline at end of file
Property changes on: trunk/Master/texmf-dist/doc/xetex/unimath-plain-xetex/source/unimath-plain-genalphabet.lua
___________________________________________________________________
Added: svn:eol-style
## -0,0 +1 ##
+native
\ No newline at end of property
Modified: trunk/Master/texmf-dist/doc/xetex/unimath-plain-xetex/unimath-plain-xetex-doc.pdf
===================================================================
(Binary files differ)
Modified: trunk/Master/texmf-dist/doc/xetex/unimath-plain-xetex/unimath-plain-xetex-doc.tex
===================================================================
--- trunk/Master/texmf-dist/doc/xetex/unimath-plain-xetex/unimath-plain-xetex-doc.tex 2022-12-22 21:14:07 UTC (rev 65333)
+++ trunk/Master/texmf-dist/doc/xetex/unimath-plain-xetex/unimath-plain-xetex-doc.tex 2022-12-22 21:14:34 UTC (rev 65334)
@@ -10,6 +10,7 @@
\def\sansfontname{Fira Sans Book}
\def\monofontname{Source Code Pro}
\def\mathfontname{Erewhon Math}
+\def\textfontopt{mapping=tex-text,}
\input unimath-plain-xetex
\unicodeprimesoff
\betweenprimeskip=-1mu\relax
@@ -24,6 +25,7 @@
\def\biggskip{\vskip24pt plus 8pt minus 4pt}
\def\pkg#1{{\tensf #1}}
\font\hugesans="\sansfontname" at 35pt
+\font\Hugesansbf="\sansfontname/B" at 72pt
\font\sevenlmmath="Latin Modern Math:script=math,+ssty=0" at 7pt
\makefontcmdcompatible{ten}
@@ -30,7 +32,7 @@
\def\ttverbatim{\begingroup
\catcode`\\=12 \catcode`\{=12 \catcode`\}=12 \catcode`\$=12
\catcode`\&=12 \catcode`\#=12 \catcode`\%=12 \catcode`\~=12
- \catcode`\_=12 \catcode`\^=12 \obeyspaces \obeylines \tt}
+ \catcode`\_=12 \catcode`\^=12 \catcode`\ =12 \obeylines \tentt}
\outer\def\begintt{$$\let\par=\endgraf \ttverbatim \parskip=0pt
\catcode`\|=0 \rightskip-2pc \ttfinish}
{\catcode`\|=0 |catcode`|\=12 % | is temporary escape character
@@ -54,6 +56,9 @@
\dp1#2\dp0
\hbox to#1\wd0{\box1\kern#1\wd0\hss}%
}
+\long\def\colorspec#1#2#3#4{\special{pdf:code q #1 #2 #3 rg}#4%
+ \special{pdf:code Q}}
+\def\green{\colorspec{0.08}{0.52}{0.08}}
\newdimen\paperwd
\newdimen\paperht
@@ -68,6 +73,9 @@
\paperwd=\dimexpr2\hmarginwd+\hsize\relax
\paperht=\dimexpr2\vmarginht+\vsize\relax
\special{papersize=\the\paperwd,\the\paperht}
+\headline={\ifnum\pageno=1\hss\else\hss\vbox to 0pt{\vss\hbox to 0pt{\kern28pt%
+ \colorspec{0.72}{0.88}{0.72}{\Hugesansbf\folio}\hss}\kern4pt}\fi}
+\footline={\hss}
\long\def\protectedwrite#1#2{\edef\wrt{\write#1{#2}}\wrt}
\newcount\secno
@@ -79,42 +87,45 @@
\openin\tocin=\tocname
\long\outer\def\section#1{\par\bigskip\penalty-1000%
\noindent \advance\secno by 1\relax
- {\twelvebf\hbox to 0pt{\hss\twentybf\the\secno\kern12pt}#1}%
+ {\green{%
+ \twelvebf\hbox to 0pt{\hss\twentybf\the\secno\kern12pt}#1%
+ }}%
\protectedwrite\tocout{\the\secno\quad
#1\hskip.5em\leaders\hbox to 1.2em{.\hss}\hfill}%
\write\tocout{\hbox to .5em{\hss\the\pageno}\par}%
\par\medskip\penalty1000\relax}
-\parindent2pc
+\parindent=2pc
+\parskip=3pt plus 2pt minus 1pt\relax
% title
-\centerline{\twentyrm The
- \scalehbox{0.5}{0.5}{%
- \special{pdf:code q 1 Tr}%
- {\hugesans\umpx}%
- \special{pdf:code Q}}
- package}
+\centerline{\twentyrm The
+ \scalehbox{0.5}{0.5}{\special{pdf:code q 1 Tr}%
+ {\hugesans\umpx}%
+ \special{pdf:code Q}} package}
\biggskip
\centerline{Zhang Tingxuan}
\medskip
-\centerline{2022/11/26\quad Version 0.1}
+\centerline{2022/12/23\quad Version 0.1a}
\biggskip
+\begingroup\parskip0pt
\centerline{\bf Abstract}
-\medskip
-{\leftskip=4pc\rightskip=4pc\parindent=1.5pc
+\smallskip
+\leftskip=4pc\rightskip=4pc\parindent=1.5pc\relax
{\sf\umpx} package provides OpenType math font support in {\it plain \tex\/}
-format. The {\sf\umpx} package needs \xetex.\par}
+format. The {\sf\umpx} package needs \xetex.\par
% TOC
\bigskip
\centerline{\bf Contents}
-\medskip
-\begingroup\leftskip=4pc\rightskip=4pc\parindent=0pc
+\smallskip
+\parindent=0pt\relax
\ifeof\tocin\else\closein\tocin\input\tocname\fi
\endgroup\bigskip
+
\section{How to use this package?}
Please notice again that you're using {\it plain\/} format but not
\latex\ format. If you are using \latex\ format, please use
@@ -152,23 +163,20 @@
such as "\fiverm", "\sevensf", "\twelvett", etc.
Take ten point as an example,
-$$\vbox{\openup10pt%
- \halign{ \hfil#\hfil \cr
- {\twelverm Serif} \cr
- \vbox{\openup-8pt\halign{#&\quad#&\quad#\cr
- & Upright & {\tenit Italic} \cr
- Medium & "\tenrm" & "\tenit" \cr
- {\tenbf Bold} & "\tenbf" & "\tenbfit" \cr}} \cr
- {\twelvesf Sans} \cr
- \vbox{\openup-8pt\halign{#&\quad#&\quad#\cr
- & {\tensf Upright} & {\tensfit Italic} \cr
- {\tensf Medium} & "\tensf" & "\tensfit" \cr
- {\tensfbf Bold} & "\tensfbf" & "\tensfbfit" \cr}} \cr
- {\twelvett Typewritter} \cr
- \vbox{\openup-8pt\halign{#&\quad#&\quad#\cr
- & {\tentt Upright} & {\tenttit Italic} \cr
- {\tentt Medium} & "\tentt" & "\tenttit" \cr
- {\tenttbf Bold} & "\tenttbf" & "\tenttbfit" \cr}} \cr}}$$
+$$\begingroup\let\tentt\seventt%
+ \vbox{\openup-1pt\halign{#\hfil&\ \ #\hfil&\ \ #\hfil\cr
+ \green{\sevenrm(Serif)} & {\sevenrm Upright} & {\sevenit Italic} \cr
+ {\sevenrm Medium}& "\tenrm" & "\tenit" \cr
+ {\sevenbf Bold} & "\tenbf" & "\tenbfit" \cr}}\ \vrule\ \
+ \vbox{\openup-1pt\halign{#\hfil&\ \ #\hfil&\ \ #\hfil\cr
+ \green{\sevensf(Sans)} & {\sevensf Upright} & {\sevensfit Italic} \cr
+ {\sevensf Medium} & "\tensf" & "\tensfit" \cr
+ {\sevensfbf Bold} & "\tensfbf" & "\tensfbfit" \cr}}\ \vrule\ \
+ \vbox{\openup-1pt\halign{#\hfil&\ \ #\hfil&\ \ #\hfil\cr
+ \green{\seventt(Mono)} & {\seventt Upright} & {\seventtit Italic} \cr
+ {\seventt Medium} & "\tentt" & "\tenttit" \cr
+ {\seventtbf Bold} & "\tenttbf" & "\tenttbfit" \cr}}
+\endgroup$$
The font commands can be used as those provided in "plain.tex", for example,
"{\tenbfit ABC}" yields {\tenbfit ABC}.
@@ -203,7 +211,7 @@
OpenType math font is loaded. For example, "$a{\bf0}={\bf0}$" yields
$a{\bf0}={\bf0}$. Available math font commands are listed below:
\begintt
-\rm, \bf, \it, \bfit,\sf, \sfbf, \sfit, \sfbfit,
+\rm, \bf, \it, \bfit, \sf, \sfbf, \sfit, \sfbfit,
\tt, \cal, \calbf, \bb, \bbit, \frak, \frakbf
\endtt
The \<family>-\<series>-\<shape> order of these commands allows being random;
@@ -218,8 +226,13 @@
in Terminal.
You can also input Unicode math characters in your document's source file.
-For example, "$∫_a^b y\,dx$" yields $∫_a^b y\,dx$ and "$$∫_a^b y\,dx.$$" yields
-$$∫_a^b y\,dx.$$
+For example,
+$$\vbox{\openup3pt\halign{#\hfil&\qquad#\hfil\cr
+{\tenit Input}&{\tenit yields}\cr
+"$ ∑_{i=0}^∞ ∫_a^b ρ_i \, {\rm d} τ' $" &
+ $∑_{i=0}^∞ ∫_a^b ρ_i\,{\rm d}τ'$\cr
+"$$∑_{i=0}^∞ ∫_a^b ρ_i \, {\rm d} τ'$$" &
+ $\displaystyle ∑_{i=0}^∞ ∫_a^b ρ_i\,{\rm d}τ'$\cr}}$$
@@ -228,7 +241,7 @@
in superscript. After loading this package, the primes produced by ``"'"''
will be turned into Unicode primes:
$$\vbox{\openup2pt\halign{#\hfil\quad&\quad#\hfil\quad&\quad#\hfil\cr
-{\it Input} & {yields} & {\it Unicode slot}\cr
+{\tenit Input} & {\tenit yields} & {\tenit Unicode slot}\cr
"$'$" & $^{\hbox{\sevenlmmath\charhex2032}}$ & U+2032 \cr
"$''$" & $^{\hbox{\sevenlmmath\charhex2033}}$ & U+2033 \cr
"$'''$" & $^{\hbox{\sevenlmmath\charhex2034}}$ & U+2034 \cr
Added: trunk/Master/texmf-dist/tex/xetex/unimath-plain-xetex/unimath-plain-alphabet.tex
===================================================================
--- trunk/Master/texmf-dist/tex/xetex/unimath-plain-xetex/unimath-plain-alphabet.tex (rev 0)
+++ trunk/Master/texmf-dist/tex/xetex/unimath-plain-xetex/unimath-plain-alphabet.tex 2022-12-22 21:14:34 UTC (rev 65334)
@@ -0,0 +1,1106 @@
+%% <FILE> unimath-plain-xetex-alphabet
+%% ******************************************************
+%% * This work may be distributed and/or modified under *
+%% * the conditions of the LaTeX Project Public License *
+%% * http://www.latex-project.org/lppl.txt *
+%% * either version 1.3c of this license or any later *
+%% * version. *
+%% ******************************************************
+\protected\def\rm{%
+ \Umathcode `\Α = 0 \normalfam "00391
+ \Umathcode `\Β = 0 \normalfam "00392
+ \Umathcode `\Γ = 0 \normalfam "00393
+ \Umathcode `\Δ = 0 \normalfam "00394
+ \Umathcode `\Ε = 0 \normalfam "00395
+ \Umathcode `\Ζ = 0 \normalfam "00396
+ \Umathcode `\Η = 0 \normalfam "00397
+ \Umathcode `\Θ = 0 \normalfam "00398
+ \Umathcode `\Ι = 0 \normalfam "00399
+ \Umathcode `\Κ = 0 \normalfam "0039A
+ \Umathcode `\Λ = 0 \normalfam "0039B
+ \Umathcode `\Μ = 0 \normalfam "0039C
+ \Umathcode `\Ν = 0 \normalfam "0039D
+ \Umathcode `\Ξ = 0 \normalfam "0039E
+ \Umathcode `\Ο = 0 \normalfam "0039F
+ \Umathcode `\Π = 0 \normalfam "003A0
+ \Umathcode `\Ρ = 0 \normalfam "003A1
+ \Umathcode `\Σ = 0 \normalfam "003A3
+ \Umathcode `\Τ = 0 \normalfam "003A4
+ \Umathcode `\Υ = 0 \normalfam "003A5
+ \Umathcode `\Φ = 0 \normalfam "003A6
+ \Umathcode `\Χ = 0 \normalfam "003A7
+ \Umathcode `\Ψ = 0 \normalfam "003A8
+ \Umathcode `\Ω = 0 \normalfam "003A9
+ \Umathcode `\α = 0 \normalfam "003B1
+ \Umathcode `\β = 0 \normalfam "003B2
+ \Umathcode `\γ = 0 \normalfam "003B3
+ \Umathcode `\δ = 0 \normalfam "003B4
+ \Umathcode `\ε = 0 \normalfam "003B5
+ \Umathcode `\ζ = 0 \normalfam "003B6
+ \Umathcode `\η = 0 \normalfam "003B7
+ \Umathcode `\θ = 0 \normalfam "003B8
+ \Umathcode `\ι = 0 \normalfam "003B9
+ \Umathcode `\κ = 0 \normalfam "003BA
+ \Umathcode `\λ = 0 \normalfam "003BB
+ \Umathcode `\μ = 0 \normalfam "003BC
+ \Umathcode `\ν = 0 \normalfam "003BD
+ \Umathcode `\ξ = 0 \normalfam "003BE
+ \Umathcode `\ο = 0 \normalfam "003BF
+ \Umathcode `\π = 0 \normalfam "003C0
+ \Umathcode `\ρ = 0 \normalfam "003C1
+ \Umathcode `\ς = 0 \normalfam "003C2
+ \Umathcode `\σ = 0 \normalfam "003C3
+ \Umathcode `\τ = 0 \normalfam "003C4
+ \Umathcode `\υ = 0 \normalfam "003C5
+ \Umathcode `\φ = 0 \normalfam "003C6
+ \Umathcode `\χ = 0 \normalfam "003C7
+ \Umathcode `\ψ = 0 \normalfam "003C8
+ \Umathcode `\ω = 0 \normalfam "003C9
+ \Umathcode `\ϑ = 0 \normalfam "003D1
+ \Umathcode `\ϕ = 0 \normalfam "003D5
+ \Umathcode `\ϖ = 0 \normalfam "003D6
+ \Umathcode `\ϰ = 0 \normalfam "003F0
+ \Umathcode `\ϱ = 0 \normalfam "003F1
+ \Umathcode `\ϴ = 0 \normalfam "003F4
+ \Umathcode `\ϵ = 0 \normalfam "003F5
+\tenrm}%
+\protected\def\it{%
+ \Umathcode `\A = 0 \normalfam "1D434
+ \Umathcode `\B = 0 \normalfam "1D435
+ \Umathcode `\C = 0 \normalfam "1D436
+ \Umathcode `\D = 0 \normalfam "1D437
+ \Umathcode `\E = 0 \normalfam "1D438
+ \Umathcode `\F = 0 \normalfam "1D439
+ \Umathcode `\G = 0 \normalfam "1D43A
+ \Umathcode `\H = 0 \normalfam "1D43B
+ \Umathcode `\I = 0 \normalfam "1D43C
+ \Umathcode `\J = 0 \normalfam "1D43D
+ \Umathcode `\K = 0 \normalfam "1D43E
+ \Umathcode `\L = 0 \normalfam "1D43F
+ \Umathcode `\M = 0 \normalfam "1D440
+ \Umathcode `\N = 0 \normalfam "1D441
+ \Umathcode `\O = 0 \normalfam "1D442
+ \Umathcode `\P = 0 \normalfam "1D443
+ \Umathcode `\Q = 0 \normalfam "1D444
+ \Umathcode `\R = 0 \normalfam "1D445
+ \Umathcode `\S = 0 \normalfam "1D446
+ \Umathcode `\T = 0 \normalfam "1D447
+ \Umathcode `\U = 0 \normalfam "1D448
+ \Umathcode `\V = 0 \normalfam "1D449
+ \Umathcode `\W = 0 \normalfam "1D44A
+ \Umathcode `\X = 0 \normalfam "1D44B
+ \Umathcode `\Y = 0 \normalfam "1D44C
+ \Umathcode `\Z = 0 \normalfam "1D44D
+ \Umathcode `\a = 0 \normalfam "1D44E
+ \Umathcode `\b = 0 \normalfam "1D44F
+ \Umathcode `\c = 0 \normalfam "1D450
+ \Umathcode `\d = 0 \normalfam "1D451
+ \Umathcode `\e = 0 \normalfam "1D452
+ \Umathcode `\f = 0 \normalfam "1D453
+ \Umathcode `\g = 0 \normalfam "1D454
+ \Umathcode `\i = 0 \normalfam "1D456
+ \Umathcode `\j = 0 \normalfam "1D457
+ \Umathcode `\k = 0 \normalfam "1D458
+ \Umathcode `\l = 0 \normalfam "1D459
+ \Umathcode `\m = 0 \normalfam "1D45A
+ \Umathcode `\n = 0 \normalfam "1D45B
+ \Umathcode `\o = 0 \normalfam "1D45C
+ \Umathcode `\p = 0 \normalfam "1D45D
+ \Umathcode `\q = 0 \normalfam "1D45E
+ \Umathcode `\r = 0 \normalfam "1D45F
+ \Umathcode `\s = 0 \normalfam "1D460
+ \Umathcode `\t = 0 \normalfam "1D461
+ \Umathcode `\u = 0 \normalfam "1D462
+ \Umathcode `\v = 0 \normalfam "1D463
+ \Umathcode `\w = 0 \normalfam "1D464
+ \Umathcode `\x = 0 \normalfam "1D465
+ \Umathcode `\y = 0 \normalfam "1D466
+ \Umathcode `\z = 0 \normalfam "1D467
+ \Umathcode `\Α = 0 \normalfam "1D6E2
+ \Umathcode `\Β = 0 \normalfam "1D6E3
+ \Umathcode `\Γ = 0 \normalfam "1D6E4
+ \Umathcode `\Δ = 0 \normalfam "1D6E5
+ \Umathcode `\Ε = 0 \normalfam "1D6E6
+ \Umathcode `\Ζ = 0 \normalfam "1D6E7
+ \Umathcode `\Η = 0 \normalfam "1D6E8
+ \Umathcode `\Θ = 0 \normalfam "1D6E9
+ \Umathcode `\Ι = 0 \normalfam "1D6EA
+ \Umathcode `\Κ = 0 \normalfam "1D6EB
+ \Umathcode `\Λ = 0 \normalfam "1D6EC
+ \Umathcode `\Μ = 0 \normalfam "1D6ED
+ \Umathcode `\Ν = 0 \normalfam "1D6EE
+ \Umathcode `\Ξ = 0 \normalfam "1D6EF
+ \Umathcode `\Ο = 0 \normalfam "1D6F0
+ \Umathcode `\Π = 0 \normalfam "1D6F1
+ \Umathcode `\Ρ = 0 \normalfam "1D6F2
+ \Umathcode `\ϴ = 0 \normalfam "1D6F3
+ \Umathcode `\Σ = 0 \normalfam "1D6F4
+ \Umathcode `\Τ = 0 \normalfam "1D6F5
+ \Umathcode `\Υ = 0 \normalfam "1D6F6
+ \Umathcode `\Φ = 0 \normalfam "1D6F7
+ \Umathcode `\Χ = 0 \normalfam "1D6F8
+ \Umathcode `\Ψ = 0 \normalfam "1D6F9
+ \Umathcode `\Ω = 0 \normalfam "1D6FA
+ \Umathcode `\α = 0 \normalfam "1D6FC
+ \Umathcode `\β = 0 \normalfam "1D6FD
+ \Umathcode `\γ = 0 \normalfam "1D6FE
+ \Umathcode `\δ = 0 \normalfam "1D6FF
+ \Umathcode `\ε = 0 \normalfam "1D700
+ \Umathcode `\ζ = 0 \normalfam "1D701
+ \Umathcode `\η = 0 \normalfam "1D702
+ \Umathcode `\θ = 0 \normalfam "1D703
+ \Umathcode `\ι = 0 \normalfam "1D704
+ \Umathcode `\κ = 0 \normalfam "1D705
+ \Umathcode `\λ = 0 \normalfam "1D706
+ \Umathcode `\μ = 0 \normalfam "1D707
+ \Umathcode `\ν = 0 \normalfam "1D708
+ \Umathcode `\ξ = 0 \normalfam "1D709
+ \Umathcode `\ο = 0 \normalfam "1D70A
+ \Umathcode `\π = 0 \normalfam "1D70B
+ \Umathcode `\ρ = 0 \normalfam "1D70C
+ \Umathcode `\ς = 0 \normalfam "1D70D
+ \Umathcode `\σ = 0 \normalfam "1D70E
+ \Umathcode `\τ = 0 \normalfam "1D70F
+ \Umathcode `\υ = 0 \normalfam "1D710
+ \Umathcode `\φ = 0 \normalfam "1D711
+ \Umathcode `\χ = 0 \normalfam "1D712
+ \Umathcode `\ψ = 0 \normalfam "1D713
+ \Umathcode `\ω = 0 \normalfam "1D714
+ \Umathcode `\ϵ = 0 \normalfam "1D716
+ \Umathcode `\ϑ = 0 \normalfam "1D717
+ \Umathcode `\ϰ = 0 \normalfam "1D718
+ \Umathcode `\ϕ = 0 \normalfam "1D719
+ \Umathcode `\ϱ = 0 \normalfam "1D71A
+ \Umathcode `\ϖ = 0 \normalfam "1D71B
+ \Umathcode `\∇ = 0 \normalfam "1D6FB
+ \Umathcode `\∂ = 0 \normalfam "1D715
+\tenit}%
+\protected\def\bf{%
+ \Umathcode `\0 = 0 \normalfam "1D7CE
+ \Umathcode `\1 = 0 \normalfam "1D7CF
+ \Umathcode `\2 = 0 \normalfam "1D7D0
+ \Umathcode `\3 = 0 \normalfam "1D7D1
+ \Umathcode `\4 = 0 \normalfam "1D7D2
+ \Umathcode `\5 = 0 \normalfam "1D7D3
+ \Umathcode `\6 = 0 \normalfam "1D7D4
+ \Umathcode `\7 = 0 \normalfam "1D7D5
+ \Umathcode `\8 = 0 \normalfam "1D7D6
+ \Umathcode `\9 = 0 \normalfam "1D7D7
+ \Umathcode `\A = 0 \normalfam "1D400
+ \Umathcode `\B = 0 \normalfam "1D401
+ \Umathcode `\C = 0 \normalfam "1D402
+ \Umathcode `\D = 0 \normalfam "1D403
+ \Umathcode `\E = 0 \normalfam "1D404
+ \Umathcode `\F = 0 \normalfam "1D405
+ \Umathcode `\G = 0 \normalfam "1D406
+ \Umathcode `\H = 0 \normalfam "1D407
+ \Umathcode `\I = 0 \normalfam "1D408
+ \Umathcode `\J = 0 \normalfam "1D409
+ \Umathcode `\K = 0 \normalfam "1D40A
+ \Umathcode `\L = 0 \normalfam "1D40B
+ \Umathcode `\M = 0 \normalfam "1D40C
+ \Umathcode `\N = 0 \normalfam "1D40D
+ \Umathcode `\O = 0 \normalfam "1D40E
+ \Umathcode `\P = 0 \normalfam "1D40F
+ \Umathcode `\Q = 0 \normalfam "1D410
+ \Umathcode `\R = 0 \normalfam "1D411
+ \Umathcode `\S = 0 \normalfam "1D412
+ \Umathcode `\T = 0 \normalfam "1D413
+ \Umathcode `\U = 0 \normalfam "1D414
+ \Umathcode `\V = 0 \normalfam "1D415
+ \Umathcode `\W = 0 \normalfam "1D416
+ \Umathcode `\X = 0 \normalfam "1D417
+ \Umathcode `\Y = 0 \normalfam "1D418
+ \Umathcode `\Z = 0 \normalfam "1D419
+ \Umathcode `\a = 0 \normalfam "1D41A
+ \Umathcode `\b = 0 \normalfam "1D41B
+ \Umathcode `\c = 0 \normalfam "1D41C
+ \Umathcode `\d = 0 \normalfam "1D41D
+ \Umathcode `\e = 0 \normalfam "1D41E
+ \Umathcode `\f = 0 \normalfam "1D41F
+ \Umathcode `\g = 0 \normalfam "1D420
+ \Umathcode `\h = 0 \normalfam "1D421
+ \Umathcode `\i = 0 \normalfam "1D422
+ \Umathcode `\j = 0 \normalfam "1D423
+ \Umathcode `\k = 0 \normalfam "1D424
+ \Umathcode `\l = 0 \normalfam "1D425
+ \Umathcode `\m = 0 \normalfam "1D426
+ \Umathcode `\n = 0 \normalfam "1D427
+ \Umathcode `\o = 0 \normalfam "1D428
+ \Umathcode `\p = 0 \normalfam "1D429
+ \Umathcode `\q = 0 \normalfam "1D42A
+ \Umathcode `\r = 0 \normalfam "1D42B
+ \Umathcode `\s = 0 \normalfam "1D42C
+ \Umathcode `\t = 0 \normalfam "1D42D
+ \Umathcode `\u = 0 \normalfam "1D42E
+ \Umathcode `\v = 0 \normalfam "1D42F
+ \Umathcode `\w = 0 \normalfam "1D430
+ \Umathcode `\x = 0 \normalfam "1D431
+ \Umathcode `\y = 0 \normalfam "1D432
+ \Umathcode `\z = 0 \normalfam "1D433
+ \Umathcode `\Α = 0 \normalfam "1D6A8
+ \Umathcode `\Β = 0 \normalfam "1D6A9
+ \Umathcode `\Γ = 0 \normalfam "1D6AA
+ \Umathcode `\Δ = 0 \normalfam "1D6AB
+ \Umathcode `\Ε = 0 \normalfam "1D6AC
+ \Umathcode `\Ζ = 0 \normalfam "1D6AD
+ \Umathcode `\Η = 0 \normalfam "1D6AE
+ \Umathcode `\Θ = 0 \normalfam "1D6AF
+ \Umathcode `\Ι = 0 \normalfam "1D6B0
+ \Umathcode `\Κ = 0 \normalfam "1D6B1
+ \Umathcode `\Λ = 0 \normalfam "1D6B2
+ \Umathcode `\Μ = 0 \normalfam "1D6B3
+ \Umathcode `\Ν = 0 \normalfam "1D6B4
+ \Umathcode `\Ξ = 0 \normalfam "1D6B5
+ \Umathcode `\Ο = 0 \normalfam "1D6B6
+ \Umathcode `\Π = 0 \normalfam "1D6B7
+ \Umathcode `\Ρ = 0 \normalfam "1D6B8
+ \Umathcode `\ϴ = 0 \normalfam "1D6B9
+ \Umathcode `\Σ = 0 \normalfam "1D6BA
+ \Umathcode `\Τ = 0 \normalfam "1D6BB
+ \Umathcode `\Υ = 0 \normalfam "1D6BC
+ \Umathcode `\Φ = 0 \normalfam "1D6BD
+ \Umathcode `\Χ = 0 \normalfam "1D6BE
+ \Umathcode `\Ψ = 0 \normalfam "1D6BF
+ \Umathcode `\Ω = 0 \normalfam "1D6C0
+ \Umathcode `\α = 0 \normalfam "1D6C2
+ \Umathcode `\β = 0 \normalfam "1D6C3
+ \Umathcode `\γ = 0 \normalfam "1D6C4
+ \Umathcode `\δ = 0 \normalfam "1D6C5
+ \Umathcode `\ε = 0 \normalfam "1D6C6
+ \Umathcode `\ζ = 0 \normalfam "1D6C7
+ \Umathcode `\η = 0 \normalfam "1D6C8
+ \Umathcode `\θ = 0 \normalfam "1D6C9
+ \Umathcode `\ι = 0 \normalfam "1D6CA
+ \Umathcode `\κ = 0 \normalfam "1D6CB
+ \Umathcode `\λ = 0 \normalfam "1D6CC
+ \Umathcode `\μ = 0 \normalfam "1D6CD
+ \Umathcode `\ν = 0 \normalfam "1D6CE
+ \Umathcode `\ξ = 0 \normalfam "1D6CF
+ \Umathcode `\ο = 0 \normalfam "1D6D0
+ \Umathcode `\π = 0 \normalfam "1D6D1
+ \Umathcode `\ρ = 0 \normalfam "1D6D2
+ \Umathcode `\ς = 0 \normalfam "1D6D3
+ \Umathcode `\σ = 0 \normalfam "1D6D4
+ \Umathcode `\τ = 0 \normalfam "1D6D5
+ \Umathcode `\υ = 0 \normalfam "1D6D6
+ \Umathcode `\φ = 0 \normalfam "1D6D7
+ \Umathcode `\χ = 0 \normalfam "1D6D8
+ \Umathcode `\ψ = 0 \normalfam "1D6D9
+ \Umathcode `\ω = 0 \normalfam "1D6DA
+ \Umathcode `\ϵ = 0 \normalfam "1D6DC
+ \Umathcode `\ϑ = 0 \normalfam "1D6DD
+ \Umathcode `\ϰ = 0 \normalfam "1D6DE
+ \Umathcode `\ϕ = 0 \normalfam "1D6DF
+ \Umathcode `\ϱ = 0 \normalfam "1D6E0
+ \Umathcode `\ϖ = 0 \normalfam "1D6E1
+ \Umathcode `\∇ = 0 \normalfam "1D6C1
+ \Umathcode `\∂ = 0 \normalfam "1D6DB
+\tenbf}%
+\protected\def\sf{%
+ \Umathcode `\0 = 0 \normalfam "1D7E2
+ \Umathcode `\1 = 0 \normalfam "1D7E3
+ \Umathcode `\2 = 0 \normalfam "1D7E4
+ \Umathcode `\3 = 0 \normalfam "1D7E5
+ \Umathcode `\4 = 0 \normalfam "1D7E6
+ \Umathcode `\5 = 0 \normalfam "1D7E7
+ \Umathcode `\6 = 0 \normalfam "1D7E8
+ \Umathcode `\7 = 0 \normalfam "1D7E9
+ \Umathcode `\8 = 0 \normalfam "1D7EA
+ \Umathcode `\9 = 0 \normalfam "1D7EB
+ \Umathcode `\A = 0 \normalfam "1D5A0
+ \Umathcode `\B = 0 \normalfam "1D5A1
+ \Umathcode `\C = 0 \normalfam "1D5A2
+ \Umathcode `\D = 0 \normalfam "1D5A3
+ \Umathcode `\E = 0 \normalfam "1D5A4
+ \Umathcode `\F = 0 \normalfam "1D5A5
+ \Umathcode `\G = 0 \normalfam "1D5A6
+ \Umathcode `\H = 0 \normalfam "1D5A7
+ \Umathcode `\I = 0 \normalfam "1D5A8
+ \Umathcode `\J = 0 \normalfam "1D5A9
+ \Umathcode `\K = 0 \normalfam "1D5AA
+ \Umathcode `\L = 0 \normalfam "1D5AB
+ \Umathcode `\M = 0 \normalfam "1D5AC
+ \Umathcode `\N = 0 \normalfam "1D5AD
+ \Umathcode `\O = 0 \normalfam "1D5AE
+ \Umathcode `\P = 0 \normalfam "1D5AF
+ \Umathcode `\Q = 0 \normalfam "1D5B0
+ \Umathcode `\R = 0 \normalfam "1D5B1
+ \Umathcode `\S = 0 \normalfam "1D5B2
+ \Umathcode `\T = 0 \normalfam "1D5B3
+ \Umathcode `\U = 0 \normalfam "1D5B4
+ \Umathcode `\V = 0 \normalfam "1D5B5
+ \Umathcode `\W = 0 \normalfam "1D5B6
+ \Umathcode `\X = 0 \normalfam "1D5B7
+ \Umathcode `\Y = 0 \normalfam "1D5B8
+ \Umathcode `\Z = 0 \normalfam "1D5B9
+ \Umathcode `\a = 0 \normalfam "1D5BA
+ \Umathcode `\b = 0 \normalfam "1D5BB
+ \Umathcode `\c = 0 \normalfam "1D5BC
+ \Umathcode `\d = 0 \normalfam "1D5BD
+ \Umathcode `\e = 0 \normalfam "1D5BE
+ \Umathcode `\f = 0 \normalfam "1D5BF
+ \Umathcode `\g = 0 \normalfam "1D5C0
+ \Umathcode `\h = 0 \normalfam "1D5C1
+ \Umathcode `\i = 0 \normalfam "1D5C2
+ \Umathcode `\j = 0 \normalfam "1D5C3
+ \Umathcode `\k = 0 \normalfam "1D5C4
+ \Umathcode `\l = 0 \normalfam "1D5C5
+ \Umathcode `\m = 0 \normalfam "1D5C6
+ \Umathcode `\n = 0 \normalfam "1D5C7
+ \Umathcode `\o = 0 \normalfam "1D5C8
+ \Umathcode `\p = 0 \normalfam "1D5C9
+ \Umathcode `\q = 0 \normalfam "1D5CA
+ \Umathcode `\r = 0 \normalfam "1D5CB
+ \Umathcode `\s = 0 \normalfam "1D5CC
+ \Umathcode `\t = 0 \normalfam "1D5CD
+ \Umathcode `\u = 0 \normalfam "1D5CE
+ \Umathcode `\v = 0 \normalfam "1D5CF
+ \Umathcode `\w = 0 \normalfam "1D5D0
+ \Umathcode `\x = 0 \normalfam "1D5D1
+ \Umathcode `\y = 0 \normalfam "1D5D2
+ \Umathcode `\z = 0 \normalfam "1D5D3
+\tensf}%
+\protected\def\tt{%
+ \Umathcode `\0 = 0 \normalfam "1D7F6
+ \Umathcode `\1 = 0 \normalfam "1D7F7
+ \Umathcode `\2 = 0 \normalfam "1D7F8
+ \Umathcode `\3 = 0 \normalfam "1D7F9
+ \Umathcode `\4 = 0 \normalfam "1D7FA
+ \Umathcode `\5 = 0 \normalfam "1D7FB
+ \Umathcode `\6 = 0 \normalfam "1D7FC
+ \Umathcode `\7 = 0 \normalfam "1D7FD
+ \Umathcode `\8 = 0 \normalfam "1D7FE
+ \Umathcode `\9 = 0 \normalfam "1D7FF
+ \Umathcode `\A = 0 \normalfam "1D670
+ \Umathcode `\B = 0 \normalfam "1D671
+ \Umathcode `\C = 0 \normalfam "1D672
+ \Umathcode `\D = 0 \normalfam "1D673
+ \Umathcode `\E = 0 \normalfam "1D674
+ \Umathcode `\F = 0 \normalfam "1D675
+ \Umathcode `\G = 0 \normalfam "1D676
+ \Umathcode `\H = 0 \normalfam "1D677
+ \Umathcode `\I = 0 \normalfam "1D678
+ \Umathcode `\J = 0 \normalfam "1D679
+ \Umathcode `\K = 0 \normalfam "1D67A
+ \Umathcode `\L = 0 \normalfam "1D67B
+ \Umathcode `\M = 0 \normalfam "1D67C
+ \Umathcode `\N = 0 \normalfam "1D67D
+ \Umathcode `\O = 0 \normalfam "1D67E
+ \Umathcode `\P = 0 \normalfam "1D67F
+ \Umathcode `\Q = 0 \normalfam "1D680
+ \Umathcode `\R = 0 \normalfam "1D681
+ \Umathcode `\S = 0 \normalfam "1D682
+ \Umathcode `\T = 0 \normalfam "1D683
+ \Umathcode `\U = 0 \normalfam "1D684
+ \Umathcode `\V = 0 \normalfam "1D685
+ \Umathcode `\W = 0 \normalfam "1D686
+ \Umathcode `\X = 0 \normalfam "1D687
+ \Umathcode `\Y = 0 \normalfam "1D688
+ \Umathcode `\Z = 0 \normalfam "1D689
+ \Umathcode `\a = 0 \normalfam "1D68A
+ \Umathcode `\b = 0 \normalfam "1D68B
+ \Umathcode `\c = 0 \normalfam "1D68C
+ \Umathcode `\d = 0 \normalfam "1D68D
+ \Umathcode `\e = 0 \normalfam "1D68E
+ \Umathcode `\f = 0 \normalfam "1D68F
+ \Umathcode `\g = 0 \normalfam "1D690
+ \Umathcode `\h = 0 \normalfam "1D691
+ \Umathcode `\i = 0 \normalfam "1D692
+ \Umathcode `\j = 0 \normalfam "1D693
+ \Umathcode `\k = 0 \normalfam "1D694
+ \Umathcode `\l = 0 \normalfam "1D695
+ \Umathcode `\m = 0 \normalfam "1D696
+ \Umathcode `\n = 0 \normalfam "1D697
+ \Umathcode `\o = 0 \normalfam "1D698
+ \Umathcode `\p = 0 \normalfam "1D699
+ \Umathcode `\q = 0 \normalfam "1D69A
+ \Umathcode `\r = 0 \normalfam "1D69B
+ \Umathcode `\s = 0 \normalfam "1D69C
+ \Umathcode `\t = 0 \normalfam "1D69D
+ \Umathcode `\u = 0 \normalfam "1D69E
+ \Umathcode `\v = 0 \normalfam "1D69F
+ \Umathcode `\w = 0 \normalfam "1D6A0
+ \Umathcode `\x = 0 \normalfam "1D6A1
+ \Umathcode `\y = 0 \normalfam "1D6A2
+ \Umathcode `\z = 0 \normalfam "1D6A3
+\tentt}%
+\protected\def\bfit{%
+ \Umathcode `\A = 0 \normalfam "1D468
+ \Umathcode `\B = 0 \normalfam "1D469
+ \Umathcode `\C = 0 \normalfam "1D46A
+ \Umathcode `\D = 0 \normalfam "1D46B
+ \Umathcode `\E = 0 \normalfam "1D46C
+ \Umathcode `\F = 0 \normalfam "1D46D
+ \Umathcode `\G = 0 \normalfam "1D46E
+ \Umathcode `\H = 0 \normalfam "1D46F
+ \Umathcode `\I = 0 \normalfam "1D470
+ \Umathcode `\J = 0 \normalfam "1D471
+ \Umathcode `\K = 0 \normalfam "1D472
+ \Umathcode `\L = 0 \normalfam "1D473
+ \Umathcode `\M = 0 \normalfam "1D474
+ \Umathcode `\N = 0 \normalfam "1D475
+ \Umathcode `\O = 0 \normalfam "1D476
+ \Umathcode `\P = 0 \normalfam "1D477
+ \Umathcode `\Q = 0 \normalfam "1D478
+ \Umathcode `\R = 0 \normalfam "1D479
+ \Umathcode `\S = 0 \normalfam "1D47A
+ \Umathcode `\T = 0 \normalfam "1D47B
+ \Umathcode `\U = 0 \normalfam "1D47C
+ \Umathcode `\V = 0 \normalfam "1D47D
+ \Umathcode `\W = 0 \normalfam "1D47E
+ \Umathcode `\X = 0 \normalfam "1D47F
+ \Umathcode `\Y = 0 \normalfam "1D480
+ \Umathcode `\Z = 0 \normalfam "1D481
+ \Umathcode `\a = 0 \normalfam "1D482
+ \Umathcode `\b = 0 \normalfam "1D483
+ \Umathcode `\c = 0 \normalfam "1D484
+ \Umathcode `\d = 0 \normalfam "1D485
+ \Umathcode `\e = 0 \normalfam "1D486
+ \Umathcode `\f = 0 \normalfam "1D487
+ \Umathcode `\g = 0 \normalfam "1D488
+ \Umathcode `\h = 0 \normalfam "1D489
+ \Umathcode `\i = 0 \normalfam "1D48A
+ \Umathcode `\j = 0 \normalfam "1D48B
+ \Umathcode `\k = 0 \normalfam "1D48C
+ \Umathcode `\l = 0 \normalfam "1D48D
+ \Umathcode `\m = 0 \normalfam "1D48E
+ \Umathcode `\n = 0 \normalfam "1D48F
+ \Umathcode `\o = 0 \normalfam "1D490
+ \Umathcode `\p = 0 \normalfam "1D491
+ \Umathcode `\q = 0 \normalfam "1D492
+ \Umathcode `\r = 0 \normalfam "1D493
+ \Umathcode `\s = 0 \normalfam "1D494
+ \Umathcode `\t = 0 \normalfam "1D495
+ \Umathcode `\u = 0 \normalfam "1D496
+ \Umathcode `\v = 0 \normalfam "1D497
+ \Umathcode `\w = 0 \normalfam "1D498
+ \Umathcode `\x = 0 \normalfam "1D499
+ \Umathcode `\y = 0 \normalfam "1D49A
+ \Umathcode `\z = 0 \normalfam "1D49B
+ \Umathcode `\Α = 0 \normalfam "1D71C
+ \Umathcode `\Β = 0 \normalfam "1D71D
+ \Umathcode `\Γ = 0 \normalfam "1D71E
+ \Umathcode `\Δ = 0 \normalfam "1D71F
+ \Umathcode `\Ε = 0 \normalfam "1D720
+ \Umathcode `\Ζ = 0 \normalfam "1D721
+ \Umathcode `\Η = 0 \normalfam "1D722
+ \Umathcode `\Θ = 0 \normalfam "1D723
+ \Umathcode `\Ι = 0 \normalfam "1D724
+ \Umathcode `\Κ = 0 \normalfam "1D725
+ \Umathcode `\Λ = 0 \normalfam "1D726
+ \Umathcode `\Μ = 0 \normalfam "1D727
+ \Umathcode `\Ν = 0 \normalfam "1D728
+ \Umathcode `\Ξ = 0 \normalfam "1D729
+ \Umathcode `\Ο = 0 \normalfam "1D72A
+ \Umathcode `\Π = 0 \normalfam "1D72B
+ \Umathcode `\Ρ = 0 \normalfam "1D72C
+ \Umathcode `\ϴ = 0 \normalfam "1D72D
+ \Umathcode `\Σ = 0 \normalfam "1D72E
+ \Umathcode `\Τ = 0 \normalfam "1D72F
+ \Umathcode `\Υ = 0 \normalfam "1D730
+ \Umathcode `\Φ = 0 \normalfam "1D731
+ \Umathcode `\Χ = 0 \normalfam "1D732
+ \Umathcode `\Ψ = 0 \normalfam "1D733
+ \Umathcode `\Ω = 0 \normalfam "1D734
+ \Umathcode `\α = 0 \normalfam "1D736
+ \Umathcode `\β = 0 \normalfam "1D737
+ \Umathcode `\γ = 0 \normalfam "1D738
+ \Umathcode `\δ = 0 \normalfam "1D739
+ \Umathcode `\ε = 0 \normalfam "1D73A
+ \Umathcode `\ζ = 0 \normalfam "1D73B
+ \Umathcode `\η = 0 \normalfam "1D73C
+ \Umathcode `\θ = 0 \normalfam "1D73D
+ \Umathcode `\ι = 0 \normalfam "1D73E
+ \Umathcode `\κ = 0 \normalfam "1D73F
+ \Umathcode `\λ = 0 \normalfam "1D740
+ \Umathcode `\μ = 0 \normalfam "1D741
+ \Umathcode `\ν = 0 \normalfam "1D742
+ \Umathcode `\ξ = 0 \normalfam "1D743
+ \Umathcode `\ο = 0 \normalfam "1D744
+ \Umathcode `\π = 0 \normalfam "1D745
+ \Umathcode `\ρ = 0 \normalfam "1D746
+ \Umathcode `\ς = 0 \normalfam "1D747
+ \Umathcode `\σ = 0 \normalfam "1D748
+ \Umathcode `\τ = 0 \normalfam "1D749
+ \Umathcode `\υ = 0 \normalfam "1D74A
+ \Umathcode `\φ = 0 \normalfam "1D74B
+ \Umathcode `\χ = 0 \normalfam "1D74C
+ \Umathcode `\ψ = 0 \normalfam "1D74D
+ \Umathcode `\ω = 0 \normalfam "1D74E
+ \Umathcode `\ϵ = 0 \normalfam "1D750
+ \Umathcode `\ϑ = 0 \normalfam "1D751
+ \Umathcode `\ϰ = 0 \normalfam "1D752
+ \Umathcode `\ϕ = 0 \normalfam "1D753
+ \Umathcode `\ϱ = 0 \normalfam "1D754
+ \Umathcode `\ϖ = 0 \normalfam "1D755
+ \Umathcode `\∇ = 0 \normalfam "1D735
+ \Umathcode `\∂ = 0 \normalfam "1D74F
+\tenbfit}%
+\protected\def\sfit{%
+ \Umathcode `\A = 0 \normalfam "1D608
+ \Umathcode `\B = 0 \normalfam "1D609
+ \Umathcode `\C = 0 \normalfam "1D60A
+ \Umathcode `\D = 0 \normalfam "1D60B
+ \Umathcode `\E = 0 \normalfam "1D60C
+ \Umathcode `\F = 0 \normalfam "1D60D
+ \Umathcode `\G = 0 \normalfam "1D60E
+ \Umathcode `\H = 0 \normalfam "1D60F
+ \Umathcode `\I = 0 \normalfam "1D610
+ \Umathcode `\J = 0 \normalfam "1D611
+ \Umathcode `\K = 0 \normalfam "1D612
+ \Umathcode `\L = 0 \normalfam "1D613
+ \Umathcode `\M = 0 \normalfam "1D614
+ \Umathcode `\N = 0 \normalfam "1D615
+ \Umathcode `\O = 0 \normalfam "1D616
+ \Umathcode `\P = 0 \normalfam "1D617
+ \Umathcode `\Q = 0 \normalfam "1D618
+ \Umathcode `\R = 0 \normalfam "1D619
+ \Umathcode `\S = 0 \normalfam "1D61A
+ \Umathcode `\T = 0 \normalfam "1D61B
+ \Umathcode `\U = 0 \normalfam "1D61C
+ \Umathcode `\V = 0 \normalfam "1D61D
+ \Umathcode `\W = 0 \normalfam "1D61E
+ \Umathcode `\X = 0 \normalfam "1D61F
+ \Umathcode `\Y = 0 \normalfam "1D620
+ \Umathcode `\Z = 0 \normalfam "1D621
+ \Umathcode `\a = 0 \normalfam "1D622
+ \Umathcode `\b = 0 \normalfam "1D623
+ \Umathcode `\c = 0 \normalfam "1D624
+ \Umathcode `\d = 0 \normalfam "1D625
+ \Umathcode `\e = 0 \normalfam "1D626
+ \Umathcode `\f = 0 \normalfam "1D627
+ \Umathcode `\g = 0 \normalfam "1D628
+ \Umathcode `\h = 0 \normalfam "1D629
+ \Umathcode `\i = 0 \normalfam "1D62A
+ \Umathcode `\j = 0 \normalfam "1D62B
+ \Umathcode `\k = 0 \normalfam "1D62C
+ \Umathcode `\l = 0 \normalfam "1D62D
+ \Umathcode `\m = 0 \normalfam "1D62E
+ \Umathcode `\n = 0 \normalfam "1D62F
+ \Umathcode `\o = 0 \normalfam "1D630
+ \Umathcode `\p = 0 \normalfam "1D631
+ \Umathcode `\q = 0 \normalfam "1D632
+ \Umathcode `\r = 0 \normalfam "1D633
+ \Umathcode `\s = 0 \normalfam "1D634
+ \Umathcode `\t = 0 \normalfam "1D635
+ \Umathcode `\u = 0 \normalfam "1D636
+ \Umathcode `\v = 0 \normalfam "1D637
+ \Umathcode `\w = 0 \normalfam "1D638
+ \Umathcode `\x = 0 \normalfam "1D639
+ \Umathcode `\y = 0 \normalfam "1D63A
+ \Umathcode `\z = 0 \normalfam "1D63B
+\tensfit}%
+\protected\def\sfbf{%
+ \Umathcode `\0 = 0 \normalfam "1D7EC
+ \Umathcode `\1 = 0 \normalfam "1D7ED
+ \Umathcode `\2 = 0 \normalfam "1D7EE
+ \Umathcode `\3 = 0 \normalfam "1D7EF
+ \Umathcode `\4 = 0 \normalfam "1D7F0
+ \Umathcode `\5 = 0 \normalfam "1D7F1
+ \Umathcode `\6 = 0 \normalfam "1D7F2
+ \Umathcode `\7 = 0 \normalfam "1D7F3
+ \Umathcode `\8 = 0 \normalfam "1D7F4
+ \Umathcode `\9 = 0 \normalfam "1D7F5
+ \Umathcode `\A = 0 \normalfam "1D5D4
+ \Umathcode `\B = 0 \normalfam "1D5D5
+ \Umathcode `\C = 0 \normalfam "1D5D6
+ \Umathcode `\D = 0 \normalfam "1D5D7
+ \Umathcode `\E = 0 \normalfam "1D5D8
+ \Umathcode `\F = 0 \normalfam "1D5D9
+ \Umathcode `\G = 0 \normalfam "1D5DA
+ \Umathcode `\H = 0 \normalfam "1D5DB
+ \Umathcode `\I = 0 \normalfam "1D5DC
+ \Umathcode `\J = 0 \normalfam "1D5DD
+ \Umathcode `\K = 0 \normalfam "1D5DE
+ \Umathcode `\L = 0 \normalfam "1D5DF
+ \Umathcode `\M = 0 \normalfam "1D5E0
+ \Umathcode `\N = 0 \normalfam "1D5E1
+ \Umathcode `\O = 0 \normalfam "1D5E2
+ \Umathcode `\P = 0 \normalfam "1D5E3
+ \Umathcode `\Q = 0 \normalfam "1D5E4
+ \Umathcode `\R = 0 \normalfam "1D5E5
+ \Umathcode `\S = 0 \normalfam "1D5E6
+ \Umathcode `\T = 0 \normalfam "1D5E7
+ \Umathcode `\U = 0 \normalfam "1D5E8
+ \Umathcode `\V = 0 \normalfam "1D5E9
+ \Umathcode `\W = 0 \normalfam "1D5EA
+ \Umathcode `\X = 0 \normalfam "1D5EB
+ \Umathcode `\Y = 0 \normalfam "1D5EC
+ \Umathcode `\Z = 0 \normalfam "1D5ED
+ \Umathcode `\a = 0 \normalfam "1D5EE
+ \Umathcode `\b = 0 \normalfam "1D5EF
+ \Umathcode `\c = 0 \normalfam "1D5F0
+ \Umathcode `\d = 0 \normalfam "1D5F1
+ \Umathcode `\e = 0 \normalfam "1D5F2
+ \Umathcode `\f = 0 \normalfam "1D5F3
+ \Umathcode `\g = 0 \normalfam "1D5F4
+ \Umathcode `\h = 0 \normalfam "1D5F5
+ \Umathcode `\i = 0 \normalfam "1D5F6
+ \Umathcode `\j = 0 \normalfam "1D5F7
+ \Umathcode `\k = 0 \normalfam "1D5F8
+ \Umathcode `\l = 0 \normalfam "1D5F9
+ \Umathcode `\m = 0 \normalfam "1D5FA
+ \Umathcode `\n = 0 \normalfam "1D5FB
+ \Umathcode `\o = 0 \normalfam "1D5FC
+ \Umathcode `\p = 0 \normalfam "1D5FD
+ \Umathcode `\q = 0 \normalfam "1D5FE
+ \Umathcode `\r = 0 \normalfam "1D5FF
+ \Umathcode `\s = 0 \normalfam "1D600
+ \Umathcode `\t = 0 \normalfam "1D601
+ \Umathcode `\u = 0 \normalfam "1D602
+ \Umathcode `\v = 0 \normalfam "1D603
+ \Umathcode `\w = 0 \normalfam "1D604
+ \Umathcode `\x = 0 \normalfam "1D605
+ \Umathcode `\y = 0 \normalfam "1D606
+ \Umathcode `\z = 0 \normalfam "1D607
+ \Umathcode `\Α = 0 \normalfam "1D756
+ \Umathcode `\Β = 0 \normalfam "1D757
+ \Umathcode `\Γ = 0 \normalfam "1D758
+ \Umathcode `\Δ = 0 \normalfam "1D759
+ \Umathcode `\Ε = 0 \normalfam "1D75A
+ \Umathcode `\Ζ = 0 \normalfam "1D75B
+ \Umathcode `\Η = 0 \normalfam "1D75C
+ \Umathcode `\Θ = 0 \normalfam "1D75D
+ \Umathcode `\Ι = 0 \normalfam "1D75E
+ \Umathcode `\Κ = 0 \normalfam "1D75F
+ \Umathcode `\Λ = 0 \normalfam "1D760
+ \Umathcode `\Μ = 0 \normalfam "1D761
+ \Umathcode `\Ν = 0 \normalfam "1D762
+ \Umathcode `\Ξ = 0 \normalfam "1D763
+ \Umathcode `\Ο = 0 \normalfam "1D764
+ \Umathcode `\Π = 0 \normalfam "1D765
+ \Umathcode `\Ρ = 0 \normalfam "1D766
+ \Umathcode `\ϴ = 0 \normalfam "1D767
+ \Umathcode `\Σ = 0 \normalfam "1D768
+ \Umathcode `\Τ = 0 \normalfam "1D769
+ \Umathcode `\Υ = 0 \normalfam "1D76A
+ \Umathcode `\Φ = 0 \normalfam "1D76B
+ \Umathcode `\Χ = 0 \normalfam "1D76C
+ \Umathcode `\Ψ = 0 \normalfam "1D76D
+ \Umathcode `\Ω = 0 \normalfam "1D76E
+ \Umathcode `\α = 0 \normalfam "1D770
+ \Umathcode `\β = 0 \normalfam "1D771
+ \Umathcode `\γ = 0 \normalfam "1D772
+ \Umathcode `\δ = 0 \normalfam "1D773
+ \Umathcode `\ε = 0 \normalfam "1D774
+ \Umathcode `\ζ = 0 \normalfam "1D775
+ \Umathcode `\η = 0 \normalfam "1D776
+ \Umathcode `\θ = 0 \normalfam "1D777
+ \Umathcode `\ι = 0 \normalfam "1D778
+ \Umathcode `\κ = 0 \normalfam "1D779
+ \Umathcode `\λ = 0 \normalfam "1D77A
+ \Umathcode `\μ = 0 \normalfam "1D77B
+ \Umathcode `\ν = 0 \normalfam "1D77C
+ \Umathcode `\ξ = 0 \normalfam "1D77D
+ \Umathcode `\ο = 0 \normalfam "1D77E
+ \Umathcode `\π = 0 \normalfam "1D77F
+ \Umathcode `\ρ = 0 \normalfam "1D780
+ \Umathcode `\ς = 0 \normalfam "1D781
+ \Umathcode `\σ = 0 \normalfam "1D782
+ \Umathcode `\τ = 0 \normalfam "1D783
+ \Umathcode `\υ = 0 \normalfam "1D784
+ \Umathcode `\φ = 0 \normalfam "1D785
+ \Umathcode `\χ = 0 \normalfam "1D786
+ \Umathcode `\ψ = 0 \normalfam "1D787
+ \Umathcode `\ω = 0 \normalfam "1D788
+ \Umathcode `\ϵ = 0 \normalfam "1D78A
+ \Umathcode `\ϑ = 0 \normalfam "1D78B
+ \Umathcode `\ϰ = 0 \normalfam "1D78C
+ \Umathcode `\ϕ = 0 \normalfam "1D78D
+ \Umathcode `\ϱ = 0 \normalfam "1D78E
+ \Umathcode `\ϖ = 0 \normalfam "1D78F
+ \Umathcode `\∇ = 0 \normalfam "1D76F
+ \Umathcode `\∂ = 0 \normalfam "1D789
+\tensfbf}%
+\protected\def\sfbfit{%
+ \Umathcode `\A = 0 \normalfam "1D63C
+ \Umathcode `\B = 0 \normalfam "1D63D
+ \Umathcode `\C = 0 \normalfam "1D63E
+ \Umathcode `\D = 0 \normalfam "1D63F
+ \Umathcode `\E = 0 \normalfam "1D640
+ \Umathcode `\F = 0 \normalfam "1D641
+ \Umathcode `\G = 0 \normalfam "1D642
+ \Umathcode `\H = 0 \normalfam "1D643
+ \Umathcode `\I = 0 \normalfam "1D644
+ \Umathcode `\J = 0 \normalfam "1D645
+ \Umathcode `\K = 0 \normalfam "1D646
+ \Umathcode `\L = 0 \normalfam "1D647
+ \Umathcode `\M = 0 \normalfam "1D648
+ \Umathcode `\N = 0 \normalfam "1D649
+ \Umathcode `\O = 0 \normalfam "1D64A
+ \Umathcode `\P = 0 \normalfam "1D64B
+ \Umathcode `\Q = 0 \normalfam "1D64C
+ \Umathcode `\R = 0 \normalfam "1D64D
+ \Umathcode `\S = 0 \normalfam "1D64E
+ \Umathcode `\T = 0 \normalfam "1D64F
+ \Umathcode `\U = 0 \normalfam "1D650
+ \Umathcode `\V = 0 \normalfam "1D651
+ \Umathcode `\W = 0 \normalfam "1D652
+ \Umathcode `\X = 0 \normalfam "1D653
+ \Umathcode `\Y = 0 \normalfam "1D654
+ \Umathcode `\Z = 0 \normalfam "1D655
+ \Umathcode `\a = 0 \normalfam "1D656
+ \Umathcode `\b = 0 \normalfam "1D657
+ \Umathcode `\c = 0 \normalfam "1D658
+ \Umathcode `\d = 0 \normalfam "1D659
+ \Umathcode `\e = 0 \normalfam "1D65A
+ \Umathcode `\f = 0 \normalfam "1D65B
+ \Umathcode `\g = 0 \normalfam "1D65C
+ \Umathcode `\h = 0 \normalfam "1D65D
+ \Umathcode `\i = 0 \normalfam "1D65E
+ \Umathcode `\j = 0 \normalfam "1D65F
+ \Umathcode `\k = 0 \normalfam "1D660
+ \Umathcode `\l = 0 \normalfam "1D661
+ \Umathcode `\m = 0 \normalfam "1D662
+ \Umathcode `\n = 0 \normalfam "1D663
+ \Umathcode `\o = 0 \normalfam "1D664
+ \Umathcode `\p = 0 \normalfam "1D665
+ \Umathcode `\q = 0 \normalfam "1D666
+ \Umathcode `\r = 0 \normalfam "1D667
+ \Umathcode `\s = 0 \normalfam "1D668
+ \Umathcode `\t = 0 \normalfam "1D669
+ \Umathcode `\u = 0 \normalfam "1D66A
+ \Umathcode `\v = 0 \normalfam "1D66B
+ \Umathcode `\w = 0 \normalfam "1D66C
+ \Umathcode `\x = 0 \normalfam "1D66D
+ \Umathcode `\y = 0 \normalfam "1D66E
+ \Umathcode `\z = 0 \normalfam "1D66F
+ \Umathcode `\Α = 0 \normalfam "1D790
+ \Umathcode `\Β = 0 \normalfam "1D791
+ \Umathcode `\Γ = 0 \normalfam "1D792
+ \Umathcode `\Δ = 0 \normalfam "1D793
+ \Umathcode `\Ε = 0 \normalfam "1D794
+ \Umathcode `\Ζ = 0 \normalfam "1D795
+ \Umathcode `\Η = 0 \normalfam "1D796
+ \Umathcode `\Θ = 0 \normalfam "1D797
+ \Umathcode `\Ι = 0 \normalfam "1D798
+ \Umathcode `\Κ = 0 \normalfam "1D799
+ \Umathcode `\Λ = 0 \normalfam "1D79A
+ \Umathcode `\Μ = 0 \normalfam "1D79B
+ \Umathcode `\Ν = 0 \normalfam "1D79C
+ \Umathcode `\Ξ = 0 \normalfam "1D79D
+ \Umathcode `\Ο = 0 \normalfam "1D79E
+ \Umathcode `\Π = 0 \normalfam "1D79F
+ \Umathcode `\Ρ = 0 \normalfam "1D7A0
+ \Umathcode `\ϴ = 0 \normalfam "1D7A1
+ \Umathcode `\Σ = 0 \normalfam "1D7A2
+ \Umathcode `\Τ = 0 \normalfam "1D7A3
+ \Umathcode `\Υ = 0 \normalfam "1D7A4
+ \Umathcode `\Φ = 0 \normalfam "1D7A5
+ \Umathcode `\Χ = 0 \normalfam "1D7A6
+ \Umathcode `\Ψ = 0 \normalfam "1D7A7
+ \Umathcode `\Ω = 0 \normalfam "1D7A8
+ \Umathcode `\α = 0 \normalfam "1D7AA
+ \Umathcode `\β = 0 \normalfam "1D7AB
+ \Umathcode `\γ = 0 \normalfam "1D7AC
+ \Umathcode `\δ = 0 \normalfam "1D7AD
+ \Umathcode `\ε = 0 \normalfam "1D7AE
+ \Umathcode `\ζ = 0 \normalfam "1D7AF
+ \Umathcode `\η = 0 \normalfam "1D7B0
+ \Umathcode `\θ = 0 \normalfam "1D7B1
+ \Umathcode `\ι = 0 \normalfam "1D7B2
+ \Umathcode `\κ = 0 \normalfam "1D7B3
+ \Umathcode `\λ = 0 \normalfam "1D7B4
+ \Umathcode `\μ = 0 \normalfam "1D7B5
+ \Umathcode `\ν = 0 \normalfam "1D7B6
+ \Umathcode `\ξ = 0 \normalfam "1D7B7
+ \Umathcode `\ο = 0 \normalfam "1D7B8
+ \Umathcode `\π = 0 \normalfam "1D7B9
+ \Umathcode `\ρ = 0 \normalfam "1D7BA
+ \Umathcode `\ς = 0 \normalfam "1D7BB
+ \Umathcode `\σ = 0 \normalfam "1D7BC
+ \Umathcode `\τ = 0 \normalfam "1D7BD
+ \Umathcode `\υ = 0 \normalfam "1D7BE
+ \Umathcode `\φ = 0 \normalfam "1D7BF
+ \Umathcode `\χ = 0 \normalfam "1D7C0
+ \Umathcode `\ψ = 0 \normalfam "1D7C1
+ \Umathcode `\ω = 0 \normalfam "1D7C2
+ \Umathcode `\ϵ = 0 \normalfam "1D7C4
+ \Umathcode `\ϑ = 0 \normalfam "1D7C5
+ \Umathcode `\ϰ = 0 \normalfam "1D7C6
+ \Umathcode `\ϕ = 0 \normalfam "1D7C7
+ \Umathcode `\ϱ = 0 \normalfam "1D7C8
+ \Umathcode `\ϖ = 0 \normalfam "1D7C9
+ \Umathcode `\∇ = 0 \normalfam "1D7A9
+ \Umathcode `\∂ = 0 \normalfam "1D7C3
+\tensfbfit}%
+\protected\def\scr{%
+ \Umathcode `\g = 0 \normalfam "0210A
+ \Umathcode `\H = 0 \normalfam "0210B
+ \Umathcode `\I = 0 \normalfam "02110
+ \Umathcode `\L = 0 \normalfam "02112
+ \Umathcode `\R = 0 \normalfam "0211B
+ \Umathcode `\B = 0 \normalfam "0212C
+ \Umathcode `\e = 0 \normalfam "0212F
+ \Umathcode `\E = 0 \normalfam "02130
+ \Umathcode `\F = 0 \normalfam "02131
+ \Umathcode `\M = 0 \normalfam "02133
+ \Umathcode `\o = 0 \normalfam "02134
+ \Umathcode `\A = 0 \normalfam "1D49C
+ \Umathcode `\C = 0 \normalfam "1D49E
+ \Umathcode `\D = 0 \normalfam "1D49F
+ \Umathcode `\G = 0 \normalfam "1D4A2
+ \Umathcode `\J = 0 \normalfam "1D4A5
+ \Umathcode `\K = 0 \normalfam "1D4A6
+ \Umathcode `\N = 0 \normalfam "1D4A9
+ \Umathcode `\O = 0 \normalfam "1D4AA
+ \Umathcode `\P = 0 \normalfam "1D4AB
+ \Umathcode `\Q = 0 \normalfam "1D4AC
+ \Umathcode `\S = 0 \normalfam "1D4AE
+ \Umathcode `\T = 0 \normalfam "1D4AF
+ \Umathcode `\U = 0 \normalfam "1D4B0
+ \Umathcode `\V = 0 \normalfam "1D4B1
+ \Umathcode `\W = 0 \normalfam "1D4B2
+ \Umathcode `\X = 0 \normalfam "1D4B3
+ \Umathcode `\Y = 0 \normalfam "1D4B4
+ \Umathcode `\Z = 0 \normalfam "1D4B5
+ \Umathcode `\a = 0 \normalfam "1D4B6
+ \Umathcode `\b = 0 \normalfam "1D4B7
+ \Umathcode `\c = 0 \normalfam "1D4B8
+ \Umathcode `\d = 0 \normalfam "1D4B9
+ \Umathcode `\f = 0 \normalfam "1D4BB
+ \Umathcode `\h = 0 \normalfam "1D4BD
+ \Umathcode `\i = 0 \normalfam "1D4BE
+ \Umathcode `\j = 0 \normalfam "1D4BF
+ \Umathcode `\k = 0 \normalfam "1D4C0
+ \Umathcode `\l = 0 \normalfam "1D4C1
+ \Umathcode `\m = 0 \normalfam "1D4C2
+ \Umathcode `\n = 0 \normalfam "1D4C3
+ \Umathcode `\p = 0 \normalfam "1D4C5
+ \Umathcode `\q = 0 \normalfam "1D4C6
+ \Umathcode `\r = 0 \normalfam "1D4C7
+ \Umathcode `\s = 0 \normalfam "1D4C8
+ \Umathcode `\t = 0 \normalfam "1D4C9
+ \Umathcode `\u = 0 \normalfam "1D4CA
+ \Umathcode `\v = 0 \normalfam "1D4CB
+ \Umathcode `\w = 0 \normalfam "1D4CC
+ \Umathcode `\x = 0 \normalfam "1D4CD
+ \Umathcode `\y = 0 \normalfam "1D4CE
+ \Umathcode `\z = 0 \normalfam "1D4CF
+}%
+\protected\def\bb{%
+ \Umathcode `\C = 0 \normalfam "02102
+ \Umathcode `\H = 0 \normalfam "0210D
+ \Umathcode `\N = 0 \normalfam "02115
+ \Umathcode `\P = 0 \normalfam "02119
+ \Umathcode `\Q = 0 \normalfam "0211A
+ \Umathcode `\R = 0 \normalfam "0211D
+ \Umathcode `\Z = 0 \normalfam "02124
+ \Umathcode `\A = 0 \normalfam "1D538
+ \Umathcode `\B = 0 \normalfam "1D539
+ \Umathcode `\D = 0 \normalfam "1D53B
+ \Umathcode `\E = 0 \normalfam "1D53C
+ \Umathcode `\F = 0 \normalfam "1D53D
+ \Umathcode `\G = 0 \normalfam "1D53E
+ \Umathcode `\I = 0 \normalfam "1D540
+ \Umathcode `\J = 0 \normalfam "1D541
+ \Umathcode `\K = 0 \normalfam "1D542
+ \Umathcode `\L = 0 \normalfam "1D543
+ \Umathcode `\M = 0 \normalfam "1D544
+ \Umathcode `\O = 0 \normalfam "1D546
+ \Umathcode `\S = 0 \normalfam "1D54A
+ \Umathcode `\T = 0 \normalfam "1D54B
+ \Umathcode `\U = 0 \normalfam "1D54C
+ \Umathcode `\V = 0 \normalfam "1D54D
+ \Umathcode `\W = 0 \normalfam "1D54E
+ \Umathcode `\X = 0 \normalfam "1D54F
+ \Umathcode `\Y = 0 \normalfam "1D550
+ \Umathcode `\a = 0 \normalfam "1D552
+ \Umathcode `\b = 0 \normalfam "1D553
+ \Umathcode `\c = 0 \normalfam "1D554
+ \Umathcode `\d = 0 \normalfam "1D555
+ \Umathcode `\e = 0 \normalfam "1D556
+ \Umathcode `\f = 0 \normalfam "1D557
+ \Umathcode `\g = 0 \normalfam "1D558
+ \Umathcode `\h = 0 \normalfam "1D559
+ \Umathcode `\i = 0 \normalfam "1D55A
+ \Umathcode `\j = 0 \normalfam "1D55B
+ \Umathcode `\k = 0 \normalfam "1D55C
+ \Umathcode `\l = 0 \normalfam "1D55D
+ \Umathcode `\m = 0 \normalfam "1D55E
+ \Umathcode `\n = 0 \normalfam "1D55F
+ \Umathcode `\o = 0 \normalfam "1D560
+ \Umathcode `\p = 0 \normalfam "1D561
+ \Umathcode `\q = 0 \normalfam "1D562
+ \Umathcode `\r = 0 \normalfam "1D563
+ \Umathcode `\s = 0 \normalfam "1D564
+ \Umathcode `\t = 0 \normalfam "1D565
+ \Umathcode `\u = 0 \normalfam "1D566
+ \Umathcode `\v = 0 \normalfam "1D567
+ \Umathcode `\w = 0 \normalfam "1D568
+ \Umathcode `\x = 0 \normalfam "1D569
+ \Umathcode `\y = 0 \normalfam "1D56A
+ \Umathcode `\z = 0 \normalfam "1D56B
+ \Umathcode `\γ = 0 \normalfam "0213D
+ \Umathcode `\Γ = 0 \normalfam "0213E
+ \Umathcode `\Π = 0 \normalfam "0213F
+}%
+\protected\def\frak{%
+ \Umathcode `\H = 0 \normalfam "0210C
+ \Umathcode `\Z = 0 \normalfam "02128
+ \Umathcode `\C = 0 \normalfam "0212D
+ \Umathcode `\A = 0 \normalfam "1D504
+ \Umathcode `\B = 0 \normalfam "1D505
+ \Umathcode `\D = 0 \normalfam "1D507
+ \Umathcode `\E = 0 \normalfam "1D508
+ \Umathcode `\F = 0 \normalfam "1D509
+ \Umathcode `\G = 0 \normalfam "1D50A
+ \Umathcode `\J = 0 \normalfam "1D50D
+ \Umathcode `\K = 0 \normalfam "1D50E
+ \Umathcode `\L = 0 \normalfam "1D50F
+ \Umathcode `\M = 0 \normalfam "1D510
+ \Umathcode `\N = 0 \normalfam "1D511
+ \Umathcode `\O = 0 \normalfam "1D512
+ \Umathcode `\P = 0 \normalfam "1D513
+ \Umathcode `\Q = 0 \normalfam "1D514
+ \Umathcode `\S = 0 \normalfam "1D516
+ \Umathcode `\T = 0 \normalfam "1D517
+ \Umathcode `\U = 0 \normalfam "1D518
+ \Umathcode `\V = 0 \normalfam "1D519
+ \Umathcode `\W = 0 \normalfam "1D51A
+ \Umathcode `\X = 0 \normalfam "1D51B
+ \Umathcode `\Y = 0 \normalfam "1D51C
+ \Umathcode `\a = 0 \normalfam "1D51E
+ \Umathcode `\b = 0 \normalfam "1D51F
+ \Umathcode `\c = 0 \normalfam "1D520
+ \Umathcode `\d = 0 \normalfam "1D521
+ \Umathcode `\e = 0 \normalfam "1D522
+ \Umathcode `\f = 0 \normalfam "1D523
+ \Umathcode `\g = 0 \normalfam "1D524
+ \Umathcode `\h = 0 \normalfam "1D525
+ \Umathcode `\i = 0 \normalfam "1D526
+ \Umathcode `\j = 0 \normalfam "1D527
+ \Umathcode `\k = 0 \normalfam "1D528
+ \Umathcode `\l = 0 \normalfam "1D529
+ \Umathcode `\m = 0 \normalfam "1D52A
+ \Umathcode `\n = 0 \normalfam "1D52B
+ \Umathcode `\o = 0 \normalfam "1D52C
+ \Umathcode `\p = 0 \normalfam "1D52D
+ \Umathcode `\q = 0 \normalfam "1D52E
+ \Umathcode `\r = 0 \normalfam "1D52F
+ \Umathcode `\s = 0 \normalfam "1D530
+ \Umathcode `\t = 0 \normalfam "1D531
+ \Umathcode `\u = 0 \normalfam "1D532
+ \Umathcode `\v = 0 \normalfam "1D533
+ \Umathcode `\w = 0 \normalfam "1D534
+ \Umathcode `\x = 0 \normalfam "1D535
+ \Umathcode `\y = 0 \normalfam "1D536
+ \Umathcode `\z = 0 \normalfam "1D537
+}%
+\protected\def\scrbf{%
+ \Umathcode `\A = 0 \normalfam "1D4D0
+ \Umathcode `\B = 0 \normalfam "1D4D1
+ \Umathcode `\C = 0 \normalfam "1D4D2
+ \Umathcode `\D = 0 \normalfam "1D4D3
+ \Umathcode `\E = 0 \normalfam "1D4D4
+ \Umathcode `\F = 0 \normalfam "1D4D5
+ \Umathcode `\G = 0 \normalfam "1D4D6
+ \Umathcode `\H = 0 \normalfam "1D4D7
+ \Umathcode `\I = 0 \normalfam "1D4D8
+ \Umathcode `\J = 0 \normalfam "1D4D9
+ \Umathcode `\K = 0 \normalfam "1D4DA
+ \Umathcode `\L = 0 \normalfam "1D4DB
+ \Umathcode `\M = 0 \normalfam "1D4DC
+ \Umathcode `\N = 0 \normalfam "1D4DD
+ \Umathcode `\O = 0 \normalfam "1D4DE
+ \Umathcode `\P = 0 \normalfam "1D4DF
+ \Umathcode `\Q = 0 \normalfam "1D4E0
+ \Umathcode `\R = 0 \normalfam "1D4E1
+ \Umathcode `\S = 0 \normalfam "1D4E2
+ \Umathcode `\T = 0 \normalfam "1D4E3
+ \Umathcode `\U = 0 \normalfam "1D4E4
+ \Umathcode `\V = 0 \normalfam "1D4E5
+ \Umathcode `\W = 0 \normalfam "1D4E6
+ \Umathcode `\X = 0 \normalfam "1D4E7
+ \Umathcode `\Y = 0 \normalfam "1D4E8
+ \Umathcode `\Z = 0 \normalfam "1D4E9
+ \Umathcode `\a = 0 \normalfam "1D4EA
+ \Umathcode `\b = 0 \normalfam "1D4EB
+ \Umathcode `\c = 0 \normalfam "1D4EC
+ \Umathcode `\d = 0 \normalfam "1D4ED
+ \Umathcode `\e = 0 \normalfam "1D4EE
+ \Umathcode `\f = 0 \normalfam "1D4EF
+ \Umathcode `\g = 0 \normalfam "1D4F0
+ \Umathcode `\h = 0 \normalfam "1D4F1
+ \Umathcode `\i = 0 \normalfam "1D4F2
+ \Umathcode `\j = 0 \normalfam "1D4F3
+ \Umathcode `\k = 0 \normalfam "1D4F4
+ \Umathcode `\l = 0 \normalfam "1D4F5
+ \Umathcode `\m = 0 \normalfam "1D4F6
+ \Umathcode `\n = 0 \normalfam "1D4F7
+ \Umathcode `\o = 0 \normalfam "1D4F8
+ \Umathcode `\p = 0 \normalfam "1D4F9
+ \Umathcode `\q = 0 \normalfam "1D4FA
+ \Umathcode `\r = 0 \normalfam "1D4FB
+ \Umathcode `\s = 0 \normalfam "1D4FC
+ \Umathcode `\t = 0 \normalfam "1D4FD
+ \Umathcode `\u = 0 \normalfam "1D4FE
+ \Umathcode `\v = 0 \normalfam "1D4FF
+ \Umathcode `\w = 0 \normalfam "1D500
+ \Umathcode `\x = 0 \normalfam "1D501
+ \Umathcode `\y = 0 \normalfam "1D502
+ \Umathcode `\z = 0 \normalfam "1D503
+}%
+\protected\def\frakbf{%
+ \Umathcode `\A = 0 \normalfam "1D56C
+ \Umathcode `\B = 0 \normalfam "1D56D
+ \Umathcode `\C = 0 \normalfam "1D56E
+ \Umathcode `\D = 0 \normalfam "1D56F
+ \Umathcode `\E = 0 \normalfam "1D570
+ \Umathcode `\F = 0 \normalfam "1D571
+ \Umathcode `\G = 0 \normalfam "1D572
+ \Umathcode `\H = 0 \normalfam "1D573
+ \Umathcode `\I = 0 \normalfam "1D574
+ \Umathcode `\J = 0 \normalfam "1D575
+ \Umathcode `\K = 0 \normalfam "1D576
+ \Umathcode `\L = 0 \normalfam "1D577
+ \Umathcode `\M = 0 \normalfam "1D578
+ \Umathcode `\N = 0 \normalfam "1D579
+ \Umathcode `\O = 0 \normalfam "1D57A
+ \Umathcode `\P = 0 \normalfam "1D57B
+ \Umathcode `\Q = 0 \normalfam "1D57C
+ \Umathcode `\R = 0 \normalfam "1D57D
+ \Umathcode `\S = 0 \normalfam "1D57E
+ \Umathcode `\T = 0 \normalfam "1D57F
+ \Umathcode `\U = 0 \normalfam "1D580
+ \Umathcode `\V = 0 \normalfam "1D581
+ \Umathcode `\W = 0 \normalfam "1D582
+ \Umathcode `\X = 0 \normalfam "1D583
+ \Umathcode `\Y = 0 \normalfam "1D584
+ \Umathcode `\Z = 0 \normalfam "1D585
+ \Umathcode `\a = 0 \normalfam "1D586
+ \Umathcode `\b = 0 \normalfam "1D587
+ \Umathcode `\c = 0 \normalfam "1D588
+ \Umathcode `\d = 0 \normalfam "1D589
+ \Umathcode `\e = 0 \normalfam "1D58A
+ \Umathcode `\f = 0 \normalfam "1D58B
+ \Umathcode `\g = 0 \normalfam "1D58C
+ \Umathcode `\h = 0 \normalfam "1D58D
+ \Umathcode `\i = 0 \normalfam "1D58E
+ \Umathcode `\j = 0 \normalfam "1D58F
+ \Umathcode `\k = 0 \normalfam "1D590
+ \Umathcode `\l = 0 \normalfam "1D591
+ \Umathcode `\m = 0 \normalfam "1D592
+ \Umathcode `\n = 0 \normalfam "1D593
+ \Umathcode `\o = 0 \normalfam "1D594
+ \Umathcode `\p = 0 \normalfam "1D595
+ \Umathcode `\q = 0 \normalfam "1D596
+ \Umathcode `\r = 0 \normalfam "1D597
+ \Umathcode `\s = 0 \normalfam "1D598
+ \Umathcode `\t = 0 \normalfam "1D599
+ \Umathcode `\u = 0 \normalfam "1D59A
+ \Umathcode `\v = 0 \normalfam "1D59B
+ \Umathcode `\w = 0 \normalfam "1D59C
+ \Umathcode `\x = 0 \normalfam "1D59D
+ \Umathcode `\y = 0 \normalfam "1D59E
+ \Umathcode `\z = 0 \normalfam "1D59F
+}%
+\protected\def\bbit{%
+ \Umathcode `\D = 0 \normalfam "02145
+ \Umathcode `\d = 0 \normalfam "02146
+ \Umathcode `\e = 0 \normalfam "02147
+ \Umathcode `\i = 0 \normalfam "02148
+ \Umathcode `\j = 0 \normalfam "02149
+}%
+\endinput
\ No newline at end of file
Property changes on: trunk/Master/texmf-dist/tex/xetex/unimath-plain-xetex/unimath-plain-alphabet.tex
___________________________________________________________________
Added: svn:eol-style
## -0,0 +1 ##
+native
\ No newline at end of property
Deleted: trunk/Master/texmf-dist/tex/xetex/unimath-plain-xetex/unimath-plain-alphafams.tex
===================================================================
--- trunk/Master/texmf-dist/tex/xetex/unimath-plain-xetex/unimath-plain-alphafams.tex 2022-12-22 21:14:07 UTC (rev 65333)
+++ trunk/Master/texmf-dist/tex/xetex/unimath-plain-xetex/unimath-plain-alphafams.tex 2022-12-22 21:14:34 UTC (rev 65334)
@@ -1,1151 +0,0 @@
-%% unimath-plain-alphafams.tex
-%% ******************************************************
-%% * This work may be distributed and/or modified under *
-%% * the conditions of the LaTeX Project Public License *
-%% * http://www.latex-project.org/lppl.txt *
-%% * either version 1.3c of this license or any later *
-%% * version. *
-%% ******************************************************
-\protected\def\rm{\relax%
-\ifmmode
-% numbers
- \Umathcode `\0 = 0 \alphafam "30
- \Umathcode `\1 = 0 \alphafam "31
- \Umathcode `\2 = 0 \alphafam "32
- \Umathcode `\3 = 0 \alphafam "33
- \Umathcode `\4 = 0 \alphafam "34
- \Umathcode `\5 = 0 \alphafam "35
- \Umathcode `\6 = 0 \alphafam "36
- \Umathcode `\7 = 0 \alphafam "37
- \Umathcode `\8 = 0 \alphafam "38
- \Umathcode `\9 = 0 \alphafam "39
-% latin
- \Umathcode `\A = 0 \alphafam `\A
- \Umathcode `\B = 0 \alphafam `\B
- \Umathcode `\C = 0 \alphafam `\C
- \Umathcode `\D = 0 \alphafam `\D
- \Umathcode `\E = 0 \alphafam `\E
- \Umathcode `\F = 0 \alphafam `\F
- \Umathcode `\G = 0 \alphafam `\G
- \Umathcode `\H = 0 \alphafam `\H
- \Umathcode `\I = 0 \alphafam `\I
- \Umathcode `\J = 0 \alphafam `\J
- \Umathcode `\K = 0 \alphafam `\K
- \Umathcode `\L = 0 \alphafam `\L
- \Umathcode `\M = 0 \alphafam `\M
- \Umathcode `\N = 0 \alphafam `\N
- \Umathcode `\O = 0 \alphafam `\O
- \Umathcode `\P = 0 \alphafam `\P
- \Umathcode `\Q = 0 \alphafam `\Q
- \Umathcode `\R = 0 \alphafam `\R
- \Umathcode `\S = 0 \alphafam `\S
- \Umathcode `\T = 0 \alphafam `\T
- \Umathcode `\U = 0 \alphafam `\U
- \Umathcode `\V = 0 \alphafam `\V
- \Umathcode `\W = 0 \alphafam `\W
- \Umathcode `\X = 0 \alphafam `\X
- \Umathcode `\Y = 0 \alphafam `\Y
- \Umathcode `\Z = 0 \alphafam `\Z
- \Umathcode `\a = 0 \alphafam `\a
- \Umathcode `\b = 0 \alphafam `\b
- \Umathcode `\c = 0 \alphafam `\c
- \Umathcode `\d = 0 \alphafam `\d
- \Umathcode `\e = 0 \alphafam `\e
- \Umathcode `\f = 0 \alphafam `\f
- \Umathcode `\g = 0 \alphafam `\g
- \Umathcode `\h = 0 \alphafam `\h
- \Umathcode `\i = 0 \alphafam `\i
- \Umathcode `\j = 0 \alphafam `\j
- \Umathcode `\k = 0 \alphafam `\k
- \Umathcode `\l = 0 \alphafam `\l
- \Umathcode `\m = 0 \alphafam `\m
- \Umathcode `\n = 0 \alphafam `\n
- \Umathcode `\o = 0 \alphafam `\o
- \Umathcode `\p = 0 \alphafam `\p
- \Umathcode `\q = 0 \alphafam `\q
- \Umathcode `\r = 0 \alphafam `\r
- \Umathcode `\s = 0 \alphafam `\s
- \Umathcode `\t = 0 \alphafam `\t
- \Umathcode `\u = 0 \alphafam `\u
- \Umathcode `\v = 0 \alphafam `\v
- \Umathcode `\w = 0 \alphafam `\w
- \Umathcode `\x = 0 \alphafam `\x
- \Umathcode `\y = 0 \alphafam `\y
- \Umathcode `\z = 0 \alphafam `\z
-% greek
- \Umathcode `\Α = 0 \alphafam "00391
- \Umathcode `\Β = 0 \alphafam "00392
- \Umathcode `\Γ = 0 \alphafam "00393
- \Umathcode `\Δ = 0 \alphafam "00394
- \Umathcode `\Ε = 0 \alphafam "00395
- \Umathcode `\Ζ = 0 \alphafam "00396
- \Umathcode `\Η = 0 \alphafam "00397
- \Umathcode `\Θ = 0 \alphafam "00398
- \Umathcode `\Ι = 0 \alphafam "00399
- \Umathcode `\Κ = 0 \alphafam "0039A
- \Umathcode `\Λ = 0 \alphafam "0039B
- \Umathcode `\Μ = 0 \alphafam "0039C
- \Umathcode `\Ν = 0 \alphafam "0039D
- \Umathcode `\Ξ = 0 \alphafam "0039E
- \Umathcode `\Ο = 0 \alphafam "0039F
- \Umathcode `\Π = 0 \alphafam "003A0
- \Umathcode `\Ρ = 0 \alphafam "003A1
- \Umathcode `\Σ = 0 \alphafam "003A3
- \Umathcode `\Τ = 0 \alphafam "003A4
- \Umathcode `\Υ = 0 \alphafam "003A5
- \Umathcode `\Φ = 0 \alphafam "003A6
- \Umathcode `\Χ = 0 \alphafam "003A7
- \Umathcode `\Ψ = 0 \alphafam "003A8
- \Umathcode `\Ω = 0 \alphafam "003A9
- \Umathcode `\α = 0 \alphafam "003B1
- \Umathcode `\β = 0 \alphafam "003B2
- \Umathcode `\γ = 0 \alphafam "003B3
- \Umathcode `\δ = 0 \alphafam "003B4
- \Umathcode `\ε = 0 \alphafam "003B5
- \Umathcode `\ζ = 0 \alphafam "003B6
- \Umathcode `\η = 0 \alphafam "003B7
- \Umathcode `\θ = 0 \alphafam "003B8
- \Umathcode `\ι = 0 \alphafam "003B9
- \Umathcode `\κ = 0 \alphafam "003BA
- \Umathcode `\λ = 0 \alphafam "003BB
- \Umathcode `\μ = 0 \alphafam "003BC
- \Umathcode `\ν = 0 \alphafam "003BD
- \Umathcode `\ξ = 0 \alphafam "003BE
- \Umathcode `\ο = 0 \alphafam "003BF
- \Umathcode `\π = 0 \alphafam "003C0
- \Umathcode `\ρ = 0 \alphafam "003C1
- \Umathcode `\ς = 0 \alphafam "003C2
- \Umathcode `\σ = 0 \alphafam "003C3
- \Umathcode `\τ = 0 \alphafam "003C4
- \Umathcode `\υ = 0 \alphafam "003C5
- \Umathcode `\φ = 0 \alphafam "003D5
- \Umathcode `\χ = 0 \alphafam "003C7
- \Umathcode `\ψ = 0 \alphafam "003C8
- \Umathcode `\ω = 0 \alphafam "003C9
- \Umathcode `\ϑ = 0 \alphafam "003D1
- \Umathcode `\ϕ = 0 \alphafam "003C6
- \Umathcode `\ϖ = 0 \alphafam "003D6
- \Umathcode `\ϰ = 0 \alphafam "003F0
- \Umathcode `\ϱ = 0 \alphafam "003F1
- \Umathcode `\ϴ = 0 \alphafam "003F4
- \Umathcode `\ϵ = 0 \alphafam "003F5
-\fi
-\tenrm}
-
-\protected\def\bf{\relax%
-\ifmmode
-% numbers
- \Umathcode `\0 = 0 \alphafam "1D7CE
- \Umathcode `\1 = 0 \alphafam "1D7CF
- \Umathcode `\2 = 0 \alphafam "1D7D0
- \Umathcode `\3 = 0 \alphafam "1D7D1
- \Umathcode `\4 = 0 \alphafam "1D7D2
- \Umathcode `\5 = 0 \alphafam "1D7D3
- \Umathcode `\6 = 0 \alphafam "1D7D4
- \Umathcode `\7 = 0 \alphafam "1D7D5
- \Umathcode `\8 = 0 \alphafam "1D7D6
- \Umathcode `\9 = 0 \alphafam "1D7D7
-% latin
- \Umathcode `\A = 0 \alphafam "1D400
- \Umathcode `\B = 0 \alphafam "1D401
- \Umathcode `\C = 0 \alphafam "1D402
- \Umathcode `\D = 0 \alphafam "1D403
- \Umathcode `\E = 0 \alphafam "1D404
- \Umathcode `\F = 0 \alphafam "1D405
- \Umathcode `\G = 0 \alphafam "1D406
- \Umathcode `\H = 0 \alphafam "1D407
- \Umathcode `\I = 0 \alphafam "1D408
- \Umathcode `\J = 0 \alphafam "1D409
- \Umathcode `\K = 0 \alphafam "1D40A
- \Umathcode `\L = 0 \alphafam "1D40B
- \Umathcode `\M = 0 \alphafam "1D40C
- \Umathcode `\N = 0 \alphafam "1D40D
- \Umathcode `\O = 0 \alphafam "1D40E
- \Umathcode `\P = 0 \alphafam "1D40F
- \Umathcode `\Q = 0 \alphafam "1D410
- \Umathcode `\R = 0 \alphafam "1D411
- \Umathcode `\S = 0 \alphafam "1D412
- \Umathcode `\T = 0 \alphafam "1D413
- \Umathcode `\U = 0 \alphafam "1D414
- \Umathcode `\V = 0 \alphafam "1D415
- \Umathcode `\W = 0 \alphafam "1D416
- \Umathcode `\X = 0 \alphafam "1D417
- \Umathcode `\Y = 0 \alphafam "1D418
- \Umathcode `\Z = 0 \alphafam "1D419
- \Umathcode `\a = 0 \alphafam "1D41A
- \Umathcode `\b = 0 \alphafam "1D41B
- \Umathcode `\c = 0 \alphafam "1D41C
- \Umathcode `\d = 0 \alphafam "1D41D
- \Umathcode `\e = 0 \alphafam "1D41E
- \Umathcode `\f = 0 \alphafam "1D41F
- \Umathcode `\g = 0 \alphafam "1D420
- \Umathcode `\h = 0 \alphafam "1D421
- \Umathcode `\i = 0 \alphafam "1D422
- \Umathcode `\j = 0 \alphafam "1D423
- \Umathcode `\k = 0 \alphafam "1D424
- \Umathcode `\l = 0 \alphafam "1D425
- \Umathcode `\m = 0 \alphafam "1D426
- \Umathcode `\n = 0 \alphafam "1D427
- \Umathcode `\o = 0 \alphafam "1D428
- \Umathcode `\p = 0 \alphafam "1D429
- \Umathcode `\q = 0 \alphafam "1D42A
- \Umathcode `\r = 0 \alphafam "1D42B
- \Umathcode `\s = 0 \alphafam "1D42C
- \Umathcode `\t = 0 \alphafam "1D42D
- \Umathcode `\u = 0 \alphafam "1D42E
- \Umathcode `\v = 0 \alphafam "1D42F
- \Umathcode `\w = 0 \alphafam "1D430
- \Umathcode `\x = 0 \alphafam "1D431
- \Umathcode `\y = 0 \alphafam "1D432
- \Umathcode `\z = 0 \alphafam "1D433
-% greek
- \Umathcode `\Α = 0 \alphafam "1D6A8
- \Umathcode `\Β = 0 \alphafam "1D6A9
- \Umathcode `\Γ = 0 \alphafam "1D6AA
- \Umathcode `\Δ = 0 \alphafam "1D6AB
- \Umathcode `\Ε = 0 \alphafam "1D6AC
- \Umathcode `\Ζ = 0 \alphafam "1D6AD
- \Umathcode `\Η = 0 \alphafam "1D6AE
- \Umathcode `\Θ = 0 \alphafam "1D6AF
- \Umathcode `\Ι = 0 \alphafam "1D6B0
- \Umathcode `\Κ = 0 \alphafam "1D6B1
- \Umathcode `\Λ = 0 \alphafam "1D6B2
- \Umathcode `\Μ = 0 \alphafam "1D6B3
- \Umathcode `\Ν = 0 \alphafam "1D6B4
- \Umathcode `\Ξ = 0 \alphafam "1D6B5
- \Umathcode `\Ο = 0 \alphafam "1D6B6
- \Umathcode `\Π = 0 \alphafam "1D6B7
- \Umathcode `\Ρ = 0 \alphafam "1D6B8
- \Umathcode `\ϴ = 0 \alphafam "1D6B9
- \Umathcode `\Σ = 0 \alphafam "1D6BA
- \Umathcode `\Τ = 0 \alphafam "1D6BB
- \Umathcode `\Υ = 0 \alphafam "1D6BC
- \Umathcode `\Φ = 0 \alphafam "1D6BD
- \Umathcode `\Χ = 0 \alphafam "1D6BE
- \Umathcode `\Ψ = 0 \alphafam "1D6BF
- \Umathcode `\Ω = 0 \alphafam "1D6C0
- \Umathcode `\α = 0 \alphafam "1D6C2
- \Umathcode `\β = 0 \alphafam "1D6C3
- \Umathcode `\γ = 0 \alphafam "1D6C4
- \Umathcode `\δ = 0 \alphafam "1D6C5
- \Umathcode `\ε = 0 \alphafam "1D6C6
- \Umathcode `\ζ = 0 \alphafam "1D6C7
- \Umathcode `\η = 0 \alphafam "1D6C8
- \Umathcode `\θ = 0 \alphafam "1D6C9
- \Umathcode `\ι = 0 \alphafam "1D6CA
- \Umathcode `\κ = 0 \alphafam "1D6CB
- \Umathcode `\λ = 0 \alphafam "1D6CC
- \Umathcode `\μ = 0 \alphafam "1D6CD
- \Umathcode `\ν = 0 \alphafam "1D6CE
- \Umathcode `\ξ = 0 \alphafam "1D6CF
- \Umathcode `\ο = 0 \alphafam "1D6D0
- \Umathcode `\π = 0 \alphafam "1D6D1
- \Umathcode `\ρ = 0 \alphafam "1D6D2
- \Umathcode `\ς = 0 \alphafam "1D6D3
- \Umathcode `\σ = 0 \alphafam "1D6D4
- \Umathcode `\τ = 0 \alphafam "1D6D5
- \Umathcode `\υ = 0 \alphafam "1D6D6
- \Umathcode `\ϕ = 0 \alphafam "1D6D7
- \Umathcode `\χ = 0 \alphafam "1D6D8
- \Umathcode `\ψ = 0 \alphafam "1D6D9
- \Umathcode `\ω = 0 \alphafam "1D6DA
- \Umathcode `\ϵ = 0 \alphafam "1D6DC
- \Umathcode `\ϑ = 0 \alphafam "1D6DD
- \Umathcode `\ϰ = 0 \alphafam "1D6DE
- \Umathcode `\φ = 0 \alphafam "1D6DF
- \Umathcode `\ϱ = 0 \alphafam "1D6E0
- \Umathcode `\ϖ = 0 \alphafam "1D6E1
-\fi
-\tenbf}
-
-\protected\def\bfit{\relax%
-\ifmmode
-% There's no bfit numbers in UCS, use bf instead.
- \Umathcode `\0 = 0 \alphafam "1D7CE
- \Umathcode `\1 = 0 \alphafam "1D7CF
- \Umathcode `\2 = 0 \alphafam "1D7D0
- \Umathcode `\3 = 0 \alphafam "1D7D1
- \Umathcode `\4 = 0 \alphafam "1D7D2
- \Umathcode `\5 = 0 \alphafam "1D7D3
- \Umathcode `\6 = 0 \alphafam "1D7D4
- \Umathcode `\7 = 0 \alphafam "1D7D5
- \Umathcode `\8 = 0 \alphafam "1D7D6
- \Umathcode `\9 = 0 \alphafam "1D7D7
-% latin
- \Umathcode `\A = 0 \alphafam "1D468
- \Umathcode `\B = 0 \alphafam "1D469
- \Umathcode `\C = 0 \alphafam "1D46A
- \Umathcode `\D = 0 \alphafam "1D46B
- \Umathcode `\E = 0 \alphafam "1D46C
- \Umathcode `\F = 0 \alphafam "1D46D
- \Umathcode `\G = 0 \alphafam "1D46E
- \Umathcode `\H = 0 \alphafam "1D46F
- \Umathcode `\I = 0 \alphafam "1D470
- \Umathcode `\J = 0 \alphafam "1D471
- \Umathcode `\K = 0 \alphafam "1D472
- \Umathcode `\L = 0 \alphafam "1D473
- \Umathcode `\M = 0 \alphafam "1D474
- \Umathcode `\N = 0 \alphafam "1D475
- \Umathcode `\O = 0 \alphafam "1D476
- \Umathcode `\P = 0 \alphafam "1D477
- \Umathcode `\Q = 0 \alphafam "1D478
- \Umathcode `\R = 0 \alphafam "1D479
- \Umathcode `\S = 0 \alphafam "1D47A
- \Umathcode `\T = 0 \alphafam "1D47B
- \Umathcode `\U = 0 \alphafam "1D47C
- \Umathcode `\V = 0 \alphafam "1D47D
- \Umathcode `\W = 0 \alphafam "1D47E
- \Umathcode `\X = 0 \alphafam "1D47F
- \Umathcode `\Y = 0 \alphafam "1D480
- \Umathcode `\Z = 0 \alphafam "1D481
- \Umathcode `\a = 0 \alphafam "1D482
- \Umathcode `\b = 0 \alphafam "1D483
- \Umathcode `\c = 0 \alphafam "1D484
- \Umathcode `\d = 0 \alphafam "1D485
- \Umathcode `\e = 0 \alphafam "1D486
- \Umathcode `\f = 0 \alphafam "1D487
- \Umathcode `\g = 0 \alphafam "1D488
- \Umathcode `\h = 0 \alphafam "1D489
- \Umathcode `\i = 0 \alphafam "1D48A
- \Umathcode `\j = 0 \alphafam "1D48B
- \Umathcode `\k = 0 \alphafam "1D48C
- \Umathcode `\l = 0 \alphafam "1D48D
- \Umathcode `\m = 0 \alphafam "1D48E
- \Umathcode `\n = 0 \alphafam "1D48F
- \Umathcode `\o = 0 \alphafam "1D490
- \Umathcode `\p = 0 \alphafam "1D491
- \Umathcode `\q = 0 \alphafam "1D492
- \Umathcode `\r = 0 \alphafam "1D493
- \Umathcode `\s = 0 \alphafam "1D494
- \Umathcode `\t = 0 \alphafam "1D495
- \Umathcode `\u = 0 \alphafam "1D496
- \Umathcode `\v = 0 \alphafam "1D497
- \Umathcode `\w = 0 \alphafam "1D498
- \Umathcode `\x = 0 \alphafam "1D499
- \Umathcode `\y = 0 \alphafam "1D49A
- \Umathcode `\z = 0 \alphafam "1D49B
-% greek
- \Umathcode `\Α = 0 \alphafam "1D71C
- \Umathcode `\Β = 0 \alphafam "1D71D
- \Umathcode `\Γ = 0 \alphafam "1D71E
- \Umathcode `\Δ = 0 \alphafam "1D71F
- \Umathcode `\Ε = 0 \alphafam "1D720
- \Umathcode `\Ζ = 0 \alphafam "1D721
- \Umathcode `\Η = 0 \alphafam "1D722
- \Umathcode `\Θ = 0 \alphafam "1D723
- \Umathcode `\Ι = 0 \alphafam "1D724
- \Umathcode `\Κ = 0 \alphafam "1D725
- \Umathcode `\Λ = 0 \alphafam "1D726
- \Umathcode `\Μ = 0 \alphafam "1D727
- \Umathcode `\Ν = 0 \alphafam "1D728
- \Umathcode `\Ξ = 0 \alphafam "1D729
- \Umathcode `\Ο = 0 \alphafam "1D72A
- \Umathcode `\Π = 0 \alphafam "1D72B
- \Umathcode `\Ρ = 0 \alphafam "1D72C
- \Umathcode `\ϴ = 0 \alphafam "1D72D
- \Umathcode `\Σ = 0 \alphafam "1D72E
- \Umathcode `\Τ = 0 \alphafam "1D72F
- \Umathcode `\Υ = 0 \alphafam "1D730
- \Umathcode `\Φ = 0 \alphafam "1D731
- \Umathcode `\Χ = 0 \alphafam "1D732
- \Umathcode `\Ψ = 0 \alphafam "1D733
- \Umathcode `\Ω = 0 \alphafam "1D734
- \Umathcode `\α = 0 \alphafam "1D736
- \Umathcode `\β = 0 \alphafam "1D737
- \Umathcode `\γ = 0 \alphafam "1D738
- \Umathcode `\δ = 0 \alphafam "1D739
- \Umathcode `\ε = 0 \alphafam "1D73A
- \Umathcode `\ζ = 0 \alphafam "1D73B
- \Umathcode `\η = 0 \alphafam "1D73C
- \Umathcode `\θ = 0 \alphafam "1D73D
- \Umathcode `\ι = 0 \alphafam "1D73E
- \Umathcode `\κ = 0 \alphafam "1D73F
- \Umathcode `\λ = 0 \alphafam "1D740
- \Umathcode `\μ = 0 \alphafam "1D741
- \Umathcode `\ν = 0 \alphafam "1D742
- \Umathcode `\ξ = 0 \alphafam "1D743
- \Umathcode `\ο = 0 \alphafam "1D744
- \Umathcode `\π = 0 \alphafam "1D745
- \Umathcode `\ρ = 0 \alphafam "1D746
- \Umathcode `\ς = 0 \alphafam "1D747
- \Umathcode `\σ = 0 \alphafam "1D748
- \Umathcode `\τ = 0 \alphafam "1D749
- \Umathcode `\υ = 0 \alphafam "1D74A
- \Umathcode `\ϕ = 0 \alphafam "1D74B
- \Umathcode `\χ = 0 \alphafam "1D74C
- \Umathcode `\ψ = 0 \alphafam "1D74D
- \Umathcode `\ω = 0 \alphafam "1D74E
- \Umathcode `\ϵ = 0 \alphafam "1D750
- \Umathcode `\ϑ = 0 \alphafam "1D751
- \Umathcode `\ϰ = 0 \alphafam "1D752
- \Umathcode `\φ = 0 \alphafam "1D753
- \Umathcode `\ϱ = 0 \alphafam "1D754
- \Umathcode `\ϖ = 0 \alphafam "1D755
-\fi
-\tenbfit}
-\let\itbf=\bfit
-
-\protected\def\sf{\relax%
-\ifmmode
-% numbers
- \Umathcode `\0 = 0 \alphafam "1D7E2
- \Umathcode `\1 = 0 \alphafam "1D7E3
- \Umathcode `\2 = 0 \alphafam "1D7E4
- \Umathcode `\3 = 0 \alphafam "1D7E5
- \Umathcode `\4 = 0 \alphafam "1D7E6
- \Umathcode `\5 = 0 \alphafam "1D7E7
- \Umathcode `\6 = 0 \alphafam "1D7E8
- \Umathcode `\7 = 0 \alphafam "1D7E9
- \Umathcode `\8 = 0 \alphafam "1D7EA
- \Umathcode `\9 = 0 \alphafam "1D7EB
-% latin
- \Umathcode `\A = 0 \alphafam "1D5A0
- \Umathcode `\B = 0 \alphafam "1D5A1
- \Umathcode `\C = 0 \alphafam "1D5A2
- \Umathcode `\D = 0 \alphafam "1D5A3
- \Umathcode `\E = 0 \alphafam "1D5A4
- \Umathcode `\F = 0 \alphafam "1D5A5
- \Umathcode `\G = 0 \alphafam "1D5A6
- \Umathcode `\H = 0 \alphafam "1D5A7
- \Umathcode `\I = 0 \alphafam "1D5A8
- \Umathcode `\J = 0 \alphafam "1D5A9
- \Umathcode `\K = 0 \alphafam "1D5AA
- \Umathcode `\L = 0 \alphafam "1D5AB
- \Umathcode `\M = 0 \alphafam "1D5AC
- \Umathcode `\N = 0 \alphafam "1D5AD
- \Umathcode `\O = 0 \alphafam "1D5AE
- \Umathcode `\P = 0 \alphafam "1D5AF
- \Umathcode `\Q = 0 \alphafam "1D5B0
- \Umathcode `\R = 0 \alphafam "1D5B1
- \Umathcode `\S = 0 \alphafam "1D5B2
- \Umathcode `\T = 0 \alphafam "1D5B3
- \Umathcode `\U = 0 \alphafam "1D5B4
- \Umathcode `\V = 0 \alphafam "1D5B5
- \Umathcode `\W = 0 \alphafam "1D5B6
- \Umathcode `\X = 0 \alphafam "1D5B7
- \Umathcode `\Y = 0 \alphafam "1D5B8
- \Umathcode `\Z = 0 \alphafam "1D5B9
- \Umathcode `\a = 0 \alphafam "1D5BA
- \Umathcode `\b = 0 \alphafam "1D5BB
- \Umathcode `\c = 0 \alphafam "1D5BC
- \Umathcode `\d = 0 \alphafam "1D5BD
- \Umathcode `\e = 0 \alphafam "1D5BE
- \Umathcode `\f = 0 \alphafam "1D5BF
- \Umathcode `\g = 0 \alphafam "1D5C0
- \Umathcode `\h = 0 \alphafam "1D5C1
- \Umathcode `\i = 0 \alphafam "1D5C2
- \Umathcode `\j = 0 \alphafam "1D5C3
- \Umathcode `\k = 0 \alphafam "1D5C4
- \Umathcode `\l = 0 \alphafam "1D5C5
- \Umathcode `\m = 0 \alphafam "1D5C6
- \Umathcode `\n = 0 \alphafam "1D5C7
- \Umathcode `\o = 0 \alphafam "1D5C8
- \Umathcode `\p = 0 \alphafam "1D5C9
- \Umathcode `\q = 0 \alphafam "1D5CA
- \Umathcode `\r = 0 \alphafam "1D5CB
- \Umathcode `\s = 0 \alphafam "1D5CC
- \Umathcode `\t = 0 \alphafam "1D5CD
- \Umathcode `\u = 0 \alphafam "1D5CE
- \Umathcode `\v = 0 \alphafam "1D5CF
- \Umathcode `\w = 0 \alphafam "1D5D0
- \Umathcode `\x = 0 \alphafam "1D5D1
- \Umathcode `\y = 0 \alphafam "1D5D2
- \Umathcode `\z = 0 \alphafam "1D5D3
-% no greek
-\fi
-\tensf}
-
-\protected\def\sfit{\relax%
-\ifmmode
-% no numbers
-% latin
- \Umathcode `\A = 0 \alphafam "1D608
- \Umathcode `\B = 0 \alphafam "1D609
- \Umathcode `\C = 0 \alphafam "1D60A
- \Umathcode `\D = 0 \alphafam "1D60B
- \Umathcode `\E = 0 \alphafam "1D60C
- \Umathcode `\F = 0 \alphafam "1D60D
- \Umathcode `\G = 0 \alphafam "1D60E
- \Umathcode `\H = 0 \alphafam "1D60F
- \Umathcode `\I = 0 \alphafam "1D610
- \Umathcode `\J = 0 \alphafam "1D611
- \Umathcode `\K = 0 \alphafam "1D612
- \Umathcode `\L = 0 \alphafam "1D613
- \Umathcode `\M = 0 \alphafam "1D614
- \Umathcode `\N = 0 \alphafam "1D615
- \Umathcode `\O = 0 \alphafam "1D616
- \Umathcode `\P = 0 \alphafam "1D617
- \Umathcode `\Q = 0 \alphafam "1D618
- \Umathcode `\R = 0 \alphafam "1D619
- \Umathcode `\S = 0 \alphafam "1D61A
- \Umathcode `\T = 0 \alphafam "1D61B
- \Umathcode `\U = 0 \alphafam "1D61C
- \Umathcode `\V = 0 \alphafam "1D61D
- \Umathcode `\W = 0 \alphafam "1D61E
- \Umathcode `\X = 0 \alphafam "1D61F
- \Umathcode `\Y = 0 \alphafam "1D620
- \Umathcode `\Z = 0 \alphafam "1D621
- \Umathcode `\a = 0 \alphafam "1D622
- \Umathcode `\b = 0 \alphafam "1D623
- \Umathcode `\c = 0 \alphafam "1D624
- \Umathcode `\d = 0 \alphafam "1D625
- \Umathcode `\e = 0 \alphafam "1D626
- \Umathcode `\f = 0 \alphafam "1D627
- \Umathcode `\g = 0 \alphafam "1D628
- \Umathcode `\h = 0 \alphafam "1D629
- \Umathcode `\i = 0 \alphafam "1D62A
- \Umathcode `\j = 0 \alphafam "1D62B
- \Umathcode `\k = 0 \alphafam "1D62C
- \Umathcode `\l = 0 \alphafam "1D62D
- \Umathcode `\m = 0 \alphafam "1D62E
- \Umathcode `\n = 0 \alphafam "1D62F
- \Umathcode `\o = 0 \alphafam "1D630
- \Umathcode `\p = 0 \alphafam "1D631
- \Umathcode `\q = 0 \alphafam "1D632
- \Umathcode `\r = 0 \alphafam "1D633
- \Umathcode `\s = 0 \alphafam "1D634
- \Umathcode `\t = 0 \alphafam "1D635
- \Umathcode `\u = 0 \alphafam "1D636
- \Umathcode `\v = 0 \alphafam "1D637
- \Umathcode `\w = 0 \alphafam "1D638
- \Umathcode `\x = 0 \alphafam "1D639
- \Umathcode `\y = 0 \alphafam "1D63A
- \Umathcode `\z = 0 \alphafam "1D63B
-% no greek
-\fi
-\tensfit}
-\let\itsf=\sfit
-
-\protected\def\sfbf{\relax%
-\ifmmode
-% numbers
- \Umathcode `\0 = 0 \alphafam "1D7EC
- \Umathcode `\1 = 0 \alphafam "1D7ED
- \Umathcode `\2 = 0 \alphafam "1D7EE
- \Umathcode `\3 = 0 \alphafam "1D7EF
- \Umathcode `\4 = 0 \alphafam "1D7F0
- \Umathcode `\5 = 0 \alphafam "1D7F1
- \Umathcode `\6 = 0 \alphafam "1D7F2
- \Umathcode `\7 = 0 \alphafam "1D7F3
- \Umathcode `\8 = 0 \alphafam "1D7F4
- \Umathcode `\9 = 0 \alphafam "1D7F5
-% latin
- \Umathcode `\A = 0 \alphafam "1D5D4
- \Umathcode `\B = 0 \alphafam "1D5D5
- \Umathcode `\C = 0 \alphafam "1D5D6
- \Umathcode `\D = 0 \alphafam "1D5D7
- \Umathcode `\E = 0 \alphafam "1D5D8
- \Umathcode `\F = 0 \alphafam "1D5D9
- \Umathcode `\G = 0 \alphafam "1D5DA
- \Umathcode `\H = 0 \alphafam "1D5DB
- \Umathcode `\I = 0 \alphafam "1D5DC
- \Umathcode `\J = 0 \alphafam "1D5DD
- \Umathcode `\K = 0 \alphafam "1D5DE
- \Umathcode `\L = 0 \alphafam "1D5DF
- \Umathcode `\M = 0 \alphafam "1D5E0
- \Umathcode `\N = 0 \alphafam "1D5E1
- \Umathcode `\O = 0 \alphafam "1D5E2
- \Umathcode `\P = 0 \alphafam "1D5E3
- \Umathcode `\Q = 0 \alphafam "1D5E4
- \Umathcode `\R = 0 \alphafam "1D5E5
- \Umathcode `\S = 0 \alphafam "1D5E6
- \Umathcode `\T = 0 \alphafam "1D5E7
- \Umathcode `\U = 0 \alphafam "1D5E8
- \Umathcode `\V = 0 \alphafam "1D5E9
- \Umathcode `\W = 0 \alphafam "1D5EA
- \Umathcode `\X = 0 \alphafam "1D5EB
- \Umathcode `\Y = 0 \alphafam "1D5EC
- \Umathcode `\Z = 0 \alphafam "1D5ED
- \Umathcode `\a = 0 \alphafam "1D5EE
- \Umathcode `\b = 0 \alphafam "1D5EF
- \Umathcode `\c = 0 \alphafam "1D5F0
- \Umathcode `\d = 0 \alphafam "1D5F1
- \Umathcode `\e = 0 \alphafam "1D5F2
- \Umathcode `\f = 0 \alphafam "1D5F3
- \Umathcode `\g = 0 \alphafam "1D5F4
- \Umathcode `\h = 0 \alphafam "1D5F5
- \Umathcode `\i = 0 \alphafam "1D5F6
- \Umathcode `\j = 0 \alphafam "1D5F7
- \Umathcode `\k = 0 \alphafam "1D5F8
- \Umathcode `\l = 0 \alphafam "1D5F9
- \Umathcode `\m = 0 \alphafam "1D5FA
- \Umathcode `\n = 0 \alphafam "1D5FB
- \Umathcode `\o = 0 \alphafam "1D5FC
- \Umathcode `\p = 0 \alphafam "1D5FD
- \Umathcode `\q = 0 \alphafam "1D5FE
- \Umathcode `\r = 0 \alphafam "1D5FF
- \Umathcode `\s = 0 \alphafam "1D600
- \Umathcode `\t = 0 \alphafam "1D601
- \Umathcode `\u = 0 \alphafam "1D602
- \Umathcode `\v = 0 \alphafam "1D603
- \Umathcode `\w = 0 \alphafam "1D604
- \Umathcode `\x = 0 \alphafam "1D605
- \Umathcode `\y = 0 \alphafam "1D606
- \Umathcode `\z = 0 \alphafam "1D607
-% greek
- \Umathcode `\Α = 0 \alphafam "1D756
- \Umathcode `\Β = 0 \alphafam "1D757
- \Umathcode `\Γ = 0 \alphafam "1D758
- \Umathcode `\Δ = 0 \alphafam "1D759
- \Umathcode `\Ε = 0 \alphafam "1D75A
- \Umathcode `\Ζ = 0 \alphafam "1D75B
- \Umathcode `\Η = 0 \alphafam "1D75C
- \Umathcode `\Θ = 0 \alphafam "1D75D
- \Umathcode `\Ι = 0 \alphafam "1D75E
- \Umathcode `\Κ = 0 \alphafam "1D75F
- \Umathcode `\Λ = 0 \alphafam "1D760
- \Umathcode `\Μ = 0 \alphafam "1D761
- \Umathcode `\Ν = 0 \alphafam "1D762
- \Umathcode `\Ξ = 0 \alphafam "1D763
- \Umathcode `\Ο = 0 \alphafam "1D764
- \Umathcode `\Π = 0 \alphafam "1D765
- \Umathcode `\Ρ = 0 \alphafam "1D766
- \Umathcode `\ϴ = 0 \alphafam "1D767
- \Umathcode `\Σ = 0 \alphafam "1D768
- \Umathcode `\Τ = 0 \alphafam "1D769
- \Umathcode `\Υ = 0 \alphafam "1D76A
- \Umathcode `\Φ = 0 \alphafam "1D76B
- \Umathcode `\Χ = 0 \alphafam "1D76C
- \Umathcode `\Ψ = 0 \alphafam "1D76D
- \Umathcode `\Ω = 0 \alphafam "1D76E
- \Umathcode `\α = 0 \alphafam "1D770
- \Umathcode `\β = 0 \alphafam "1D771
- \Umathcode `\γ = 0 \alphafam "1D772
- \Umathcode `\δ = 0 \alphafam "1D773
- \Umathcode `\ε = 0 \alphafam "1D774
- \Umathcode `\ζ = 0 \alphafam "1D775
- \Umathcode `\η = 0 \alphafam "1D776
- \Umathcode `\θ = 0 \alphafam "1D777
- \Umathcode `\ι = 0 \alphafam "1D778
- \Umathcode `\κ = 0 \alphafam "1D779
- \Umathcode `\λ = 0 \alphafam "1D77A
- \Umathcode `\μ = 0 \alphafam "1D77B
- \Umathcode `\ν = 0 \alphafam "1D77C
- \Umathcode `\ξ = 0 \alphafam "1D77D
- \Umathcode `\ο = 0 \alphafam "1D77E
- \Umathcode `\π = 0 \alphafam "1D77F
- \Umathcode `\ρ = 0 \alphafam "1D780
- \Umathcode `\ς = 0 \alphafam "1D781
- \Umathcode `\σ = 0 \alphafam "1D782
- \Umathcode `\τ = 0 \alphafam "1D783
- \Umathcode `\υ = 0 \alphafam "1D784
- \Umathcode `\ϕ = 0 \alphafam "1D785
- \Umathcode `\χ = 0 \alphafam "1D786
- \Umathcode `\ψ = 0 \alphafam "1D787
- \Umathcode `\ω = 0 \alphafam "1D788
- \Umathcode `\ϵ = 0 \alphafam "1D78A
- \Umathcode `\ϑ = 0 \alphafam "1D78B
- \Umathcode `\ϰ = 0 \alphafam "1D78C
- \Umathcode `\φ = 0 \alphafam "1D78D
- \Umathcode `\ϱ = 0 \alphafam "1D78E
- \Umathcode `\ϖ = 0 \alphafam "1D78F
-\fi
-\tensfbf}
-\let\bfsf=\sfbf
-
-\protected\def\sfbfit{\relax%
-\ifmmode
-% no numbers
-% latin
- \Umathcode `\A = 0 \alphafam "1D63C
- \Umathcode `\B = 0 \alphafam "1D63D
- \Umathcode `\C = 0 \alphafam "1D63E
- \Umathcode `\D = 0 \alphafam "1D63F
- \Umathcode `\E = 0 \alphafam "1D640
- \Umathcode `\F = 0 \alphafam "1D641
- \Umathcode `\G = 0 \alphafam "1D642
- \Umathcode `\H = 0 \alphafam "1D643
- \Umathcode `\I = 0 \alphafam "1D644
- \Umathcode `\J = 0 \alphafam "1D645
- \Umathcode `\K = 0 \alphafam "1D646
- \Umathcode `\L = 0 \alphafam "1D647
- \Umathcode `\M = 0 \alphafam "1D648
- \Umathcode `\N = 0 \alphafam "1D649
- \Umathcode `\O = 0 \alphafam "1D64A
- \Umathcode `\P = 0 \alphafam "1D64B
- \Umathcode `\Q = 0 \alphafam "1D64C
- \Umathcode `\R = 0 \alphafam "1D64D
- \Umathcode `\S = 0 \alphafam "1D64E
- \Umathcode `\T = 0 \alphafam "1D64F
- \Umathcode `\U = 0 \alphafam "1D650
- \Umathcode `\V = 0 \alphafam "1D651
- \Umathcode `\W = 0 \alphafam "1D652
- \Umathcode `\X = 0 \alphafam "1D653
- \Umathcode `\Y = 0 \alphafam "1D654
- \Umathcode `\Z = 0 \alphafam "1D655
- \Umathcode `\a = 0 \alphafam "1D656
- \Umathcode `\b = 0 \alphafam "1D657
- \Umathcode `\c = 0 \alphafam "1D658
- \Umathcode `\d = 0 \alphafam "1D659
- \Umathcode `\e = 0 \alphafam "1D65A
- \Umathcode `\f = 0 \alphafam "1D65B
- \Umathcode `\g = 0 \alphafam "1D65C
- \Umathcode `\h = 0 \alphafam "1D65D
- \Umathcode `\i = 0 \alphafam "1D65E
- \Umathcode `\j = 0 \alphafam "1D65F
- \Umathcode `\k = 0 \alphafam "1D660
- \Umathcode `\l = 0 \alphafam "1D661
- \Umathcode `\m = 0 \alphafam "1D662
- \Umathcode `\n = 0 \alphafam "1D663
- \Umathcode `\o = 0 \alphafam "1D664
- \Umathcode `\p = 0 \alphafam "1D665
- \Umathcode `\q = 0 \alphafam "1D666
- \Umathcode `\r = 0 \alphafam "1D667
- \Umathcode `\s = 0 \alphafam "1D668
- \Umathcode `\t = 0 \alphafam "1D669
- \Umathcode `\u = 0 \alphafam "1D66A
- \Umathcode `\v = 0 \alphafam "1D66B
- \Umathcode `\w = 0 \alphafam "1D66C
- \Umathcode `\x = 0 \alphafam "1D66D
- \Umathcode `\y = 0 \alphafam "1D66E
- \Umathcode `\z = 0 \alphafam "1D66F
-% greek
- \Umathcode `\Α = 0 \alphafam "1D790
- \Umathcode `\Β = 0 \alphafam "1D791
- \Umathcode `\Γ = 0 \alphafam "1D792
- \Umathcode `\Δ = 0 \alphafam "1D793
- \Umathcode `\Ε = 0 \alphafam "1D794
- \Umathcode `\Ζ = 0 \alphafam "1D795
- \Umathcode `\Η = 0 \alphafam "1D796
- \Umathcode `\Θ = 0 \alphafam "1D797
- \Umathcode `\Ι = 0 \alphafam "1D798
- \Umathcode `\Κ = 0 \alphafam "1D799
- \Umathcode `\Λ = 0 \alphafam "1D79A
- \Umathcode `\Μ = 0 \alphafam "1D79B
- \Umathcode `\Ν = 0 \alphafam "1D79C
- \Umathcode `\Ξ = 0 \alphafam "1D79D
- \Umathcode `\Ο = 0 \alphafam "1D79E
- \Umathcode `\Π = 0 \alphafam "1D79F
- \Umathcode `\Ρ = 0 \alphafam "1D7A0
- \Umathcode `\ϴ = 0 \alphafam "1D7A1
- \Umathcode `\Σ = 0 \alphafam "1D7A2
- \Umathcode `\Τ = 0 \alphafam "1D7A3
- \Umathcode `\Υ = 0 \alphafam "1D7A4
- \Umathcode `\Φ = 0 \alphafam "1D7A5
- \Umathcode `\Χ = 0 \alphafam "1D7A6
- \Umathcode `\Ψ = 0 \alphafam "1D7A7
- \Umathcode `\Ω = 0 \alphafam "1D7A8
- \Umathcode `\α = 0 \alphafam "1D7AA
- \Umathcode `\β = 0 \alphafam "1D7AB
- \Umathcode `\γ = 0 \alphafam "1D7AC
- \Umathcode `\δ = 0 \alphafam "1D7AD
- \Umathcode `\ε = 0 \alphafam "1D7AE
- \Umathcode `\ζ = 0 \alphafam "1D7AF
- \Umathcode `\η = 0 \alphafam "1D7B0
- \Umathcode `\θ = 0 \alphafam "1D7B1
- \Umathcode `\ι = 0 \alphafam "1D7B2
- \Umathcode `\κ = 0 \alphafam "1D7B3
- \Umathcode `\λ = 0 \alphafam "1D7B4
- \Umathcode `\μ = 0 \alphafam "1D7B5
- \Umathcode `\ν = 0 \alphafam "1D7B6
- \Umathcode `\ξ = 0 \alphafam "1D7B7
- \Umathcode `\ο = 0 \alphafam "1D7B8
- \Umathcode `\π = 0 \alphafam "1D7B9
- \Umathcode `\ρ = 0 \alphafam "1D7BA
- \Umathcode `\ς = 0 \alphafam "1D7BB
- \Umathcode `\σ = 0 \alphafam "1D7BC
- \Umathcode `\τ = 0 \alphafam "1D7BD
- \Umathcode `\υ = 0 \alphafam "1D7BE
- \Umathcode `\ϕ = 0 \alphafam "1D7BF
- \Umathcode `\χ = 0 \alphafam "1D7C0
- \Umathcode `\ψ = 0 \alphafam "1D7C1
- \Umathcode `\ω = 0 \alphafam "1D7C2
- \Umathcode `\ϵ = 0 \alphafam "1D7C4
- \Umathcode `\ϑ = 0 \alphafam "1D7C5
- \Umathcode `\ϰ = 0 \alphafam "1D7C6
- \Umathcode `\φ = 0 \alphafam "1D7C7
- \Umathcode `\ϱ = 0 \alphafam "1D7C8
- \Umathcode `\ϖ = 0 \alphafam "1D7C9
-\fi
-\tensfbfit}
-\let\sfitbf=\sfbfit
-\let\bfsfit=\sfbfit
-\let\bfitsf=\sfbfit
-\let\itsfbf=\sfbfit
-\let\itbfsf=\sfbfit
-
-\protected\def\tt{\relax%
-\ifmmode
-% numbers
- \Umathcode `\0 = 0 \alphafam "1D7F6
- \Umathcode `\1 = 0 \alphafam "1D7F7
- \Umathcode `\2 = 0 \alphafam "1D7F8
- \Umathcode `\3 = 0 \alphafam "1D7F9
- \Umathcode `\4 = 0 \alphafam "1D7FA
- \Umathcode `\5 = 0 \alphafam "1D7FB
- \Umathcode `\6 = 0 \alphafam "1D7FC
- \Umathcode `\7 = 0 \alphafam "1D7FD
- \Umathcode `\8 = 0 \alphafam "1D7FE
- \Umathcode `\9 = 0 \alphafam "1D7FF
-% latin
- \Umathcode `\A = 0 \alphafam "1D670
- \Umathcode `\B = 0 \alphafam "1D671
- \Umathcode `\C = 0 \alphafam "1D672
- \Umathcode `\D = 0 \alphafam "1D673
- \Umathcode `\E = 0 \alphafam "1D674
- \Umathcode `\F = 0 \alphafam "1D675
- \Umathcode `\G = 0 \alphafam "1D676
- \Umathcode `\H = 0 \alphafam "1D677
- \Umathcode `\I = 0 \alphafam "1D678
- \Umathcode `\J = 0 \alphafam "1D679
- \Umathcode `\K = 0 \alphafam "1D67A
- \Umathcode `\L = 0 \alphafam "1D67B
- \Umathcode `\M = 0 \alphafam "1D67C
- \Umathcode `\N = 0 \alphafam "1D67D
- \Umathcode `\O = 0 \alphafam "1D67E
- \Umathcode `\P = 0 \alphafam "1D67F
- \Umathcode `\Q = 0 \alphafam "1D680
- \Umathcode `\R = 0 \alphafam "1D681
- \Umathcode `\S = 0 \alphafam "1D682
- \Umathcode `\T = 0 \alphafam "1D683
- \Umathcode `\U = 0 \alphafam "1D684
- \Umathcode `\V = 0 \alphafam "1D685
- \Umathcode `\W = 0 \alphafam "1D686
- \Umathcode `\X = 0 \alphafam "1D687
- \Umathcode `\Y = 0 \alphafam "1D688
- \Umathcode `\Z = 0 \alphafam "1D689
- \Umathcode `\a = 0 \alphafam "1D68A
- \Umathcode `\b = 0 \alphafam "1D68B
- \Umathcode `\c = 0 \alphafam "1D68C
- \Umathcode `\d = 0 \alphafam "1D68D
- \Umathcode `\e = 0 \alphafam "1D68E
- \Umathcode `\f = 0 \alphafam "1D68F
- \Umathcode `\g = 0 \alphafam "1D690
- \Umathcode `\h = 0 \alphafam "1D691
- \Umathcode `\i = 0 \alphafam "1D692
- \Umathcode `\j = 0 \alphafam "1D693
- \Umathcode `\k = 0 \alphafam "1D694
- \Umathcode `\l = 0 \alphafam "1D695
- \Umathcode `\m = 0 \alphafam "1D696
- \Umathcode `\n = 0 \alphafam "1D697
- \Umathcode `\o = 0 \alphafam "1D698
- \Umathcode `\p = 0 \alphafam "1D699
- \Umathcode `\q = 0 \alphafam "1D69A
- \Umathcode `\r = 0 \alphafam "1D69B
- \Umathcode `\s = 0 \alphafam "1D69C
- \Umathcode `\t = 0 \alphafam "1D69D
- \Umathcode `\u = 0 \alphafam "1D69E
- \Umathcode `\v = 0 \alphafam "1D69F
- \Umathcode `\w = 0 \alphafam "1D6A0
- \Umathcode `\x = 0 \alphafam "1D6A1
- \Umathcode `\y = 0 \alphafam "1D6A2
- \Umathcode `\z = 0 \alphafam "1D6A3
-\fi
-% no greek
-\tentt}
-
-\def\cal{%
-% no numbers
-% latin
- \Umathcode `\A = 0 \alphafam "1D49C
- \Umathcode `\B = 0 \alphafam "0212C
- \Umathcode `\C = 0 \alphafam "1D49E
- \Umathcode `\D = 0 \alphafam "1D49F
- \Umathcode `\E = 0 \alphafam "02130
- \Umathcode `\F = 0 \alphafam "02131
- \Umathcode `\G = 0 \alphafam "1D4A2
- \Umathcode `\H = 0 \alphafam "0210B
- \Umathcode `\I = 0 \alphafam "02110
- \Umathcode `\J = 0 \alphafam "1D4A5
- \Umathcode `\K = 0 \alphafam "1D4A6
- \Umathcode `\L = 0 \alphafam "02112
- \Umathcode `\M = 0 \alphafam "02133
- \Umathcode `\N = 0 \alphafam "1D4A9
- \Umathcode `\O = 0 \alphafam "1D4AA
- \Umathcode `\P = 0 \alphafam "1D4AB
- \Umathcode `\Q = 0 \alphafam "1D4AC
- \Umathcode `\R = 0 \alphafam "0211B
- \Umathcode `\S = 0 \alphafam "1D4AE
- \Umathcode `\T = 0 \alphafam "1D4AF
- \Umathcode `\U = 0 \alphafam "1D4B0
- \Umathcode `\V = 0 \alphafam "1D4B1
- \Umathcode `\W = 0 \alphafam "1D4B2
- \Umathcode `\X = 0 \alphafam "1D4B3
- \Umathcode `\Y = 0 \alphafam "1D4B4
- \Umathcode `\Z = 0 \alphafam "1D4B5
- \Umathcode `\a = 0 \alphafam "1D4B6
- \Umathcode `\b = 0 \alphafam "1D4B7
- \Umathcode `\c = 0 \alphafam "1D4B8
- \Umathcode `\d = 0 \alphafam "1D4B9
- \Umathcode `\e = 0 \alphafam "0212F
- \Umathcode `\f = 0 \alphafam "1D4BB
- \Umathcode `\g = 0 \alphafam "0210A
- \Umathcode `\h = 0 \alphafam "1D4BD
- \Umathcode `\i = 0 \alphafam "1D4BE
- \Umathcode `\j = 0 \alphafam "1D4BF
- \Umathcode `\k = 0 \alphafam "1D4C0
- \Umathcode `\l = 0 \alphafam "1D4C1
- \Umathcode `\m = 0 \alphafam "1D4C2
- \Umathcode `\n = 0 \alphafam "1D4C3
- \Umathcode `\o = 0 \alphafam "02134
- \Umathcode `\p = 0 \alphafam "1D4C5
- \Umathcode `\q = 0 \alphafam "1D4C6
- \Umathcode `\r = 0 \alphafam "1D4C7
- \Umathcode `\s = 0 \alphafam "1D4C8
- \Umathcode `\t = 0 \alphafam "1D4C9
- \Umathcode `\u = 0 \alphafam "1D4CA
- \Umathcode `\v = 0 \alphafam "1D4CB
- \Umathcode `\w = 0 \alphafam "1D4CC
- \Umathcode `\x = 0 \alphafam "1D4CD
- \Umathcode `\y = 0 \alphafam "1D4CE
- \Umathcode `\z = 0 \alphafam "1D4CF
-% no greek
-}
-\let\scr=\cal
-
-\def\calbf{%
-% no numbers
-% latin
- \Umathcode `\A = 0 \alphafam "1D4D0
- \Umathcode `\B = 0 \alphafam "1D4D1
- \Umathcode `\C = 0 \alphafam "1D4D2
- \Umathcode `\D = 0 \alphafam "1D4D3
- \Umathcode `\E = 0 \alphafam "1D4D4
- \Umathcode `\F = 0 \alphafam "1D4D5
- \Umathcode `\G = 0 \alphafam "1D4D6
- \Umathcode `\H = 0 \alphafam "1D4D7
- \Umathcode `\I = 0 \alphafam "1D4D8
- \Umathcode `\J = 0 \alphafam "1D4D9
- \Umathcode `\K = 0 \alphafam "1D4DA
- \Umathcode `\L = 0 \alphafam "1D4DB
- \Umathcode `\M = 0 \alphafam "1D4DC
- \Umathcode `\N = 0 \alphafam "1D4DD
- \Umathcode `\O = 0 \alphafam "1D4DE
- \Umathcode `\P = 0 \alphafam "1D4DF
- \Umathcode `\Q = 0 \alphafam "1D4E0
- \Umathcode `\R = 0 \alphafam "1D4E1
- \Umathcode `\S = 0 \alphafam "1D4E2
- \Umathcode `\T = 0 \alphafam "1D4E3
- \Umathcode `\U = 0 \alphafam "1D4E4
- \Umathcode `\V = 0 \alphafam "1D4E5
- \Umathcode `\W = 0 \alphafam "1D4E6
- \Umathcode `\X = 0 \alphafam "1D4E7
- \Umathcode `\Y = 0 \alphafam "1D4E8
- \Umathcode `\Z = 0 \alphafam "1D4E9
- \Umathcode `\a = 0 \alphafam "1D4EA
- \Umathcode `\b = 0 \alphafam "1D4EB
- \Umathcode `\c = 0 \alphafam "1D4EC
- \Umathcode `\d = 0 \alphafam "1D4ED
- \Umathcode `\e = 0 \alphafam "1D4EE
- \Umathcode `\f = 0 \alphafam "1D4EF
- \Umathcode `\g = 0 \alphafam "1D4F0
- \Umathcode `\h = 0 \alphafam "1D4F1
- \Umathcode `\i = 0 \alphafam "1D4F2
- \Umathcode `\j = 0 \alphafam "1D4F3
- \Umathcode `\k = 0 \alphafam "1D4F4
- \Umathcode `\l = 0 \alphafam "1D4F5
- \Umathcode `\m = 0 \alphafam "1D4F6
- \Umathcode `\n = 0 \alphafam "1D4F7
- \Umathcode `\o = 0 \alphafam "1D4F8
- \Umathcode `\p = 0 \alphafam "1D4F9
- \Umathcode `\q = 0 \alphafam "1D4FA
- \Umathcode `\r = 0 \alphafam "1D4FB
- \Umathcode `\s = 0 \alphafam "1D4FC
- \Umathcode `\t = 0 \alphafam "1D4FD
- \Umathcode `\u = 0 \alphafam "1D4FE
- \Umathcode `\v = 0 \alphafam "1D4FF
- \Umathcode `\w = 0 \alphafam "1D500
- \Umathcode `\x = 0 \alphafam "1D501
- \Umathcode `\y = 0 \alphafam "1D502
- \Umathcode `\z = 0 \alphafam "1D503
-% no greek
-}
-\let\bfcal=\calbf
-\let\scrbf=\calbf
-\let\bfscr=\calbf
-
-\def\bb{%
-% numbers
- \Umathcode `\0 = 0 \alphafam "1D7D8
- \Umathcode `\1 = 0 \alphafam "1D7D9
- \Umathcode `\2 = 0 \alphafam "1D7DA
- \Umathcode `\3 = 0 \alphafam "1D7DB
- \Umathcode `\4 = 0 \alphafam "1D7DC
- \Umathcode `\5 = 0 \alphafam "1D7DD
- \Umathcode `\6 = 0 \alphafam "1D7DE
- \Umathcode `\7 = 0 \alphafam "1D7DF
- \Umathcode `\8 = 0 \alphafam "1D7E0
- \Umathcode `\9 = 0 \alphafam "1D7E1
-% latin
- \Umathcode `\A = 0 \alphafam "1D538
- \Umathcode `\B = 0 \alphafam "1D539
- \Umathcode `\C = 0 \alphafam "02102
- \Umathcode `\D = 0 \alphafam "1D53B
- \Umathcode `\E = 0 \alphafam "1D53C
- \Umathcode `\F = 0 \alphafam "1D53D
- \Umathcode `\G = 0 \alphafam "1D53E
- \Umathcode `\H = 0 \alphafam "0210D
- \Umathcode `\I = 0 \alphafam "1D540
- \Umathcode `\J = 0 \alphafam "1D541
- \Umathcode `\K = 0 \alphafam "1D542
- \Umathcode `\L = 0 \alphafam "1D543
- \Umathcode `\M = 0 \alphafam "1D544
- \Umathcode `\N = 0 \alphafam "02115
- \Umathcode `\O = 0 \alphafam "1D546
- \Umathcode `\P = 0 \alphafam "02119
- \Umathcode `\Q = 0 \alphafam "0211A
- \Umathcode `\R = 0 \alphafam "0211D
- \Umathcode `\S = 0 \alphafam "1D54A
- \Umathcode `\T = 0 \alphafam "1D54B
- \Umathcode `\U = 0 \alphafam "1D54C
- \Umathcode `\V = 0 \alphafam "1D54D
- \Umathcode `\W = 0 \alphafam "1D54E
- \Umathcode `\X = 0 \alphafam "1D54F
- \Umathcode `\Y = 0 \alphafam "1D550
- \Umathcode `\Z = 0 \alphafam "02124
- \Umathcode `\a = 0 \alphafam "1D552
- \Umathcode `\b = 0 \alphafam "1D553
- \Umathcode `\c = 0 \alphafam "1D554
- \Umathcode `\d = 0 \alphafam "1D555
- \Umathcode `\e = 0 \alphafam "1D556
- \Umathcode `\f = 0 \alphafam "1D557
- \Umathcode `\g = 0 \alphafam "1D558
- \Umathcode `\h = 0 \alphafam "1D559
- \Umathcode `\i = 0 \alphafam "1D55A
- \Umathcode `\j = 0 \alphafam "1D55B
- \Umathcode `\k = 0 \alphafam "1D55C
- \Umathcode `\l = 0 \alphafam "1D55D
- \Umathcode `\m = 0 \alphafam "1D55E
- \Umathcode `\n = 0 \alphafam "1D55F
- \Umathcode `\o = 0 \alphafam "1D560
- \Umathcode `\p = 0 \alphafam "1D561
- \Umathcode `\q = 0 \alphafam "1D562
- \Umathcode `\r = 0 \alphafam "1D563
- \Umathcode `\s = 0 \alphafam "1D564
- \Umathcode `\t = 0 \alphafam "1D565
- \Umathcode `\u = 0 \alphafam "1D566
- \Umathcode `\v = 0 \alphafam "1D567
- \Umathcode `\w = 0 \alphafam "1D568
- \Umathcode `\x = 0 \alphafam "1D569
- \Umathcode `\y = 0 \alphafam "1D56A
- \Umathcode `\z = 0 \alphafam "1D56B
-% no greek
-}
-
-\def\bbit{%
- \Umathcode `\D = 0 \alphafam "02145
- \Umathcode `\d = 0 \alphafam "02146
- \Umathcode `\e = 0 \alphafam "02147
- \Umathcode `\i = 0 \alphafam "02148
- \Umathcode `\j = 0 \alphafam "02149
-}
-\let\itbb=\bbit
-
-\def\frak{%
-% no numbers
-% latin
- \Umathcode `\A = 0 \alphafam "1D504
- \Umathcode `\B = 0 \alphafam "1D505
- \Umathcode `\C = 0 \alphafam "0212D
- \Umathcode `\D = 0 \alphafam "1D507
- \Umathcode `\E = 0 \alphafam "1D508
- \Umathcode `\F = 0 \alphafam "1D509
- \Umathcode `\G = 0 \alphafam "1D50A
- \Umathcode `\H = 0 \alphafam "0210C
- \Umathcode `\I = 0 \alphafam "02111
- \Umathcode `\J = 0 \alphafam "1D50D
- \Umathcode `\K = 0 \alphafam "1D50E
- \Umathcode `\L = 0 \alphafam "1D50F
- \Umathcode `\M = 0 \alphafam "1D510
- \Umathcode `\N = 0 \alphafam "1D511
- \Umathcode `\O = 0 \alphafam "1D512
- \Umathcode `\P = 0 \alphafam "1D513
- \Umathcode `\Q = 0 \alphafam "1D514
- \Umathcode `\R = 0 \alphafam "0211C
- \Umathcode `\S = 0 \alphafam "1D516
- \Umathcode `\T = 0 \alphafam "1D517
- \Umathcode `\U = 0 \alphafam "1D518
- \Umathcode `\V = 0 \alphafam "1D519
- \Umathcode `\W = 0 \alphafam "1D51A
- \Umathcode `\X = 0 \alphafam "1D51B
- \Umathcode `\Y = 0 \alphafam "1D51C
- \Umathcode `\Z = 0 \alphafam "02128
- \Umathcode `\a = 0 \alphafam "1D51E
- \Umathcode `\b = 0 \alphafam "1D51F
- \Umathcode `\c = 0 \alphafam "1D520
- \Umathcode `\d = 0 \alphafam "1D521
- \Umathcode `\e = 0 \alphafam "1D522
- \Umathcode `\f = 0 \alphafam "1D523
- \Umathcode `\g = 0 \alphafam "1D524
- \Umathcode `\h = 0 \alphafam "1D525
- \Umathcode `\i = 0 \alphafam "1D526
- \Umathcode `\j = 0 \alphafam "1D527
- \Umathcode `\k = 0 \alphafam "1D528
- \Umathcode `\l = 0 \alphafam "1D529
- \Umathcode `\m = 0 \alphafam "1D52A
- \Umathcode `\n = 0 \alphafam "1D52B
- \Umathcode `\o = 0 \alphafam "1D52C
- \Umathcode `\p = 0 \alphafam "1D52D
- \Umathcode `\q = 0 \alphafam "1D52E
- \Umathcode `\r = 0 \alphafam "1D52F
- \Umathcode `\s = 0 \alphafam "1D530
- \Umathcode `\t = 0 \alphafam "1D531
- \Umathcode `\u = 0 \alphafam "1D532
- \Umathcode `\v = 0 \alphafam "1D533
- \Umathcode `\w = 0 \alphafam "1D534
- \Umathcode `\x = 0 \alphafam "1D535
- \Umathcode `\y = 0 \alphafam "1D536
- \Umathcode `\z = 0 \alphafam "1D537
-% no greek
-}
-
-\def\frakbf{%
-% no numbers,
-% latin
- \Umathcode `\A = 0 \alphafam "1D56C
- \Umathcode `\B = 0 \alphafam "1D56D
- \Umathcode `\C = 0 \alphafam "1D56E
- \Umathcode `\D = 0 \alphafam "1D56F
- \Umathcode `\E = 0 \alphafam "1D570
- \Umathcode `\F = 0 \alphafam "1D571
- \Umathcode `\G = 0 \alphafam "1D572
- \Umathcode `\H = 0 \alphafam "1D573
- \Umathcode `\I = 0 \alphafam "1D574
- \Umathcode `\J = 0 \alphafam "1D575
- \Umathcode `\K = 0 \alphafam "1D576
- \Umathcode `\L = 0 \alphafam "1D577
- \Umathcode `\M = 0 \alphafam "1D578
- \Umathcode `\N = 0 \alphafam "1D579
- \Umathcode `\O = 0 \alphafam "1D57A
- \Umathcode `\P = 0 \alphafam "1D57B
- \Umathcode `\Q = 0 \alphafam "1D57C
- \Umathcode `\R = 0 \alphafam "1D57D
- \Umathcode `\S = 0 \alphafam "1D57E
- \Umathcode `\T = 0 \alphafam "1D57F
- \Umathcode `\U = 0 \alphafam "1D580
- \Umathcode `\V = 0 \alphafam "1D581
- \Umathcode `\W = 0 \alphafam "1D582
- \Umathcode `\X = 0 \alphafam "1D583
- \Umathcode `\Y = 0 \alphafam "1D584
- \Umathcode `\Z = 0 \alphafam "1D585
- \Umathcode `\a = 0 \alphafam "1D586
- \Umathcode `\b = 0 \alphafam "1D587
- \Umathcode `\c = 0 \alphafam "1D588
- \Umathcode `\d = 0 \alphafam "1D589
- \Umathcode `\e = 0 \alphafam "1D58A
- \Umathcode `\f = 0 \alphafam "1D58B
- \Umathcode `\g = 0 \alphafam "1D58C
- \Umathcode `\h = 0 \alphafam "1D58D
- \Umathcode `\i = 0 \alphafam "1D58E
- \Umathcode `\j = 0 \alphafam "1D58F
- \Umathcode `\k = 0 \alphafam "1D590
- \Umathcode `\l = 0 \alphafam "1D591
- \Umathcode `\m = 0 \alphafam "1D592
- \Umathcode `\n = 0 \alphafam "1D593
- \Umathcode `\o = 0 \alphafam "1D594
- \Umathcode `\p = 0 \alphafam "1D595
- \Umathcode `\q = 0 \alphafam "1D596
- \Umathcode `\r = 0 \alphafam "1D597
- \Umathcode `\s = 0 \alphafam "1D598
- \Umathcode `\t = 0 \alphafam "1D599
- \Umathcode `\u = 0 \alphafam "1D59A
- \Umathcode `\v = 0 \alphafam "1D59B
- \Umathcode `\w = 0 \alphafam "1D59C
- \Umathcode `\x = 0 \alphafam "1D59D
- \Umathcode `\y = 0 \alphafam "1D59E
- \Umathcode `\z = 0 \alphafam "1D59F
-% no greek
-}
-\let\bffrak=\frakbf
-
-\endinput
\ No newline at end of file
Modified: trunk/Master/texmf-dist/tex/xetex/unimath-plain-xetex/unimath-plain-xetex.tex
===================================================================
--- trunk/Master/texmf-dist/tex/xetex/unimath-plain-xetex/unimath-plain-xetex.tex 2022-12-22 21:14:07 UTC (rev 65333)
+++ trunk/Master/texmf-dist/tex/xetex/unimath-plain-xetex/unimath-plain-xetex.tex 2022-12-22 21:14:34 UTC (rev 65334)
@@ -8,11 +8,19 @@
%% ******************************************************
\catcode`\@=11
-\newdimen\@tempdima
-\newdimen\@tempdimb
-\newdimen\@tempdimc
-\newdimen\@tempdimd
+\ifcsname XeTeXversion\endcsname
+ \ifdefined\textfontopt\else\def\textfontopt{mapping=tex-text}\fi
+\else
+ \errmessage{unimath-plain-xetex Error: Needs XeTeX!}
+\fi
+% Here we change the definition of \newfam. XeTeX allows 255 fams at most.
+\outer\def\newfam{\alloc at 8\fam\chardef\@cclv}
+\newdimen\um at tempdima
+\newdimen\um at tempdimb
+\newdimen\um at tempdimc
+\newdimen\um at tempdimd
+
% text font
\ifdefined\mainfontname\else
\gdef\mainfontname{Latin Modern Roman}
@@ -23,11 +31,6 @@
\ifdefined\monofontname\else
\gdef\monofontname{Latin Modern Mono}
\fi
-\ifcsname XeTeXversion\endcsname
- \ifdefined\textfontopt\else\def\textfontopt{mapping=tex-text}\fi
-\else
- \errmessage{unimath-plain-xetex Error: Needs XeTeX!}
-\fi
\font\tenrm = "\mainfontname/R:\textfontopt" at 10pt
\font\tenit = "\mainfontname/I:\textfontopt" at 10pt
@@ -39,16 +42,16 @@
\font\tensf at test = "\sansfontname/R:\textfontopt" at 10pt
\font\tentt at test = "\monofontname/R:\textfontopt" at 10pt
-\@tempdima\fontdimen5\tenrm
-\@tempdimb\fontdimen5\tensf at test
-\gdef\sf at innerratio{\numexpr\dimexpr256\@tempdima/\@tempdimb\relax}
-\@tempdimc\fontdimen5\tentt at test
-\gdef\tt at innerratio{\numexpr\dimexpr256\@tempdima/\@tempdimc\relax}
+\um at tempdima\fontdimen5\tenrm
+\um at tempdimb\fontdimen5\tensf at test
+\gdef\sf at innerratio{\numexpr\dimexpr256\um at tempdima/\um at tempdimb\relax}
+\um at tempdimc\fontdimen5\tentt at test
+\gdef\tt at innerratio{\numexpr\dimexpr256\um at tempdima/\um at tempdimc\relax}
\let\tensf at test\relax \let\tentt at test\relax
-\def\@sizeat#1{\@tempdimd#1\relax
- \sf at size=\dimexpr\sf at innerratio\@tempdimd/256\relax
- \tt at size=\dimexpr\tt at innerratio\@tempdimd/256\relax
+\def\@sizeat#1{\um at tempdimd#1\relax
+ \sf at size=\dimexpr\sf at innerratio\um at tempdimd/256\relax
+ \tt at size=\dimexpr\tt at innerratio\um at tempdimd/256\relax
}
\@sizeat{10pt}
\font\tensf = "\sansfontname/R:\textfontopt" at \sf at size
@@ -120,14 +123,18 @@
% math alpha, using OpenType Math font
\ifdefined\mathalphafontname
- \chardef\alphafam = 1 % `math alphabet' or `variable class'
+ \chardef\normalfam = 1 % `math alphabet' or `variable class'
\font \tenalpha = "\mathalphafontname:script=math" at 10pt
\font \sevenalpha = "\mathalphafontname:script=math,+ssty=0" at 7pt
\font \fivealpha = "\mathalphafontname:script=math,+ssty=1" at 5pt
- \textfont \alphafam = \tenalpha
- \scriptfont \alphafam = \sevenalpha
- \scriptscriptfont \alphafam = \fivealpha
-\else \let\alphafam=\unimathfam \fi
+ \textfont \normalfam = \tenalpha
+ \scriptfont \normalfam = \sevenalpha
+ \scriptscriptfont \normalfam = \fivealpha
+\else \let\normalfam=\unimathfam
+ \let\tenalpha=\tenmath
+ \let\sevenalpha=\sevenmath
+ \let\fivealpha=\fivemath
+\fi
% delimiter, influencing \mathopen, \mathclose, \mathfence, \mathover(under)
\ifdefined\mathdelimiterfontname
\chardef\delimiterfam = 2
@@ -158,7 +165,7 @@
\scriptfont \opfam = \sevenop
\scriptscriptfont \opfam = \fiveop
\else \let\opfam=\unimathfam \fi
-% binary, nfluencing \mathbin and \mathrel
+% binary, influencing \mathbin and \mathrel
\ifdefined\mathbinfontname
\chardef\binfam = 5
\font \tenbin = "\mathbinfontname:script=math" at 10pt
@@ -187,6 +194,10 @@
%\chardef\frakfam=15
% In the short future, this package will support user-defined fams.
+\ifdefined\unimathsettings
+ \unimathsettings
+\fi
+
% loading unicode-math-table
\def\mathalpha{A}
\def\mathfence{F}
@@ -211,8 +222,8 @@
\Umathchardef #2 = 0 \ordfam #1
\Umathcode #1 = 0 \ordfam #1
\else\ifx#3\mathalpha
- \Umathchardef #2 = 0 \alphafam #1
- \Umathcode #1 = 0 \alphafam #1
+ \Umathchardef #2 = 0 \normalfam #1
+ \Umathcode #1 = 0 \normalfam #1
\else\ifx#3\mathop
\Umathchardef #2 = 1 \opfam #1
\Umathcode #1 = 1 \opfam #1
@@ -303,130 +314,142 @@
%\Umathcode `\{ = 4 \delimiterfam `\{
%\Umathcode `\} = 5 \delimiterfam `\}
-\Umathcode `\0 = 0 \alphafam "30
-\Umathcode `\1 = 0 \alphafam "31
-\Umathcode `\2 = 0 \alphafam "32
-\Umathcode `\3 = 0 \alphafam "33
-\Umathcode `\4 = 0 \alphafam "34
-\Umathcode `\5 = 0 \alphafam "35
-\Umathcode `\6 = 0 \alphafam "36
-\Umathcode `\7 = 0 \alphafam "37
-\Umathcode `\8 = 0 \alphafam "38
-\Umathcode `\9 = 0 \alphafam "39
-\Umathcode `\A = 0 \alphafam "1D434
-\Umathcode `\B = 0 \alphafam "1D435
-\Umathcode `\C = 0 \alphafam "1D436
-\Umathcode `\D = 0 \alphafam "1D437
-\Umathcode `\E = 0 \alphafam "1D438
-\Umathcode `\F = 0 \alphafam "1D439
-\Umathcode `\G = 0 \alphafam "1D43A
-\Umathcode `\H = 0 \alphafam "1D43B
-\Umathcode `\I = 0 \alphafam "1D43C
-\Umathcode `\J = 0 \alphafam "1D43D
-\Umathcode `\K = 0 \alphafam "1D43E
-\Umathcode `\L = 0 \alphafam "1D43F
-\Umathcode `\M = 0 \alphafam "1D440
-\Umathcode `\N = 0 \alphafam "1D441
-\Umathcode `\O = 0 \alphafam "1D442
-\Umathcode `\P = 0 \alphafam "1D443
-\Umathcode `\Q = 0 \alphafam "1D444
-\Umathcode `\R = 0 \alphafam "1D445
-\Umathcode `\S = 0 \alphafam "1D446
-\Umathcode `\T = 0 \alphafam "1D447
-\Umathcode `\U = 0 \alphafam "1D448
-\Umathcode `\V = 0 \alphafam "1D449
-\Umathcode `\W = 0 \alphafam "1D44A
-\Umathcode `\X = 0 \alphafam "1D44B
-\Umathcode `\Y = 0 \alphafam "1D44C
-\Umathcode `\Z = 0 \alphafam "1D44D
-\Umathcode `\a = 0 \alphafam "1D44E
-\Umathcode `\b = 0 \alphafam "1D44F
-\Umathcode `\c = 0 \alphafam "1D450
-\Umathcode `\d = 0 \alphafam "1D451
-\Umathcode `\e = 0 \alphafam "1D452
-\Umathcode `\f = 0 \alphafam "1D453
-\Umathcode `\g = 0 \alphafam "1D454
-\Umathcode `\h = 0 \alphafam "0210E % Planck constant
-\Umathcode `\i = 0 \alphafam "1D456
-\Umathcode `\j = 0 \alphafam "1D457
-\Umathcode `\k = 0 \alphafam "1D458
-\Umathcode `\l = 0 \alphafam "1D459
-\Umathcode `\m = 0 \alphafam "1D45A
-\Umathcode `\n = 0 \alphafam "1D45B
-\Umathcode `\o = 0 \alphafam "1D45C
-\Umathcode `\p = 0 \alphafam "1D45D
-\Umathcode `\q = 0 \alphafam "1D45E
-\Umathcode `\r = 0 \alphafam "1D45F
-\Umathcode `\s = 0 \alphafam "1D460
-\Umathcode `\t = 0 \alphafam "1D461
-\Umathcode `\u = 0 \alphafam "1D462
-\Umathcode `\v = 0 \alphafam "1D463
-\Umathcode `\w = 0 \alphafam "1D464
-\Umathcode `\x = 0 \alphafam "1D465
-\Umathcode `\y = 0 \alphafam "1D466
-\Umathcode `\z = 0 \alphafam "1D467
-\Umathcode `\Α = 0 \alphafam "1D6E2
-\Umathcode `\Β = 0 \alphafam "1D6E3
-\Umathcode `\Γ = 0 \alphafam "1D6E4
-\Umathcode `\Δ = 0 \alphafam "1D6E5
-\Umathcode `\Ε = 0 \alphafam "1D6E6
-\Umathcode `\Ζ = 0 \alphafam "1D6E7
-\Umathcode `\Η = 0 \alphafam "1D6E8
-\Umathcode `\Θ = 0 \alphafam "1D6E9
-\Umathcode `\Ι = 0 \alphafam "1D6EA
-\Umathcode `\Κ = 0 \alphafam "1D6EB
-\Umathcode `\Λ = 0 \alphafam "1D6EC
-\Umathcode `\Μ = 0 \alphafam "1D6ED
-\Umathcode `\Ν = 0 \alphafam "1D6EE
-\Umathcode `\Ξ = 0 \alphafam "1D6EF
-\Umathcode `\Ο = 0 \alphafam "1D6F0
-\Umathcode `\Π = 0 \alphafam "1D6F1
-\Umathcode `\Ρ = 0 \alphafam "1D6F2
-\Umathcode `\Σ = 0 \alphafam "1D6F4
-\Umathcode `\Τ = 0 \alphafam "1D6F5
-\Umathcode `\Υ = 0 \alphafam "1D6F6
-\Umathcode `\Φ = 0 \alphafam "1D6F7
-\Umathcode `\Χ = 0 \alphafam "1D6F8
-\Umathcode `\Ψ = 0 \alphafam "1D6F9
-\Umathcode `\Ω = 0 \alphafam "1D6FA
-\Umathcode `\α = 0 \alphafam "1D6FC
-\Umathcode `\β = 0 \alphafam "1D6FD
-\Umathcode `\γ = 0 \alphafam "1D6FE
-\Umathcode `\δ = 0 \alphafam "1D6FF
-\Umathcode `\ε = 0 \alphafam "1D700
-\Umathcode `\ζ = 0 \alphafam "1D701
-\Umathcode `\η = 0 \alphafam "1D702
-\Umathcode `\θ = 0 \alphafam "1D703
-\Umathcode `\ι = 0 \alphafam "1D704
-\Umathcode `\κ = 0 \alphafam "1D705
-\Umathcode `\λ = 0 \alphafam "1D706
-\Umathcode `\μ = 0 \alphafam "1D707
-\Umathcode `\ν = 0 \alphafam "1D708
-\Umathcode `\ξ = 0 \alphafam "1D709
-\Umathcode `\ο = 0 \alphafam "1D70A
-\Umathcode `\π = 0 \alphafam "1D70B
-\Umathcode `\ρ = 0 \alphafam "1D70C
-\Umathcode `\ς = 0 \alphafam "1D70D
-\Umathcode `\σ = 0 \alphafam "1D70E
-\Umathcode `\τ = 0 \alphafam "1D70F
-\Umathcode `\υ = 0 \alphafam "1D710
-\Umathcode `\φ = 0 \alphafam "1D719
-\Umathcode `\χ = 0 \alphafam "1D712
-\Umathcode `\ψ = 0 \alphafam "1D713
-\Umathcode `\ω = 0 \alphafam "1D714
-\Umathcode `\ϑ = 0 \alphafam "1D717
-\Umathcode `\ϕ = 0 \alphafam "1D711
-\Umathcode `\ϖ = 0 \alphafam "1D71B
-\Umathcode `\ϰ = 0 \alphafam "1D718
-\Umathcode `\ϱ = 0 \alphafam "1D71A
-\Umathcode `\ϴ = 0 \alphafam "1D6F3
-\Umathcode `\ϵ = 0 \alphafam "1D716
+\Umathcode `\0 = 0 \normalfam "30
+\Umathcode `\1 = 0 \normalfam "31
+\Umathcode `\2 = 0 \normalfam "32
+\Umathcode `\3 = 0 \normalfam "33
+\Umathcode `\4 = 0 \normalfam "34
+\Umathcode `\5 = 0 \normalfam "35
+\Umathcode `\6 = 0 \normalfam "36
+\Umathcode `\7 = 0 \normalfam "37
+\Umathcode `\8 = 0 \normalfam "38
+\Umathcode `\9 = 0 \normalfam "39
+\Umathcode `\A = 0 \normalfam "1D434
+\Umathcode `\B = 0 \normalfam "1D435
+\Umathcode `\C = 0 \normalfam "1D436
+\Umathcode `\D = 0 \normalfam "1D437
+\Umathcode `\E = 0 \normalfam "1D438
+\Umathcode `\F = 0 \normalfam "1D439
+\Umathcode `\G = 0 \normalfam "1D43A
+\Umathcode `\H = 0 \normalfam "1D43B
+\Umathcode `\I = 0 \normalfam "1D43C
+\Umathcode `\J = 0 \normalfam "1D43D
+\Umathcode `\K = 0 \normalfam "1D43E
+\Umathcode `\L = 0 \normalfam "1D43F
+\Umathcode `\M = 0 \normalfam "1D440
+\Umathcode `\N = 0 \normalfam "1D441
+\Umathcode `\O = 0 \normalfam "1D442
+\Umathcode `\P = 0 \normalfam "1D443
+\Umathcode `\Q = 0 \normalfam "1D444
+\Umathcode `\R = 0 \normalfam "1D445
+\Umathcode `\S = 0 \normalfam "1D446
+\Umathcode `\T = 0 \normalfam "1D447
+\Umathcode `\U = 0 \normalfam "1D448
+\Umathcode `\V = 0 \normalfam "1D449
+\Umathcode `\W = 0 \normalfam "1D44A
+\Umathcode `\X = 0 \normalfam "1D44B
+\Umathcode `\Y = 0 \normalfam "1D44C
+\Umathcode `\Z = 0 \normalfam "1D44D
+\Umathcode `\a = 0 \normalfam "1D44E
+\Umathcode `\b = 0 \normalfam "1D44F
+\Umathcode `\c = 0 \normalfam "1D450
+\Umathcode `\d = 0 \normalfam "1D451
+\Umathcode `\e = 0 \normalfam "1D452
+\Umathcode `\f = 0 \normalfam "1D453
+\Umathcode `\g = 0 \normalfam "1D454
+\Umathcode `\h = 0 \normalfam "0210E % Planck constant
+\Umathcode `\i = 0 \normalfam "1D456
+\Umathcode `\j = 0 \normalfam "1D457
+\Umathcode `\k = 0 \normalfam "1D458
+\Umathcode `\l = 0 \normalfam "1D459
+\Umathcode `\m = 0 \normalfam "1D45A
+\Umathcode `\n = 0 \normalfam "1D45B
+\Umathcode `\o = 0 \normalfam "1D45C
+\Umathcode `\p = 0 \normalfam "1D45D
+\Umathcode `\q = 0 \normalfam "1D45E
+\Umathcode `\r = 0 \normalfam "1D45F
+\Umathcode `\s = 0 \normalfam "1D460
+\Umathcode `\t = 0 \normalfam "1D461
+\Umathcode `\u = 0 \normalfam "1D462
+\Umathcode `\v = 0 \normalfam "1D463
+\Umathcode `\w = 0 \normalfam "1D464
+\Umathcode `\x = 0 \normalfam "1D465
+\Umathcode `\y = 0 \normalfam "1D466
+\Umathcode `\z = 0 \normalfam "1D467
+\Umathcode `\Α = 0 \normalfam "1D6E2
+\Umathcode `\Β = 0 \normalfam "1D6E3
+\Umathcode `\Γ = 0 \normalfam "1D6E4
+\Umathcode `\Δ = 0 \normalfam "1D6E5
+\Umathcode `\Ε = 0 \normalfam "1D6E6
+\Umathcode `\Ζ = 0 \normalfam "1D6E7
+\Umathcode `\Η = 0 \normalfam "1D6E8
+\Umathcode `\Θ = 0 \normalfam "1D6E9
+\Umathcode `\Ι = 0 \normalfam "1D6EA
+\Umathcode `\Κ = 0 \normalfam "1D6EB
+\Umathcode `\Λ = 0 \normalfam "1D6EC
+\Umathcode `\Μ = 0 \normalfam "1D6ED
+\Umathcode `\Ν = 0 \normalfam "1D6EE
+\Umathcode `\Ξ = 0 \normalfam "1D6EF
+\Umathcode `\Ο = 0 \normalfam "1D6F0
+\Umathcode `\Π = 0 \normalfam "1D6F1
+\Umathcode `\Ρ = 0 \normalfam "1D6F2
+\Umathcode `\Σ = 0 \normalfam "1D6F4
+\Umathcode `\Τ = 0 \normalfam "1D6F5
+\Umathcode `\Υ = 0 \normalfam "1D6F6
+\Umathcode `\Φ = 0 \normalfam "1D6F7
+\Umathcode `\Χ = 0 \normalfam "1D6F8
+\Umathcode `\Ψ = 0 \normalfam "1D6F9
+\Umathcode `\Ω = 0 \normalfam "1D6FA
+\Umathcode `\α = 0 \normalfam "1D6FC
+\Umathcode `\β = 0 \normalfam "1D6FD
+\Umathcode `\γ = 0 \normalfam "1D6FE
+\Umathcode `\δ = 0 \normalfam "1D6FF
+\Umathcode `\ε = 0 \normalfam "1D700
+\Umathcode `\ζ = 0 \normalfam "1D701
+\Umathcode `\η = 0 \normalfam "1D702
+\Umathcode `\θ = 0 \normalfam "1D703
+\Umathcode `\ι = 0 \normalfam "1D704
+\Umathcode `\κ = 0 \normalfam "1D705
+\Umathcode `\λ = 0 \normalfam "1D706
+\Umathcode `\μ = 0 \normalfam "1D707
+\Umathcode `\ν = 0 \normalfam "1D708
+\Umathcode `\ξ = 0 \normalfam "1D709
+\Umathcode `\ο = 0 \normalfam "1D70A
+\Umathcode `\π = 0 \normalfam "1D70B
+\Umathcode `\ρ = 0 \normalfam "1D70C
+\Umathcode `\ς = 0 \normalfam "1D70D
+\Umathcode `\σ = 0 \normalfam "1D70E
+\Umathcode `\τ = 0 \normalfam "1D70F
+\Umathcode `\υ = 0 \normalfam "1D710
+\Umathcode `\φ = 0 \normalfam "1D719
+\Umathcode `\χ = 0 \normalfam "1D712
+\Umathcode `\ψ = 0 \normalfam "1D713
+\Umathcode `\ω = 0 \normalfam "1D714
+\Umathcode `\ϑ = 0 \normalfam "1D717
+\Umathcode `\ϕ = 0 \normalfam "1D711
+\Umathcode `\ϖ = 0 \normalfam "1D71B
+\Umathcode `\ϰ = 0 \normalfam "1D718
+\Umathcode `\ϱ = 0 \normalfam "1D71A
+\Umathcode `\ϴ = 0 \normalfam "1D6F3
+\Umathcode `\ϵ = 0 \normalfam "1D716
% Some rarely-used Greek letters
-\Umathcode `\Ϝ = 0 \alphafam "003DC
-\Umathcode `\ϝ = 0 \alphafam "003DD
-\Umathcode `\϶ = 0 \alphafam "003F6
+\Umathcode `\Ϝ = 0 \normalfam "003DC
+\Umathcode `\ϝ = 0 \normalfam "003DD
+\Umathcode `\϶ = 0 \normalfam "003F6
-\input unimath-plain-alphafams
+\input unimath-plain-alphabet
+\let\itbf=\bfit
+\let\itsf=\sfit
+\let\bfsf=\sfbf
+\let\sfitbf=\sfbfit
+\let\bfsfit=\sfbfit
+\let\bfitsf=\sfbfit
+\let\itsfbf=\sfbfit
+\let\itbfsf=\sfbfit
+\let\cal=\scr
+\let\bfscr=\scrbf
+\let\bffrak=\frakbf
+\let\itbb=\bbit
% Greek letter command
\let\Alpha=Α \let\Beta=Β \let\Gamma=Γ \let\Delta=Δ
@@ -443,6 +466,8 @@
\let\upsilon=υ \let\phi=φ \let\chi=χ \let\psi=ψ
\let\omega=ω \let\vartheta=ϑ \let\varphi=ϕ \let\varpi=ϖ
\let\varkappa=ϰ \let\varrho=ϱ \let\varTheta=ϴ \let\epsilon=ϵ
+% \partial and \nabla
+\let\partial=∂ \let\nabla=∇
% math commands
\protected\def\{{\ifmmode\lbrace\else\char`\{\fi} % plain.tex: \let\{=\lbrace
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