diff options
| author | Karl Berry <karl@freefriends.org> | 2022-11-26 21:01:24 +0000 |
|---|---|---|
| committer | Karl Berry <karl@freefriends.org> | 2022-11-26 21:01:24 +0000 |
| commit | 6526140c3aaadb7911be025979ff82544f921f88 (patch) | |
| tree | f15c0a2609e71fdc3498505e55086d0cea9a0d56 | |
| parent | 2a8d872f588eafe3574df11a6c27ba7a1ab11750 (diff) | |
unimath-plain-xetex (26nov22)
git-svn-id: svn://tug.org/texlive/trunk@65110 c570f23f-e606-0410-a88d-b1316a301751
| -rw-r--r-- | Master/texmf-dist/doc/xetex/unimath-plain-xetex/unimath-plain-xetex-doc.pdf | bin | 44146 -> 47677 bytes | |||
| -rw-r--r-- | Master/texmf-dist/doc/xetex/unimath-plain-xetex/unimath-plain-xetex-doc.tex | 90 | ||||
| -rw-r--r-- | Master/texmf-dist/tex/xetex/unimath-plain-xetex/unimath-plain-alphafams.tex | 2062 | ||||
| -rw-r--r-- | Master/texmf-dist/tex/xetex/unimath-plain-xetex/unimath-plain-xetex.tex | 483 |
4 files changed, 1382 insertions, 1253 deletions
diff --git a/Master/texmf-dist/doc/xetex/unimath-plain-xetex/unimath-plain-xetex-doc.pdf b/Master/texmf-dist/doc/xetex/unimath-plain-xetex/unimath-plain-xetex-doc.pdf Binary files differindex ed1756eacfa..ec95b6a930c 100644 --- a/Master/texmf-dist/doc/xetex/unimath-plain-xetex/unimath-plain-xetex-doc.pdf +++ b/Master/texmf-dist/doc/xetex/unimath-plain-xetex/unimath-plain-xetex-doc.pdf diff --git a/Master/texmf-dist/doc/xetex/unimath-plain-xetex/unimath-plain-xetex-doc.tex b/Master/texmf-dist/doc/xetex/unimath-plain-xetex/unimath-plain-xetex-doc.tex index 093e183bf75..b75d69c651f 100644 --- a/Master/texmf-dist/doc/xetex/unimath-plain-xetex/unimath-plain-xetex-doc.tex +++ b/Master/texmf-dist/doc/xetex/unimath-plain-xetex/unimath-plain-xetex-doc.tex @@ -23,7 +23,6 @@ \def\umpx{unimath-plain-\xetex} \def\biggskip{\vskip24pt plus 8pt minus 4pt} \def\pkg#1{{\tensf #1}} -%\catcode`\@=11 \@sizeat{40pt}\the\sf@size \catcode`\@=12 \font\hugesans="\sansfontname" at 35pt \font\sevenlmmath="Latin Modern Math:script=math,+ssty=0" at 7pt \makefontcmdcompatible{ten} @@ -69,12 +68,22 @@ \paperwd=\dimexpr2\hmarginwd+\hsize\relax \paperht=\dimexpr2\vmarginht+\vsize\relax \special{papersize=\the\paperwd,\the\paperht} -\newcount\seccnt -\seccnt=0 -\long\def\section#1{\penalty-1000\bigskip% - \advance\seccnt1\relax\noindent{\twelvebf% - \hbox to 0pt{\hss\twentybf\the\seccnt\kern12pt}#1}% - \par\medskip\penalty1000} +\long\def\protectedwrite#1#2{\edef\wrt{\write#1{#2}}\wrt} + +\newcount\secno +\secno=0 +\newwrite\tocout +\edef\tocname{\jobname.toc} +\openout\tocout=\tocname +\newread\tocin +\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}% + \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 % title @@ -89,13 +98,22 @@ \centerline{Zhang Tingxuan} \medskip -\centerline{2022/11/23\quad Version 0.0γ} +\centerline{2022/11/26\quad Version 0.1} \biggskip \centerline{\bf Abstract} \medskip +{\leftskip=4pc\rightskip=4pc\parindent=1.5pc {\sf\umpx} package provides OpenType math font support in {\it plain \tex\/} -format. The {\sf\umpx} package needs \xetex. +format. The {\sf\umpx} package needs \xetex.\par} + +% TOC +\bigskip +\centerline{\bf Contents} +\medskip +\begingroup\leftskip=4pc\rightskip=4pc\parindent=0pc +\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 @@ -211,11 +229,11 @@ in superscript. After loading this package, the primes produced by ``"'"'' will be turned into Unicode primes: $$\vbox{\openup2pt\halign{#\hfil\quad&\quad#\hfil\quad&\quad#\hfil\cr {\it Input} & {yields} & {\it Unicode slot}\cr -"'" & $^{\hbox{\sevenlmmath\charhex2032}}$ & U+2032 \cr -"''" & $^{\hbox{\sevenlmmath\charhex2033}}$ & U+2033 \cr -"'''" & $^{\hbox{\sevenlmmath\charhex2034}}$ & U+2034 \cr -"''''" & $^{\hbox{\sevenlmmath\charhex2057}}$ & U+2057 \cr -"'''''" & $^{\hbox{\sevenlmmath\charhex2032 +"$'$" & $^{\hbox{\sevenlmmath\charhex2032}}$ & U+2032 \cr +"$''$" & $^{\hbox{\sevenlmmath\charhex2033}}$ & U+2033 \cr +"$'''$" & $^{\hbox{\sevenlmmath\charhex2034}}$ & U+2034 \cr +"$''''$" & $^{\hbox{\sevenlmmath\charhex2057}}$ & U+2057 \cr +"$'''''$" & $^{\hbox{\sevenlmmath\charhex2032 \hskip-.15em\charhex2032 \hskip-.15em\charhex2032 \hskip-.15em\charhex2032 @@ -243,6 +261,48 @@ of "\betweenprimeskip" is just like change any math skip, for example, \begintt \betweenprimeskip=-1mu \endtt -This line should also written {\it after} loading the package. +This line should also be written {\it after} loading the package. + +\section{Using multiple math fonts} +You can use more than one OpenType math fonts in math mode. +This is the method to set multiple math fonts: +$$\vbox{% + \hbox{"\def\mathalphafontname{"\<font family name>"}"}% + \hbox{"\def\mathdelimiterfontname{"\<font family name>"}"}% + \hbox{"\def\mathordfontname{"\<font family name>"}"}% + \hbox{"\def\mathopfontname{"\<font family name>"}"}% + \hbox{"\def\mathbinfontname{"\<font family name>"}"}% + \hbox{"\def\mathaccentfontname{"\<font family name>"}"}% +}$$ +Such definitions should be written {\tenit before} "\input"ing the package. +For example, +\begintt +\def\mathfontname{XITS Math} +\def\mathalphafontname{TeX Gyre Pagella Math} +\input unimath-plain-xetex +\endtt +Then your math font will be set as XITS Math and the font of variable family +(numbers, Latin and Greek letters) will be set as \TeX\ Gyre Pagella Math. + +"\mathalphafontname" will influence the font of numbers ("0"--"9"), Latin +letters ("A"--"Z", "a"--"z") and Greek letters ("\alpha" and so on). + +"\mathdelimiterfontname" will influence the font of math delimiters, +including some open symbols, close symbols and some ordinary symbols +which can be used as delimiters like "\{", "\}", "\vert" and so on. +Horizontal delimiters (or very long accents) are also influenced by +"\mathdelimiterfontname". + +"\mathordfontname" will influence the font of non-delimiter ordinary +symbols, punctuations and ``"!"''. For example, ``","'', ``":"'' and +"\colon"'s font will be influenced by it. + +"\mathopfontname" will influence the font of large operators like "\sum". + +"\mathbinfontname" will influence the font of binary operators and relations +like ``"+"'' and ``"="''. + +"\mathaccentfontname" will influence the font of math accents like "\dot". +\closeout\tocout \bye
\ No newline at end of file diff --git a/Master/texmf-dist/tex/xetex/unimath-plain-xetex/unimath-plain-alphafams.tex b/Master/texmf-dist/tex/xetex/unimath-plain-xetex/unimath-plain-alphafams.tex index 133c09727b1..ee4dc44649a 100644 --- a/Master/texmf-dist/tex/xetex/unimath-plain-xetex/unimath-plain-alphafams.tex +++ b/Master/texmf-dist/tex/xetex/unimath-plain-xetex/unimath-plain-alphafams.tex @@ -9,378 +9,378 @@ \protected\def\rm{\relax% \ifmmode % numbers - \Umathcode `\0 = 0 \unimathfam "30 - \Umathcode `\1 = 0 \unimathfam "31 - \Umathcode `\2 = 0 \unimathfam "32 - \Umathcode `\3 = 0 \unimathfam "33 - \Umathcode `\4 = 0 \unimathfam "34 - \Umathcode `\5 = 0 \unimathfam "35 - \Umathcode `\6 = 0 \unimathfam "36 - \Umathcode `\7 = 0 \unimathfam "37 - \Umathcode `\8 = 0 \unimathfam "38 - \Umathcode `\9 = 0 \unimathfam "39 + \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 \unimathfam `\A - \Umathcode `\B = 0 \unimathfam `\B - \Umathcode `\C = 0 \unimathfam `\C - \Umathcode `\D = 0 \unimathfam `\D - \Umathcode `\E = 0 \unimathfam `\E - \Umathcode `\F = 0 \unimathfam `\F - \Umathcode `\G = 0 \unimathfam `\G - \Umathcode `\H = 0 \unimathfam `\H - \Umathcode `\I = 0 \unimathfam `\I - \Umathcode `\J = 0 \unimathfam `\J - \Umathcode `\K = 0 \unimathfam `\K - \Umathcode `\L = 0 \unimathfam `\L - \Umathcode `\M = 0 \unimathfam `\M - \Umathcode `\N = 0 \unimathfam `\N - \Umathcode `\O = 0 \unimathfam `\O - \Umathcode `\P = 0 \unimathfam `\P - \Umathcode `\Q = 0 \unimathfam `\Q - \Umathcode `\R = 0 \unimathfam `\R - \Umathcode `\S = 0 \unimathfam `\S - \Umathcode `\T = 0 \unimathfam `\T - \Umathcode `\U = 0 \unimathfam `\U - \Umathcode `\V = 0 \unimathfam `\V - \Umathcode `\W = 0 \unimathfam `\W - \Umathcode `\X = 0 \unimathfam `\X - \Umathcode `\Y = 0 \unimathfam `\Y - \Umathcode `\Z = 0 \unimathfam `\Z - \Umathcode `\a = 0 \unimathfam `\a - \Umathcode `\b = 0 \unimathfam `\b - \Umathcode `\c = 0 \unimathfam `\c - \Umathcode `\d = 0 \unimathfam `\d - \Umathcode `\e = 0 \unimathfam `\e - \Umathcode `\f = 0 \unimathfam `\f - \Umathcode `\g = 0 \unimathfam `\g - \Umathcode `\h = 0 \unimathfam `\h - \Umathcode `\i = 0 \unimathfam `\i - \Umathcode `\j = 0 \unimathfam `\j - \Umathcode `\k = 0 \unimathfam `\k - \Umathcode `\l = 0 \unimathfam `\l - \Umathcode `\m = 0 \unimathfam `\m - \Umathcode `\n = 0 \unimathfam `\n - \Umathcode `\o = 0 \unimathfam `\o - \Umathcode `\p = 0 \unimathfam `\p - \Umathcode `\q = 0 \unimathfam `\q - \Umathcode `\r = 0 \unimathfam `\r - \Umathcode `\s = 0 \unimathfam `\s - \Umathcode `\t = 0 \unimathfam `\t - \Umathcode `\u = 0 \unimathfam `\u - \Umathcode `\v = 0 \unimathfam `\v - \Umathcode `\w = 0 \unimathfam `\w - \Umathcode `\x = 0 \unimathfam `\x - \Umathcode `\y = 0 \unimathfam `\y - \Umathcode `\z = 0 \unimathfam `\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 + \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 \unimathfam "00391 - \Umathcode `\Β = 0 \unimathfam "00392 - \Umathcode `\Γ = 0 \unimathfam "00393 - \Umathcode `\Δ = 0 \unimathfam "00394 - \Umathcode `\Ε = 0 \unimathfam "00395 - \Umathcode `\Ζ = 0 \unimathfam "00396 - \Umathcode `\Η = 0 \unimathfam "00397 - \Umathcode `\Θ = 0 \unimathfam "00398 - \Umathcode `\Ι = 0 \unimathfam "00399 - \Umathcode `\Κ = 0 \unimathfam "0039A - \Umathcode `\Λ = 0 \unimathfam "0039B - \Umathcode `\Μ = 0 \unimathfam "0039C - \Umathcode `\Ν = 0 \unimathfam "0039D - \Umathcode `\Ξ = 0 \unimathfam "0039E - \Umathcode `\Ο = 0 \unimathfam "0039F - \Umathcode `\Π = 0 \unimathfam "003A0 - \Umathcode `\Ρ = 0 \unimathfam "003A1 - \Umathcode `\Σ = 0 \unimathfam "003A3 - \Umathcode `\Τ = 0 \unimathfam "003A4 - \Umathcode `\Υ = 0 \unimathfam "003A5 - \Umathcode `\Φ = 0 \unimathfam "003A6 - \Umathcode `\Χ = 0 \unimathfam "003A7 - \Umathcode `\Ψ = 0 \unimathfam "003A8 - \Umathcode `\Ω = 0 \unimathfam "003A9 - \Umathcode `\α = 0 \unimathfam "003B1 - \Umathcode `\β = 0 \unimathfam "003B2 - \Umathcode `\γ = 0 \unimathfam "003B3 - \Umathcode `\δ = 0 \unimathfam "003B4 - \Umathcode `\ε = 0 \unimathfam "003B5 - \Umathcode `\ζ = 0 \unimathfam "003B6 - \Umathcode `\η = 0 \unimathfam "003B7 - \Umathcode `\θ = 0 \unimathfam "003B8 - \Umathcode `\ι = 0 \unimathfam "003B9 - \Umathcode `\κ = 0 \unimathfam "003BA - \Umathcode `\λ = 0 \unimathfam "003BB - \Umathcode `\μ = 0 \unimathfam "003BC - \Umathcode `\ν = 0 \unimathfam "003BD - \Umathcode `\ξ = 0 \unimathfam "003BE - \Umathcode `\ο = 0 \unimathfam "003BF - \Umathcode `\π = 0 \unimathfam "003C0 - \Umathcode `\ρ = 0 \unimathfam "003C1 - \Umathcode `\ς = 0 \unimathfam "003C2 - \Umathcode `\σ = 0 \unimathfam "003C3 - \Umathcode `\τ = 0 \unimathfam "003C4 - \Umathcode `\υ = 0 \unimathfam "003C5 - \Umathcode `\φ = 0 \unimathfam "003D5 - \Umathcode `\χ = 0 \unimathfam "003C7 - \Umathcode `\ψ = 0 \unimathfam "003C8 - \Umathcode `\ω = 0 \unimathfam "003C9 - \Umathcode `\ϑ = 0 \unimathfam "003D1 - \Umathcode `\ϕ = 0 \unimathfam "003C6 - \Umathcode `\ϖ = 0 \unimathfam "003D6 - \Umathcode `\ϰ = 0 \unimathfam "003F0 - \Umathcode `\ϱ = 0 \unimathfam "003F1 - \Umathcode `\ϴ = 0 \unimathfam "003F4 - \Umathcode `\ϵ = 0 \unimathfam "003F5 + \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 \unimathfam "1D7CE - \Umathcode `\1 = 0 \unimathfam "1D7CF - \Umathcode `\2 = 0 \unimathfam "1D7D0 - \Umathcode `\3 = 0 \unimathfam "1D7D1 - \Umathcode `\4 = 0 \unimathfam "1D7D2 - \Umathcode `\5 = 0 \unimathfam "1D7D3 - \Umathcode `\6 = 0 \unimathfam "1D7D4 - \Umathcode `\7 = 0 \unimathfam "1D7D5 - \Umathcode `\8 = 0 \unimathfam "1D7D6 - \Umathcode `\9 = 0 \unimathfam "1D7D7 + \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 \unimathfam "1D400 - \Umathcode `\B = 0 \unimathfam "1D401 - \Umathcode `\C = 0 \unimathfam "1D402 - \Umathcode `\D = 0 \unimathfam "1D403 - \Umathcode `\E = 0 \unimathfam "1D404 - \Umathcode `\F = 0 \unimathfam "1D405 - \Umathcode `\G = 0 \unimathfam "1D406 - \Umathcode `\H = 0 \unimathfam "1D407 - \Umathcode `\I = 0 \unimathfam "1D408 - \Umathcode `\J = 0 \unimathfam "1D409 - \Umathcode `\K = 0 \unimathfam "1D40A - \Umathcode `\L = 0 \unimathfam "1D40B - \Umathcode `\M = 0 \unimathfam "1D40C - \Umathcode `\N = 0 \unimathfam "1D40D - \Umathcode `\O = 0 \unimathfam "1D40E - \Umathcode `\P = 0 \unimathfam "1D40F - \Umathcode `\Q = 0 \unimathfam "1D410 - \Umathcode `\R = 0 \unimathfam "1D411 - \Umathcode `\S = 0 \unimathfam "1D412 - \Umathcode `\T = 0 \unimathfam "1D413 - \Umathcode `\U = 0 \unimathfam "1D414 - \Umathcode `\V = 0 \unimathfam "1D415 - \Umathcode `\W = 0 \unimathfam "1D416 - \Umathcode `\X = 0 \unimathfam "1D417 - \Umathcode `\Y = 0 \unimathfam "1D418 - \Umathcode `\Z = 0 \unimathfam "1D419 - \Umathcode `\a = 0 \unimathfam "1D41A - \Umathcode `\b = 0 \unimathfam "1D41B - \Umathcode `\c = 0 \unimathfam "1D41C - \Umathcode `\d = 0 \unimathfam "1D41D - \Umathcode `\e = 0 \unimathfam "1D41E - \Umathcode `\f = 0 \unimathfam "1D41F - \Umathcode `\g = 0 \unimathfam "1D420 - \Umathcode `\h = 0 \unimathfam "1D421 - \Umathcode `\i = 0 \unimathfam "1D422 - \Umathcode `\j = 0 \unimathfam "1D423 - \Umathcode `\k = 0 \unimathfam "1D424 - \Umathcode `\l = 0 \unimathfam "1D425 - \Umathcode `\m = 0 \unimathfam "1D426 - \Umathcode `\n = 0 \unimathfam "1D427 - \Umathcode `\o = 0 \unimathfam "1D428 - \Umathcode `\p = 0 \unimathfam "1D429 - \Umathcode `\q = 0 \unimathfam "1D42A - \Umathcode `\r = 0 \unimathfam "1D42B - \Umathcode `\s = 0 \unimathfam "1D42C - \Umathcode `\t = 0 \unimathfam "1D42D - \Umathcode `\u = 0 \unimathfam "1D42E - \Umathcode `\v = 0 \unimathfam "1D42F - \Umathcode `\w = 0 \unimathfam "1D430 - \Umathcode `\x = 0 \unimathfam "1D431 - \Umathcode `\y = 0 \unimathfam "1D432 - \Umathcode `\z = 0 \unimathfam "1D433 + \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 \unimathfam "1D6A8 - \Umathcode `\Β = 0 \unimathfam "1D6A9 - \Umathcode `\Γ = 0 \unimathfam "1D6AA - \Umathcode `\Δ = 0 \unimathfam "1D6AB - \Umathcode `\Ε = 0 \unimathfam "1D6AC - \Umathcode `\Ζ = 0 \unimathfam "1D6AD - \Umathcode `\Η = 0 \unimathfam "1D6AE - \Umathcode `\Θ = 0 \unimathfam "1D6AF - \Umathcode `\Ι = 0 \unimathfam "1D6B0 - \Umathcode `\Κ = 0 \unimathfam "1D6B1 - \Umathcode `\Λ = 0 \unimathfam "1D6B2 - \Umathcode `\Μ = 0 \unimathfam "1D6B3 - \Umathcode `\Ν = 0 \unimathfam "1D6B4 - \Umathcode `\Ξ = 0 \unimathfam "1D6B5 - \Umathcode `\Ο = 0 \unimathfam "1D6B6 - \Umathcode `\Π = 0 \unimathfam "1D6B7 - \Umathcode `\Ρ = 0 \unimathfam "1D6B8 - \Umathcode `\ϴ = 0 \unimathfam "1D6B9 - \Umathcode `\Σ = 0 \unimathfam "1D6BA - \Umathcode `\Τ = 0 \unimathfam "1D6BB - \Umathcode `\Υ = 0 \unimathfam "1D6BC - \Umathcode `\Φ = 0 \unimathfam "1D6BD - \Umathcode `\Χ = 0 \unimathfam "1D6BE - \Umathcode `\Ψ = 0 \unimathfam "1D6BF - \Umathcode `\Ω = 0 \unimathfam "1D6C0 - \Umathcode `\α = 0 \unimathfam "1D6C2 - \Umathcode `\β = 0 \unimathfam "1D6C3 - \Umathcode `\γ = 0 \unimathfam "1D6C4 - \Umathcode `\δ = 0 \unimathfam "1D6C5 - \Umathcode `\ε = 0 \unimathfam "1D6C6 - \Umathcode `\ζ = 0 \unimathfam "1D6C7 - \Umathcode `\η = 0 \unimathfam "1D6C8 - \Umathcode `\θ = 0 \unimathfam "1D6C9 - \Umathcode `\ι = 0 \unimathfam "1D6CA - \Umathcode `\κ = 0 \unimathfam "1D6CB - \Umathcode `\λ = 0 \unimathfam "1D6CC - \Umathcode `\μ = 0 \unimathfam "1D6CD - \Umathcode `\ν = 0 \unimathfam "1D6CE - \Umathcode `\ξ = 0 \unimathfam "1D6CF - \Umathcode `\ο = 0 \unimathfam "1D6D0 - \Umathcode `\π = 0 \unimathfam "1D6D1 - \Umathcode `\ρ = 0 \unimathfam "1D6D2 - \Umathcode `\ς = 0 \unimathfam "1D6D3 - \Umathcode `\σ = 0 \unimathfam "1D6D4 - \Umathcode `\τ = 0 \unimathfam "1D6D5 - \Umathcode `\υ = 0 \unimathfam "1D6D6 - \Umathcode `\ϕ = 0 \unimathfam "1D6D7 - \Umathcode `\χ = 0 \unimathfam "1D6D8 - \Umathcode `\ψ = 0 \unimathfam "1D6D9 - \Umathcode `\ω = 0 \unimathfam "1D6DA - \Umathcode `\ϵ = 0 \unimathfam "1D6DC - \Umathcode `\ϑ = 0 \unimathfam "1D6DD - \Umathcode `\ϰ = 0 \unimathfam "1D6DE - \Umathcode `\φ = 0 \unimathfam "1D6DF - \Umathcode `\ϱ = 0 \unimathfam "1D6E0 - \Umathcode `\ϖ = 0 \unimathfam "1D6E1 + \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 \unimathfam "1D7CE - \Umathcode `\1 = 0 \unimathfam "1D7CF - \Umathcode `\2 = 0 \unimathfam "1D7D0 - \Umathcode `\3 = 0 \unimathfam "1D7D1 - \Umathcode `\4 = 0 \unimathfam "1D7D2 - \Umathcode `\5 = 0 \unimathfam "1D7D3 - \Umathcode `\6 = 0 \unimathfam "1D7D4 - \Umathcode `\7 = 0 \unimathfam "1D7D5 - \Umathcode `\8 = 0 \unimathfam "1D7D6 - \Umathcode `\9 = 0 \unimathfam "1D7D7 + \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 \unimathfam "1D468 - \Umathcode `\B = 0 \unimathfam "1D469 - \Umathcode `\C = 0 \unimathfam "1D46A - \Umathcode `\D = 0 \unimathfam "1D46B - \Umathcode `\E = 0 \unimathfam "1D46C - \Umathcode `\F = 0 \unimathfam "1D46D - \Umathcode `\G = 0 \unimathfam "1D46E - \Umathcode `\H = 0 \unimathfam "1D46F - \Umathcode `\I = 0 \unimathfam "1D470 - \Umathcode `\J = 0 \unimathfam "1D471 - \Umathcode `\K = 0 \unimathfam "1D472 - \Umathcode `\L = 0 \unimathfam "1D473 - \Umathcode `\M = 0 \unimathfam "1D474 - \Umathcode `\N = 0 \unimathfam "1D475 - \Umathcode `\O = 0 \unimathfam "1D476 - \Umathcode `\P = 0 \unimathfam "1D477 - \Umathcode `\Q = 0 \unimathfam "1D478 - \Umathcode `\R = 0 \unimathfam "1D479 - \Umathcode `\S = 0 \unimathfam "1D47A - \Umathcode `\T = 0 \unimathfam "1D47B - \Umathcode `\U = 0 \unimathfam "1D47C - \Umathcode `\V = 0 \unimathfam "1D47D - \Umathcode `\W = 0 \unimathfam "1D47E - \Umathcode `\X = 0 \unimathfam "1D47F - \Umathcode `\Y = 0 \unimathfam "1D480 - \Umathcode `\Z = 0 \unimathfam "1D481 - \Umathcode `\a = 0 \unimathfam "1D482 - \Umathcode `\b = 0 \unimathfam "1D483 - \Umathcode `\c = 0 \unimathfam "1D484 - \Umathcode `\d = 0 \unimathfam "1D485 - \Umathcode `\e = 0 \unimathfam "1D486 - \Umathcode `\f = 0 \unimathfam "1D487 - \Umathcode `\g = 0 \unimathfam "1D488 - \Umathcode `\h = 0 \unimathfam "1D489 - \Umathcode `\i = 0 \unimathfam "1D48A - \Umathcode `\j = 0 \unimathfam "1D48B - \Umathcode `\k = 0 \unimathfam "1D48C - \Umathcode `\l = 0 \unimathfam "1D48D - \Umathcode `\m = 0 \unimathfam "1D48E - \Umathcode `\n = 0 \unimathfam "1D48F - \Umathcode `\o = 0 \unimathfam "1D490 - \Umathcode `\p = 0 \unimathfam "1D491 - \Umathcode `\q = 0 \unimathfam "1D492 - \Umathcode `\r = 0 \unimathfam "1D493 - \Umathcode `\s = 0 \unimathfam "1D494 - \Umathcode `\t = 0 \unimathfam "1D495 - \Umathcode `\u = 0 \unimathfam "1D496 - \Umathcode `\v = 0 \unimathfam "1D497 - \Umathcode `\w = 0 \unimathfam "1D498 - \Umathcode `\x = 0 \unimathfam "1D499 - \Umathcode `\y = 0 \unimathfam "1D49A - \Umathcode `\z = 0 \unimathfam "1D49B + \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 \unimathfam "1D71C - \Umathcode `\Β = 0 \unimathfam "1D71D - \Umathcode `\Γ = 0 \unimathfam "1D71E - \Umathcode `\Δ = 0 \unimathfam "1D71F - \Umathcode `\Ε = 0 \unimathfam "1D720 - \Umathcode `\Ζ = 0 \unimathfam "1D721 - \Umathcode `\Η = 0 \unimathfam "1D722 - \Umathcode `\Θ = 0 \unimathfam "1D723 - \Umathcode `\Ι = 0 \unimathfam "1D724 - \Umathcode `\Κ = 0 \unimathfam "1D725 - \Umathcode `\Λ = 0 \unimathfam "1D726 - \Umathcode `\Μ = 0 \unimathfam "1D727 - \Umathcode `\Ν = 0 \unimathfam "1D728 - \Umathcode `\Ξ = 0 \unimathfam "1D729 - \Umathcode `\Ο = 0 \unimathfam "1D72A - \Umathcode `\Π = 0 \unimathfam "1D72B - \Umathcode `\Ρ = 0 \unimathfam "1D72C - \Umathcode `\ϴ = 0 \unimathfam "1D72D - \Umathcode `\Σ = 0 \unimathfam "1D72E - \Umathcode `\Τ = 0 \unimathfam "1D72F - \Umathcode `\Υ = 0 \unimathfam "1D730 - \Umathcode `\Φ = 0 \unimathfam "1D731 - \Umathcode `\Χ = 0 \unimathfam "1D732 - \Umathcode `\Ψ = 0 \unimathfam "1D733 - \Umathcode `\Ω = 0 \unimathfam "1D734 - \Umathcode `\α = 0 \unimathfam "1D736 - \Umathcode `\β = 0 \unimathfam "1D737 - \Umathcode `\γ = 0 \unimathfam "1D738 - \Umathcode `\δ = 0 \unimathfam "1D739 - \Umathcode `\ε = 0 \unimathfam "1D73A - \Umathcode `\ζ = 0 \unimathfam "1D73B - \Umathcode `\η = 0 \unimathfam "1D73C - \Umathcode `\θ = 0 \unimathfam "1D73D - \Umathcode `\ι = 0 \unimathfam "1D73E - \Umathcode `\κ = 0 \unimathfam "1D73F - \Umathcode `\λ = 0 \unimathfam "1D740 - \Umathcode `\μ = 0 \unimathfam "1D741 - \Umathcode `\ν = 0 \unimathfam "1D742 - \Umathcode `\ξ = 0 \unimathfam "1D743 - \Umathcode `\ο = 0 \unimathfam "1D744 - \Umathcode `\π = 0 \unimathfam "1D745 - \Umathcode `\ρ = 0 \unimathfam "1D746 - \Umathcode `\ς = 0 \unimathfam "1D747 - \Umathcode `\σ = 0 \unimathfam "1D748 - \Umathcode `\τ = 0 \unimathfam "1D749 - \Umathcode `\υ = 0 \unimathfam "1D74A - \Umathcode `\ϕ = 0 \unimathfam "1D74B - \Umathcode `\χ = 0 \unimathfam "1D74C - \Umathcode `\ψ = 0 \unimathfam "1D74D - \Umathcode `\ω = 0 \unimathfam "1D74E - \Umathcode `\ϵ = 0 \unimathfam "1D750 - \Umathcode `\ϑ = 0 \unimathfam "1D751 - \Umathcode `\ϰ = 0 \unimathfam "1D752 - \Umathcode `\φ = 0 \unimathfam "1D753 - \Umathcode `\ϱ = 0 \unimathfam "1D754 - \Umathcode `\ϖ = 0 \unimathfam "1D755 + \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 @@ -388,69 +388,69 @@ \protected\def\sf{\relax% \ifmmode % numbers - \Umathcode `\0 = 0 \unimathfam "1D7E2 - \Umathcode `\1 = 0 \unimathfam "1D7E3 - \Umathcode `\2 = 0 \unimathfam "1D7E4 - \Umathcode `\3 = 0 \unimathfam "1D7E5 - \Umathcode `\4 = 0 \unimathfam "1D7E6 - \Umathcode `\5 = 0 \unimathfam "1D7E7 - \Umathcode `\6 = 0 \unimathfam "1D7E8 - \Umathcode `\7 = 0 \unimathfam "1D7E9 - \Umathcode `\8 = 0 \unimathfam "1D7EA - \Umathcode `\9 = 0 \unimathfam "1D7EB + \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 \unimathfam "1D5A0 - \Umathcode `\B = 0 \unimathfam "1D5A1 - \Umathcode `\C = 0 \unimathfam "1D5A2 - \Umathcode `\D = 0 \unimathfam "1D5A3 - \Umathcode `\E = 0 \unimathfam "1D5A4 - \Umathcode `\F = 0 \unimathfam "1D5A5 - \Umathcode `\G = 0 \unimathfam "1D5A6 - \Umathcode `\H = 0 \unimathfam "1D5A7 - \Umathcode `\I = 0 \unimathfam "1D5A8 - \Umathcode `\J = 0 \unimathfam "1D5A9 - \Umathcode `\K = 0 \unimathfam "1D5AA - \Umathcode `\L = 0 \unimathfam "1D5AB - \Umathcode `\M = 0 \unimathfam "1D5AC - \Umathcode `\N = 0 \unimathfam "1D5AD - \Umathcode `\O = 0 \unimathfam "1D5AE - \Umathcode `\P = 0 \unimathfam "1D5AF - \Umathcode `\Q = 0 \unimathfam "1D5B0 - \Umathcode `\R = 0 \unimathfam "1D5B1 - \Umathcode `\S = 0 \unimathfam "1D5B2 - \Umathcode `\T = 0 \unimathfam "1D5B3 - \Umathcode `\U = 0 \unimathfam "1D5B4 - \Umathcode `\V = 0 \unimathfam "1D5B5 - \Umathcode `\W = 0 \unimathfam "1D5B6 - \Umathcode `\X = 0 \unimathfam "1D5B7 - \Umathcode `\Y = 0 \unimathfam "1D5B8 - \Umathcode `\Z = 0 \unimathfam "1D5B9 - \Umathcode `\a = 0 \unimathfam "1D5BA - \Umathcode `\b = 0 \unimathfam "1D5BB - \Umathcode `\c = 0 \unimathfam "1D5BC - \Umathcode `\d = 0 \unimathfam "1D5BD - \Umathcode `\e = 0 \unimathfam "1D5BE - \Umathcode `\f = 0 \unimathfam "1D5BF - \Umathcode `\g = 0 \unimathfam "1D5C0 - \Umathcode `\h = 0 \unimathfam "1D5C1 - \Umathcode `\i = 0 \unimathfam "1D5C2 - \Umathcode `\j = 0 \unimathfam "1D5C3 - \Umathcode `\k = 0 \unimathfam "1D5C4 - \Umathcode `\l = 0 \unimathfam "1D5C5 - \Umathcode `\m = 0 \unimathfam "1D5C6 - \Umathcode `\n = 0 \unimathfam "1D5C7 - \Umathcode `\o = 0 \unimathfam "1D5C8 - \Umathcode `\p = 0 \unimathfam "1D5C9 - \Umathcode `\q = 0 \unimathfam "1D5CA - \Umathcode `\r = 0 \unimathfam "1D5CB - \Umathcode `\s = 0 \unimathfam "1D5CC - \Umathcode `\t = 0 \unimathfam "1D5CD - \Umathcode `\u = 0 \unimathfam "1D5CE - \Umathcode `\v = 0 \unimathfam "1D5CF - \Umathcode `\w = 0 \unimathfam "1D5D0 - \Umathcode `\x = 0 \unimathfam "1D5D1 - \Umathcode `\y = 0 \unimathfam "1D5D2 - \Umathcode `\z = 0 \unimathfam "1D5D3 + \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} @@ -459,58 +459,58 @@ \ifmmode % no numbers % latin - \Umathcode `\A = 0 \unimathfam "1D608 - \Umathcode `\B = 0 \unimathfam "1D609 - \Umathcode `\C = 0 \unimathfam "1D60A - \Umathcode `\D = 0 \unimathfam "1D60B - \Umathcode `\E = 0 \unimathfam "1D60C - \Umathcode `\F = 0 \unimathfam "1D60D - \Umathcode `\G = 0 \unimathfam "1D60E - \Umathcode `\H = 0 \unimathfam "1D60F - \Umathcode `\I = 0 \unimathfam "1D610 - \Umathcode `\J = 0 \unimathfam "1D611 - \Umathcode `\K = 0 \unimathfam "1D612 - \Umathcode `\L = 0 \unimathfam "1D613 - \Umathcode `\M = 0 \unimathfam "1D614 - \Umathcode `\N = 0 \unimathfam "1D615 - \Umathcode `\O = 0 \unimathfam "1D616 - \Umathcode `\P = 0 \unimathfam "1D617 - \Umathcode `\Q = 0 \unimathfam "1D618 - \Umathcode `\R = 0 \unimathfam "1D619 - \Umathcode `\S = 0 \unimathfam "1D61A - \Umathcode `\T = 0 \unimathfam "1D61B - \Umathcode `\U = 0 \unimathfam "1D61C - \Umathcode `\V = 0 \unimathfam "1D61D - \Umathcode `\W = 0 \unimathfam "1D61E - \Umathcode `\X = 0 \unimathfam "1D61F - \Umathcode `\Y = 0 \unimathfam "1D620 - \Umathcode `\Z = 0 \unimathfam "1D621 - \Umathcode `\a = 0 \unimathfam "1D622 - \Umathcode `\b = 0 \unimathfam "1D623 - \Umathcode `\c = 0 \unimathfam "1D624 - \Umathcode `\d = 0 \unimathfam "1D625 - \Umathcode `\e = 0 \unimathfam "1D626 - \Umathcode `\f = 0 \unimathfam "1D627 - \Umathcode `\g = 0 \unimathfam "1D628 - \Umathcode `\h = 0 \unimathfam "1D629 - \Umathcode `\i = 0 \unimathfam "1D62A - \Umathcode `\j = 0 \unimathfam "1D62B - \Umathcode `\k = 0 \unimathfam "1D62C - \Umathcode `\l = 0 \unimathfam "1D62D - \Umathcode `\m = 0 \unimathfam "1D62E - \Umathcode `\n = 0 \unimathfam "1D62F - \Umathcode `\o = 0 \unimathfam "1D630 - \Umathcode `\p = 0 \unimathfam "1D631 - \Umathcode `\q = 0 \unimathfam "1D632 - \Umathcode `\r = 0 \unimathfam "1D633 - \Umathcode `\s = 0 \unimathfam "1D634 - \Umathcode `\t = 0 \unimathfam "1D635 - \Umathcode `\u = 0 \unimathfam "1D636 - \Umathcode `\v = 0 \unimathfam "1D637 - \Umathcode `\w = 0 \unimathfam "1D638 - \Umathcode `\x = 0 \unimathfam "1D639 - \Umathcode `\y = 0 \unimathfam "1D63A - \Umathcode `\z = 0 \unimathfam "1D63B + \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} @@ -519,126 +519,126 @@ \protected\def\sfbf{\relax% \ifmmode % numbers - \Umathcode `\0 = 0 \unimathfam "1D7EC - \Umathcode `\1 = 0 \unimathfam "1D7ED - \Umathcode `\2 = 0 \unimathfam "1D7EE - \Umathcode `\3 = 0 \unimathfam "1D7EF - \Umathcode `\4 = 0 \unimathfam "1D7F0 - \Umathcode `\5 = 0 \unimathfam "1D7F1 - \Umathcode `\6 = 0 \unimathfam "1D7F2 - \Umathcode `\7 = 0 \unimathfam "1D7F3 - \Umathcode `\8 = 0 \unimathfam "1D7F4 - \Umathcode `\9 = 0 \unimathfam "1D7F5 + \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 \unimathfam "1D5D4 - \Umathcode `\B = 0 \unimathfam "1D5D5 - \Umathcode `\C = 0 \unimathfam "1D5D6 - \Umathcode `\D = 0 \unimathfam "1D5D7 - \Umathcode `\E = 0 \unimathfam "1D5D8 - \Umathcode `\F = 0 \unimathfam "1D5D9 - \Umathcode `\G = 0 \unimathfam "1D5DA - \Umathcode `\H = 0 \unimathfam "1D5DB - \Umathcode `\I = 0 \unimathfam "1D5DC - \Umathcode `\J = 0 \unimathfam "1D5DD - \Umathcode `\K = 0 \unimathfam "1D5DE - \Umathcode `\L = 0 \unimathfam "1D5DF - \Umathcode `\M = 0 \unimathfam "1D5E0 - \Umathcode `\N = 0 \unimathfam "1D5E1 - \Umathcode `\O = 0 \unimathfam "1D5E2 - \Umathcode `\P = 0 \unimathfam "1D5E3 - \Umathcode `\Q = 0 \unimathfam "1D5E4 - \Umathcode `\R = 0 \unimathfam "1D5E5 - \Umathcode `\S = 0 \unimathfam "1D5E6 - \Umathcode `\T = 0 \unimathfam "1D5E7 - \Umathcode `\U = 0 \unimathfam "1D5E8 - \Umathcode `\V = 0 \unimathfam "1D5E9 - \Umathcode `\W = 0 \unimathfam "1D5EA - \Umathcode `\X = 0 \unimathfam "1D5EB - \Umathcode `\Y = 0 \unimathfam "1D5EC - \Umathcode `\Z = 0 \unimathfam "1D5ED - \Umathcode `\a = 0 \unimathfam "1D5EE - \Umathcode `\b = 0 \unimathfam "1D5EF - \Umathcode `\c = 0 \unimathfam "1D5F0 - \Umathcode `\d = 0 \unimathfam "1D5F1 - \Umathcode `\e = 0 \unimathfam "1D5F2 - \Umathcode `\f = 0 \unimathfam "1D5F3 - \Umathcode `\g = 0 \unimathfam "1D5F4 - \Umathcode `\h = 0 \unimathfam "1D5F5 - \Umathcode `\i = 0 \unimathfam "1D5F6 - \Umathcode `\j = 0 \unimathfam "1D5F7 - \Umathcode `\k = 0 \unimathfam "1D5F8 - \Umathcode `\l = 0 \unimathfam "1D5F9 - \Umathcode `\m = 0 \unimathfam "1D5FA - \Umathcode `\n = 0 \unimathfam "1D5FB - \Umathcode `\o = 0 \unimathfam "1D5FC - \Umathcode `\p = 0 \unimathfam "1D5FD - \Umathcode `\q = 0 \unimathfam "1D5FE - \Umathcode `\r = 0 \unimathfam "1D5FF - \Umathcode `\s = 0 \unimathfam "1D600 - \Umathcode `\t = 0 \unimathfam "1D601 - \Umathcode `\u = 0 \unimathfam "1D602 - \Umathcode `\v = 0 \unimathfam "1D603 - \Umathcode `\w = 0 \unimathfam "1D604 - \Umathcode `\x = 0 \unimathfam "1D605 - \Umathcode `\y = 0 \unimathfam "1D606 - \Umathcode `\z = 0 \unimathfam "1D607 + \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 \unimathfam "1D756 - \Umathcode `\Β = 0 \unimathfam "1D757 - \Umathcode `\Γ = 0 \unimathfam "1D758 - \Umathcode `\Δ = 0 \unimathfam "1D759 - \Umathcode `\Ε = 0 \unimathfam "1D75A - \Umathcode `\Ζ = 0 \unimathfam "1D75B - \Umathcode `\Η = 0 \unimathfam "1D75C - \Umathcode `\Θ = 0 \unimathfam "1D75D - \Umathcode `\Ι = 0 \unimathfam "1D75E - \Umathcode `\Κ = 0 \unimathfam "1D75F - \Umathcode `\Λ = 0 \unimathfam "1D760 - \Umathcode `\Μ = 0 \unimathfam "1D761 - \Umathcode `\Ν = 0 \unimathfam "1D762 - \Umathcode `\Ξ = 0 \unimathfam "1D763 - \Umathcode `\Ο = 0 \unimathfam "1D764 - \Umathcode `\Π = 0 \unimathfam "1D765 - \Umathcode `\Ρ = 0 \unimathfam "1D766 - \Umathcode `\ϴ = 0 \unimathfam "1D767 - \Umathcode `\Σ = 0 \unimathfam "1D768 - \Umathcode `\Τ = 0 \unimathfam "1D769 - \Umathcode `\Υ = 0 \unimathfam "1D76A - \Umathcode `\Φ = 0 \unimathfam "1D76B - \Umathcode `\Χ = 0 \unimathfam "1D76C - \Umathcode `\Ψ = 0 \unimathfam "1D76D - \Umathcode `\Ω = 0 \unimathfam "1D76E - \Umathcode `\α = 0 \unimathfam "1D770 - \Umathcode `\β = 0 \unimathfam "1D771 - \Umathcode `\γ = 0 \unimathfam "1D772 - \Umathcode `\δ = 0 \unimathfam "1D773 - \Umathcode `\ε = 0 \unimathfam "1D774 - \Umathcode `\ζ = 0 \unimathfam "1D775 - \Umathcode `\η = 0 \unimathfam "1D776 - \Umathcode `\θ = 0 \unimathfam "1D777 - \Umathcode `\ι = 0 \unimathfam "1D778 - \Umathcode `\κ = 0 \unimathfam "1D779 - \Umathcode `\λ = 0 \unimathfam "1D77A - \Umathcode `\μ = 0 \unimathfam "1D77B - \Umathcode `\ν = 0 \unimathfam "1D77C - \Umathcode `\ξ = 0 \unimathfam "1D77D - \Umathcode `\ο = 0 \unimathfam "1D77E - \Umathcode `\π = 0 \unimathfam "1D77F - \Umathcode `\ρ = 0 \unimathfam "1D780 - \Umathcode `\ς = 0 \unimathfam "1D781 - \Umathcode `\σ = 0 \unimathfam "1D782 - \Umathcode `\τ = 0 \unimathfam "1D783 - \Umathcode `\υ = 0 \unimathfam "1D784 - \Umathcode `\ϕ = 0 \unimathfam "1D785 - \Umathcode `\χ = 0 \unimathfam "1D786 - \Umathcode `\ψ = 0 \unimathfam "1D787 - \Umathcode `\ω = 0 \unimathfam "1D788 - \Umathcode `\ϵ = 0 \unimathfam "1D78A - \Umathcode `\ϑ = 0 \unimathfam "1D78B - \Umathcode `\ϰ = 0 \unimathfam "1D78C - \Umathcode `\φ = 0 \unimathfam "1D78D - \Umathcode `\ϱ = 0 \unimathfam "1D78E - \Umathcode `\ϖ = 0 \unimathfam "1D78F + \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 @@ -647,115 +647,115 @@ \ifmmode % no numbers % latin - \Umathcode `\A = 0 \unimathfam "1D63C - \Umathcode `\B = 0 \unimathfam "1D63D - \Umathcode `\C = 0 \unimathfam "1D63E - \Umathcode `\D = 0 \unimathfam "1D63F - \Umathcode `\E = 0 \unimathfam "1D640 - \Umathcode `\F = 0 \unimathfam "1D641 - \Umathcode `\G = 0 \unimathfam "1D642 - \Umathcode `\H = 0 \unimathfam "1D643 - \Umathcode `\I = 0 \unimathfam "1D644 - \Umathcode `\J = 0 \unimathfam "1D645 - \Umathcode `\K = 0 \unimathfam "1D646 - \Umathcode `\L = 0 \unimathfam "1D647 - \Umathcode `\M = 0 \unimathfam "1D648 - \Umathcode `\N = 0 \unimathfam "1D649 - \Umathcode `\O = 0 \unimathfam "1D64A - \Umathcode `\P = 0 \unimathfam "1D64B - \Umathcode `\Q = 0 \unimathfam "1D64C - \Umathcode `\R = 0 \unimathfam "1D64D - \Umathcode `\S = 0 \unimathfam "1D64E - \Umathcode `\T = 0 \unimathfam "1D64F - \Umathcode `\U = 0 \unimathfam "1D650 - \Umathcode `\V = 0 \unimathfam "1D651 - \Umathcode `\W = 0 \unimathfam "1D652 - \Umathcode `\X = 0 \unimathfam "1D653 - \Umathcode `\Y = 0 \unimathfam "1D654 - \Umathcode `\Z = 0 \unimathfam "1D655 - \Umathcode `\a = 0 \unimathfam "1D656 - \Umathcode `\b = 0 \unimathfam "1D657 - \Umathcode `\c = 0 \unimathfam "1D658 - \Umathcode `\d = 0 \unimathfam "1D659 - \Umathcode `\e = 0 \unimathfam "1D65A - \Umathcode `\f = 0 \unimathfam "1D65B - \Umathcode `\g = 0 \unimathfam "1D65C - \Umathcode `\h = 0 \unimathfam "1D65D - \Umathcode `\i = 0 \unimathfam "1D65E - \Umathcode `\j = 0 \unimathfam "1D65F - \Umathcode `\k = 0 \unimathfam "1D660 - \Umathcode `\l = 0 \unimathfam "1D661 - \Umathcode `\m = 0 \unimathfam "1D662 - \Umathcode `\n = 0 \unimathfam "1D663 - \Umathcode `\o = 0 \unimathfam "1D664 - \Umathcode `\p = 0 \unimathfam "1D665 - \Umathcode `\q = 0 \unimathfam "1D666 - \Umathcode `\r = 0 \unimathfam "1D667 - \Umathcode `\s = 0 \unimathfam "1D668 - \Umathcode `\t = 0 \unimathfam "1D669 - \Umathcode `\u = 0 \unimathfam "1D66A - \Umathcode `\v = 0 \unimathfam "1D66B - \Umathcode `\w = 0 \unimathfam "1D66C - \Umathcode `\x = 0 \unimathfam "1D66D - \Umathcode `\y = 0 \unimathfam "1D66E - \Umathcode `\z = 0 \unimathfam "1D66F + \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 \unimathfam "1D790 - \Umathcode `\Β = 0 \unimathfam "1D791 - \Umathcode `\Γ = 0 \unimathfam "1D792 - \Umathcode `\Δ = 0 \unimathfam "1D793 - \Umathcode `\Ε = 0 \unimathfam "1D794 - \Umathcode `\Ζ = 0 \unimathfam "1D795 - \Umathcode `\Η = 0 \unimathfam "1D796 - \Umathcode `\Θ = 0 \unimathfam "1D797 - \Umathcode `\Ι = 0 \unimathfam "1D798 - \Umathcode `\Κ = 0 \unimathfam "1D799 - \Umathcode `\Λ = 0 \unimathfam "1D79A - \Umathcode `\Μ = 0 \unimathfam "1D79B - \Umathcode `\Ν = 0 \unimathfam "1D79C - \Umathcode `\Ξ = 0 \unimathfam "1D79D - \Umathcode `\Ο = 0 \unimathfam "1D79E - \Umathcode `\Π = 0 \unimathfam "1D79F - \Umathcode `\Ρ = 0 \unimathfam "1D7A0 - \Umathcode `\ϴ = 0 \unimathfam "1D7A1 - \Umathcode `\Σ = 0 \unimathfam "1D7A2 - \Umathcode `\Τ = 0 \unimathfam "1D7A3 - \Umathcode `\Υ = 0 \unimathfam "1D7A4 - \Umathcode `\Φ = 0 \unimathfam "1D7A5 - \Umathcode `\Χ = 0 \unimathfam "1D7A6 - \Umathcode `\Ψ = 0 \unimathfam "1D7A7 - \Umathcode `\Ω = 0 \unimathfam "1D7A8 - \Umathcode `\α = 0 \unimathfam "1D7AA - \Umathcode `\β = 0 \unimathfam "1D7AB - \Umathcode `\γ = 0 \unimathfam "1D7AC - \Umathcode `\δ = 0 \unimathfam "1D7AD - \Umathcode `\ε = 0 \unimathfam "1D7AE - \Umathcode `\ζ = 0 \unimathfam "1D7AF - \Umathcode `\η = 0 \unimathfam "1D7B0 - \Umathcode `\θ = 0 \unimathfam "1D7B1 - \Umathcode `\ι = 0 \unimathfam "1D7B2 - \Umathcode `\κ = 0 \unimathfam "1D7B3 - \Umathcode `\λ = 0 \unimathfam "1D7B4 - \Umathcode `\μ = 0 \unimathfam "1D7B5 - \Umathcode `\ν = 0 \unimathfam "1D7B6 - \Umathcode `\ξ = 0 \unimathfam "1D7B7 - \Umathcode `\ο = 0 \unimathfam "1D7B8 - \Umathcode `\π = 0 \unimathfam "1D7B9 - \Umathcode `\ρ = 0 \unimathfam "1D7BA - \Umathcode `\ς = 0 \unimathfam "1D7BB - \Umathcode `\σ = 0 \unimathfam "1D7BC - \Umathcode `\τ = 0 \unimathfam "1D7BD - \Umathcode `\υ = 0 \unimathfam "1D7BE - \Umathcode `\ϕ = 0 \unimathfam "1D7BF - \Umathcode `\χ = 0 \unimathfam "1D7C0 - \Umathcode `\ψ = 0 \unimathfam "1D7C1 - \Umathcode `\ω = 0 \unimathfam "1D7C2 - \Umathcode `\ϵ = 0 \unimathfam "1D7C4 - \Umathcode `\ϑ = 0 \unimathfam "1D7C5 - \Umathcode `\ϰ = 0 \unimathfam "1D7C6 - \Umathcode `\φ = 0 \unimathfam "1D7C7 - \Umathcode `\ϱ = 0 \unimathfam "1D7C8 - \Umathcode `\ϖ = 0 \unimathfam "1D7C9 + \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 @@ -767,69 +767,69 @@ \protected\def\tt{\relax% \ifmmode % numbers - \Umathcode `\0 = 0 \unimathfam "1D7F6 - \Umathcode `\1 = 0 \unimathfam "1D7F7 - \Umathcode `\2 = 0 \unimathfam "1D7F8 - \Umathcode `\3 = 0 \unimathfam "1D7F9 - \Umathcode `\4 = 0 \unimathfam "1D7FA - \Umathcode `\5 = 0 \unimathfam "1D7FB - \Umathcode `\6 = 0 \unimathfam "1D7FC - \Umathcode `\7 = 0 \unimathfam "1D7FD - \Umathcode `\8 = 0 \unimathfam "1D7FE - \Umathcode `\9 = 0 \unimathfam "1D7FF + \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 \unimathfam "1D670 - \Umathcode `\B = 0 \unimathfam "1D671 - \Umathcode `\C = 0 \unimathfam "1D672 - \Umathcode `\D = 0 \unimathfam "1D673 - \Umathcode `\E = 0 \unimathfam "1D674 - \Umathcode `\F = 0 \unimathfam "1D675 - \Umathcode `\G = 0 \unimathfam "1D676 - \Umathcode `\H = 0 \unimathfam "1D677 - \Umathcode `\I = 0 \unimathfam "1D678 - \Umathcode `\J = 0 \unimathfam "1D679 - \Umathcode `\K = 0 \unimathfam "1D67A - \Umathcode `\L = 0 \unimathfam "1D67B - \Umathcode `\M = 0 \unimathfam "1D67C - \Umathcode `\N = 0 \unimathfam "1D67D - \Umathcode `\O = 0 \unimathfam "1D67E - \Umathcode `\P = 0 \unimathfam "1D67F - \Umathcode `\Q = 0 \unimathfam "1D680 - \Umathcode `\R = 0 \unimathfam "1D681 - \Umathcode `\S = 0 \unimathfam "1D682 - \Umathcode `\T = 0 \unimathfam "1D683 - \Umathcode `\U = 0 \unimathfam "1D684 - \Umathcode `\V = 0 \unimathfam "1D685 - \Umathcode `\W = 0 \unimathfam "1D686 - \Umathcode `\X = 0 \unimathfam "1D687 - \Umathcode `\Y = 0 \unimathfam "1D688 - \Umathcode `\Z = 0 \unimathfam "1D689 - \Umathcode `\a = 0 \unimathfam "1D68A - \Umathcode `\b = 0 \unimathfam "1D68B - \Umathcode `\c = 0 \unimathfam "1D68C - \Umathcode `\d = 0 \unimathfam "1D68D - \Umathcode `\e = 0 \unimathfam "1D68E - \Umathcode `\f = 0 \unimathfam "1D68F - \Umathcode `\g = 0 \unimathfam "1D690 - \Umathcode `\h = 0 \unimathfam "1D691 - \Umathcode `\i = 0 \unimathfam "1D692 - \Umathcode `\j = 0 \unimathfam "1D693 - \Umathcode `\k = 0 \unimathfam "1D694 - \Umathcode `\l = 0 \unimathfam "1D695 - \Umathcode `\m = 0 \unimathfam "1D696 - \Umathcode `\n = 0 \unimathfam "1D697 - \Umathcode `\o = 0 \unimathfam "1D698 - \Umathcode `\p = 0 \unimathfam "1D699 - \Umathcode `\q = 0 \unimathfam "1D69A - \Umathcode `\r = 0 \unimathfam "1D69B - \Umathcode `\s = 0 \unimathfam "1D69C - \Umathcode `\t = 0 \unimathfam "1D69D - \Umathcode `\u = 0 \unimathfam "1D69E - \Umathcode `\v = 0 \unimathfam "1D69F - \Umathcode `\w = 0 \unimathfam "1D6A0 - \Umathcode `\x = 0 \unimathfam "1D6A1 - \Umathcode `\y = 0 \unimathfam "1D6A2 - \Umathcode `\z = 0 \unimathfam "1D6A3 + \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} @@ -837,58 +837,58 @@ \def\cal{% % no numbers % latin - \Umathcode `\A = 0 \unimathfam "1D49C - \Umathcode `\B = 0 \unimathfam "0212C - \Umathcode `\C = 0 \unimathfam "1D49E - \Umathcode `\D = 0 \unimathfam "1D49F - \Umathcode `\E = 0 \unimathfam "02130 - \Umathcode `\F = 0 \unimathfam "02131 - \Umathcode `\G = 0 \unimathfam "1D4A2 - \Umathcode `\H = 0 \unimathfam "0210B - \Umathcode `\I = 0 \unimathfam "02110 - \Umathcode `\J = 0 \unimathfam "1D4A5 - \Umathcode `\K = 0 \unimathfam "1D4A6 - \Umathcode `\L = 0 \unimathfam "02112 - \Umathcode `\M = 0 \unimathfam "02133 - \Umathcode `\N = 0 \unimathfam "1D4A9 - \Umathcode `\O = 0 \unimathfam "1D4AA - \Umathcode `\P = 0 \unimathfam "1D4AB - \Umathcode `\Q = 0 \unimathfam "1D4AC - \Umathcode `\R = 0 \unimathfam "0211B - \Umathcode `\S = 0 \unimathfam "1D4AE - \Umathcode `\T = 0 \unimathfam "1D4AF - \Umathcode `\U = 0 \unimathfam "1D4B0 - \Umathcode `\V = 0 \unimathfam "1D4B1 - \Umathcode `\W = 0 \unimathfam "1D4B2 - \Umathcode `\X = 0 \unimathfam "1D4B3 - \Umathcode `\Y = 0 \unimathfam "1D4B4 - \Umathcode `\Z = 0 \unimathfam "1D4B5 - \Umathcode `\a = 0 \unimathfam "1D4B6 - \Umathcode `\b = 0 \unimathfam "1D4B7 - \Umathcode `\c = 0 \unimathfam "1D4B8 - \Umathcode `\d = 0 \unimathfam "1D4B9 - \Umathcode `\e = 0 \unimathfam "0212F - \Umathcode `\f = 0 \unimathfam "1D4BB - \Umathcode `\g = 0 \unimathfam "0210A - \Umathcode `\h = 0 \unimathfam "1D4BD - \Umathcode `\i = 0 \unimathfam "1D4BE - \Umathcode `\j = 0 \unimathfam "1D4BF - \Umathcode `\k = 0 \unimathfam "1D4C0 - \Umathcode `\l = 0 \unimathfam "1D4C1 - \Umathcode `\m = 0 \unimathfam "1D4C2 - \Umathcode `\n = 0 \unimathfam "1D4C3 - \Umathcode `\o = 0 \unimathfam "02134 - \Umathcode `\p = 0 \unimathfam "1D4C5 - \Umathcode `\q = 0 \unimathfam "1D4C6 - \Umathcode `\r = 0 \unimathfam "1D4C7 - \Umathcode `\s = 0 \unimathfam "1D4C8 - \Umathcode `\t = 0 \unimathfam "1D4C9 - \Umathcode `\u = 0 \unimathfam "1D4CA - \Umathcode `\v = 0 \unimathfam "1D4CB - \Umathcode `\w = 0 \unimathfam "1D4CC - \Umathcode `\x = 0 \unimathfam "1D4CD - \Umathcode `\y = 0 \unimathfam "1D4CE - \Umathcode `\z = 0 \unimathfam "1D4CF + \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 @@ -896,58 +896,58 @@ \def\calbf{% % no numbers % latin - \Umathcode `\A = 0 \unimathfam "1D4D0 - \Umathcode `\B = 0 \unimathfam "1D4D1 - \Umathcode `\C = 0 \unimathfam "1D4D2 - \Umathcode `\D = 0 \unimathfam "1D4D3 - \Umathcode `\E = 0 \unimathfam "1D4D4 - \Umathcode `\F = 0 \unimathfam "1D4D5 - \Umathcode `\G = 0 \unimathfam "1D4D6 - \Umathcode `\H = 0 \unimathfam "1D4D7 - \Umathcode `\I = 0 \unimathfam "1D4D8 - \Umathcode `\J = 0 \unimathfam "1D4D9 - \Umathcode `\K = 0 \unimathfam "1D4DA - \Umathcode `\L = 0 \unimathfam "1D4DB - \Umathcode `\M = 0 \unimathfam "1D4DC - \Umathcode `\N = 0 \unimathfam "1D4DD - \Umathcode `\O = 0 \unimathfam "1D4DE - \Umathcode `\P = 0 \unimathfam "1D4DF - \Umathcode `\Q = 0 \unimathfam "1D4E0 - \Umathcode `\R = 0 \unimathfam "1D4E1 - \Umathcode `\S = 0 \unimathfam "1D4E2 - \Umathcode `\T = 0 \unimathfam "1D4E3 - \Umathcode `\U = 0 \unimathfam "1D4E4 - \Umathcode `\V = 0 \unimathfam "1D4E5 - \Umathcode `\W = 0 \unimathfam "1D4E6 - \Umathcode `\X = 0 \unimathfam "1D4E7 - \Umathcode `\Y = 0 \unimathfam "1D4E8 - \Umathcode `\Z = 0 \unimathfam "1D4E9 - \Umathcode `\a = 0 \unimathfam "1D4EA - \Umathcode `\b = 0 \unimathfam "1D4EB - \Umathcode `\c = 0 \unimathfam "1D4EC - \Umathcode `\d = 0 \unimathfam "1D4ED - \Umathcode `\e = 0 \unimathfam "1D4EE - \Umathcode `\f = 0 \unimathfam "1D4EF - \Umathcode `\g = 0 \unimathfam "1D4F0 - \Umathcode `\h = 0 \unimathfam "1D4F1 - \Umathcode `\i = 0 \unimathfam "1D4F2 - \Umathcode `\j = 0 \unimathfam "1D4F3 - \Umathcode `\k = 0 \unimathfam "1D4F4 - \Umathcode `\l = 0 \unimathfam "1D4F5 - \Umathcode `\m = 0 \unimathfam "1D4F6 - \Umathcode `\n = 0 \unimathfam "1D4F7 - \Umathcode `\o = 0 \unimathfam "1D4F8 - \Umathcode `\p = 0 \unimathfam "1D4F9 - \Umathcode `\q = 0 \unimathfam "1D4FA - \Umathcode `\r = 0 \unimathfam "1D4FB - \Umathcode `\s = 0 \unimathfam "1D4FC - \Umathcode `\t = 0 \unimathfam "1D4FD - \Umathcode `\u = 0 \unimathfam "1D4FE - \Umathcode `\v = 0 \unimathfam "1D4FF - \Umathcode `\w = 0 \unimathfam "1D500 - \Umathcode `\x = 0 \unimathfam "1D501 - \Umathcode `\y = 0 \unimathfam "1D502 - \Umathcode `\z = 0 \unimathfam "1D503 + \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 @@ -956,194 +956,194 @@ \def\bb{% % numbers - \Umathcode `\0 = 0 \unimathfam "1D7D8 - \Umathcode `\1 = 0 \unimathfam "1D7D9 - \Umathcode `\2 = 0 \unimathfam "1D7DA - \Umathcode `\3 = 0 \unimathfam "1D7DB - \Umathcode `\4 = 0 \unimathfam "1D7DC - \Umathcode `\5 = 0 \unimathfam "1D7DD - \Umathcode `\6 = 0 \unimathfam "1D7DE - \Umathcode `\7 = 0 \unimathfam "1D7DF - \Umathcode `\8 = 0 \unimathfam "1D7E0 - \Umathcode `\9 = 0 \unimathfam "1D7E1 + \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 \unimathfam "1D538 - \Umathcode `\B = 0 \unimathfam "1D539 - \Umathcode `\C = 0 \unimathfam "02102 - \Umathcode `\D = 0 \unimathfam "1D53B - \Umathcode `\E = 0 \unimathfam "1D53C - \Umathcode `\F = 0 \unimathfam "1D53D - \Umathcode `\G = 0 \unimathfam "1D53E - \Umathcode `\H = 0 \unimathfam "0210D - \Umathcode `\I = 0 \unimathfam "1D540 - \Umathcode `\J = 0 \unimathfam "1D541 - \Umathcode `\K = 0 \unimathfam "1D542 - \Umathcode `\L = 0 \unimathfam "1D543 - \Umathcode `\M = 0 \unimathfam "1D544 - \Umathcode `\N = 0 \unimathfam "02115 - \Umathcode `\O = 0 \unimathfam "1D546 - \Umathcode `\P = 0 \unimathfam "02119 - \Umathcode `\Q = 0 \unimathfam "0211A - \Umathcode `\R = 0 \unimathfam "0211D - \Umathcode `\S = 0 \unimathfam "1D54A - \Umathcode `\T = 0 \unimathfam "1D54B - \Umathcode `\U = 0 \unimathfam "1D54C - \Umathcode `\V = 0 \unimathfam "1D54D - \Umathcode `\W = 0 \unimathfam "1D54E - \Umathcode `\X = 0 \unimathfam "1D54F - \Umathcode `\Y = 0 \unimathfam "1D550 - \Umathcode `\Z = 0 \unimathfam "02124 - \Umathcode `\a = 0 \unimathfam "1D552 - \Umathcode `\b = 0 \unimathfam "1D553 - \Umathcode `\c = 0 \unimathfam "1D554 - \Umathcode `\d = 0 \unimathfam "1D555 - \Umathcode `\e = 0 \unimathfam "1D556 - \Umathcode `\f = 0 \unimathfam "1D557 - \Umathcode `\g = 0 \unimathfam "1D558 - \Umathcode `\h = 0 \unimathfam "1D559 - \Umathcode `\i = 0 \unimathfam "1D55A - \Umathcode `\j = 0 \unimathfam "1D55B - \Umathcode `\k = 0 \unimathfam "1D55C - \Umathcode `\l = 0 \unimathfam "1D55D - \Umathcode `\m = 0 \unimathfam "1D55E - \Umathcode `\n = 0 \unimathfam "1D55F - \Umathcode `\o = 0 \unimathfam "1D560 - \Umathcode `\p = 0 \unimathfam "1D561 - \Umathcode `\q = 0 \unimathfam "1D562 - \Umathcode `\r = 0 \unimathfam "1D563 - \Umathcode `\s = 0 \unimathfam "1D564 - \Umathcode `\t = 0 \unimathfam "1D565 - \Umathcode `\u = 0 \unimathfam "1D566 - \Umathcode `\v = 0 \unimathfam "1D567 - \Umathcode `\w = 0 \unimathfam "1D568 - \Umathcode `\x = 0 \unimathfam "1D569 - \Umathcode `\y = 0 \unimathfam "1D56A - \Umathcode `\z = 0 \unimathfam "1D56B + \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 \unimathfam "02145 - \Umathcode `\d = 0 \unimathfam "02146 - \Umathcode `\e = 0 \unimathfam "02147 - \Umathcode `\i = 0 \unimathfam "02148 - \Umathcode `\j = 0 \unimathfam "02149 + \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 \unimathfam "1D504 - \Umathcode `\B = 0 \unimathfam "1D505 - \Umathcode `\C = 0 \unimathfam "0212D - \Umathcode `\D = 0 \unimathfam "1D507 - \Umathcode `\E = 0 \unimathfam "1D508 - \Umathcode `\F = 0 \unimathfam "1D509 - \Umathcode `\G = 0 \unimathfam "1D50A - \Umathcode `\H = 0 \unimathfam "0210C - \Umathcode `\I = 0 \unimathfam "02111 - \Umathcode `\J = 0 \unimathfam "1D50D - \Umathcode `\K = 0 \unimathfam "1D50E - \Umathcode `\L = 0 \unimathfam "1D50F - \Umathcode `\M = 0 \unimathfam "1D510 - \Umathcode `\N = 0 \unimathfam "1D511 - \Umathcode `\O = 0 \unimathfam "1D512 - \Umathcode `\P = 0 \unimathfam "1D513 - \Umathcode `\Q = 0 \unimathfam "1D514 - \Umathcode `\R = 0 \unimathfam "0211C - \Umathcode `\S = 0 \unimathfam "1D516 - \Umathcode `\T = 0 \unimathfam "1D517 - \Umathcode `\U = 0 \unimathfam "1D518 - \Umathcode `\V = 0 \unimathfam "1D519 - \Umathcode `\W = 0 \unimathfam "1D51A - \Umathcode `\X = 0 \unimathfam "1D51B - \Umathcode `\Y = 0 \unimathfam "1D51C - \Umathcode `\Z = 0 \unimathfam "02128 - \Umathcode `\a = 0 \unimathfam "1D51E - \Umathcode `\b = 0 \unimathfam "1D51F - \Umathcode `\c = 0 \unimathfam "1D520 - \Umathcode `\d = 0 \unimathfam "1D521 - \Umathcode `\e = 0 \unimathfam "1D522 - \Umathcode `\f = 0 \unimathfam "1D523 - \Umathcode `\g = 0 \unimathfam "1D524 - \Umathcode `\h = 0 \unimathfam "1D525 - \Umathcode `\i = 0 \unimathfam "1D526 - \Umathcode `\j = 0 \unimathfam "1D527 - \Umathcode `\k = 0 \unimathfam "1D528 - \Umathcode `\l = 0 \unimathfam "1D529 - \Umathcode `\m = 0 \unimathfam "1D52A - \Umathcode `\n = 0 \unimathfam "1D52B - \Umathcode `\o = 0 \unimathfam "1D52C - \Umathcode `\p = 0 \unimathfam "1D52D - \Umathcode `\q = 0 \unimathfam "1D52E - \Umathcode `\r = 0 \unimathfam "1D52F - \Umathcode `\s = 0 \unimathfam "1D530 - \Umathcode `\t = 0 \unimathfam "1D531 - \Umathcode `\u = 0 \unimathfam "1D532 - \Umathcode `\v = 0 \unimathfam "1D533 - \Umathcode `\w = 0 \unimathfam "1D534 - \Umathcode `\x = 0 \unimathfam "1D535 - \Umathcode `\y = 0 \unimathfam "1D536 - \Umathcode `\z = 0 \unimathfam "1D537 + \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 \unimathfam "1D56C - \Umathcode `\B = 0 \unimathfam "1D56D - \Umathcode `\C = 0 \unimathfam "1D56E - \Umathcode `\D = 0 \unimathfam "1D56F - \Umathcode `\E = 0 \unimathfam "1D570 - \Umathcode `\F = 0 \unimathfam "1D571 - \Umathcode `\G = 0 \unimathfam "1D572 - \Umathcode `\H = 0 \unimathfam "1D573 - \Umathcode `\I = 0 \unimathfam "1D574 - \Umathcode `\J = 0 \unimathfam "1D575 - \Umathcode `\K = 0 \unimathfam "1D576 - \Umathcode `\L = 0 \unimathfam "1D577 - \Umathcode `\M = 0 \unimathfam "1D578 - \Umathcode `\N = 0 \unimathfam "1D579 - \Umathcode `\O = 0 \unimathfam "1D57A - \Umathcode `\P = 0 \unimathfam "1D57B - \Umathcode `\Q = 0 \unimathfam "1D57C - \Umathcode `\R = 0 \unimathfam "1D57D - \Umathcode `\S = 0 \unimathfam "1D57E - \Umathcode `\T = 0 \unimathfam "1D57F - \Umathcode `\U = 0 \unimathfam "1D580 - \Umathcode `\V = 0 \unimathfam "1D581 - \Umathcode `\W = 0 \unimathfam "1D582 - \Umathcode `\X = 0 \unimathfam "1D583 - \Umathcode `\Y = 0 \unimathfam "1D584 - \Umathcode `\Z = 0 \unimathfam "1D585 - \Umathcode `\a = 0 \unimathfam "1D586 - \Umathcode `\b = 0 \unimathfam "1D587 - \Umathcode `\c = 0 \unimathfam "1D588 - \Umathcode `\d = 0 \unimathfam "1D589 - \Umathcode `\e = 0 \unimathfam "1D58A - \Umathcode `\f = 0 \unimathfam "1D58B - \Umathcode `\g = 0 \unimathfam "1D58C - \Umathcode `\h = 0 \unimathfam "1D58D - \Umathcode `\i = 0 \unimathfam "1D58E - \Umathcode `\j = 0 \unimathfam "1D58F - \Umathcode `\k = 0 \unimathfam "1D590 - \Umathcode `\l = 0 \unimathfam "1D591 - \Umathcode `\m = 0 \unimathfam "1D592 - \Umathcode `\n = 0 \unimathfam "1D593 - \Umathcode `\o = 0 \unimathfam "1D594 - \Umathcode `\p = 0 \unimathfam "1D595 - \Umathcode `\q = 0 \unimathfam "1D596 - \Umathcode `\r = 0 \unimathfam "1D597 - \Umathcode `\s = 0 \unimathfam "1D598 - \Umathcode `\t = 0 \unimathfam "1D599 - \Umathcode `\u = 0 \unimathfam "1D59A - \Umathcode `\v = 0 \unimathfam "1D59B - \Umathcode `\w = 0 \unimathfam "1D59C - \Umathcode `\x = 0 \unimathfam "1D59D - \Umathcode `\y = 0 \unimathfam "1D59E - \Umathcode `\z = 0 \unimathfam "1D59F + \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 diff --git a/Master/texmf-dist/tex/xetex/unimath-plain-xetex/unimath-plain-xetex.tex b/Master/texmf-dist/tex/xetex/unimath-plain-xetex/unimath-plain-xetex.tex index 5346a349632..4e0e85c55e7 100644 --- a/Master/texmf-dist/tex/xetex/unimath-plain-xetex/unimath-plain-xetex.tex +++ b/Master/texmf-dist/tex/xetex/unimath-plain-xetex/unimath-plain-xetex.tex @@ -23,13 +23,8 @@ \ifdefined\monofontname\else \gdef\monofontname{Latin Modern Mono} \fi -\ifdefined\mathfontname\else - \gdef\mathfontname{Latin Modern Math} -\fi \ifcsname XeTeXversion\endcsname - \ifdefined\textfontopt\else - \def\textfontopt{mapping=tex-text} - \fi + \ifdefined\textfontopt\else\def\textfontopt{mapping=tex-text}\fi \else \errmessage{unimath-plain-xetex Error: Needs XeTeX!} \fi @@ -102,16 +97,20 @@ \expandafter\let\csname #1itbftt\expandafter\endcsname\csname #1ttbfit\endcsname } -% math font -% +% Math Font % In plain format, \fam0 is "rm"; \fam1 is "normal"; \fam2 is "cal"; % \fam3 is "op"; \fam4 is "it"; \fam5 is "sl"; % \fam6 is "bf"; \fam7 is "tt". % Families defined through \newfam: -% \itfam (4), \slfam (5), \bffam (6), \ttfam (7). -\newfam\unimathfam % \unimathfam = 8 -\newfam\textfam % \textfam = 9, for text in math mode ("math text") - +% \itfam (4), \slfam (5), \bffam (6) and \ttfam (7). +% +% In XeTeX, there are up to 256 fams (\fam0 to \fam256). +% Here we just use \chardef to define the fams. +% Also we abandon plain format's default settings. +\ifdefined\mathfontname\else + \gdef\mathfontname{Latin Modern Math} +\fi +\chardef\unimathfam=0 % general fam \font \tenmath = "\mathfontname:script=math" at 10pt \font \sevenmath = "\mathfontname:script=math,+ssty=0" at 7pt \font \fivemath = "\mathfontname:script=math,+ssty=1" at 5pt @@ -119,8 +118,77 @@ \scriptfont \unimathfam = \sevenmath \scriptscriptfont \unimathfam = \fivemath -% load unicode-math-table -\let\mathalpha\mathord +% math alpha, using OpenType Math font +\ifdefined\mathalphafontname + \chardef\alphafam = 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 +% delimiter, influencing \mathopen, \mathclose, \mathfence, \mathover(under) +\ifdefined\mathdelimiterfontname + \chardef\delimiterfam = 2 + \font \tendelimiter = "\mathdelimiterfontname:script=math" at 10pt + \font \sevendelimiter = "\mathdelimiterfontname:script=math,+ssty=0" at 7pt + \font \fivedelimiter = "\mathdelimiterfontname:script=math,+ssty=1" at 5pt + \textfont \delimiterfam = \tendelimiter + \scriptfont \delimiterfam = \sevendelimiter + \scriptscriptfont \delimiterfam = \fivedelimiter +\else \let\delimiterfam=\unimathfam \fi +% ordinary, influencing \mathord, \mathpunct and `!' +\ifdefined\mathordfontname + \chardef\ordfam = 3 + \font \tenord = "\mathordfontname:script=math" at 10pt + \font \sevenord = "\mathordfontname:script=math,+ssty=0" at 7pt + \font \fiveord = "\mathordfontname:script=math,+ssty=1" at 5pt + \textfont \ordfam = \tenord + \scriptfont \ordfam = \sevenord + \scriptscriptfont \ordfam = \fiveord +\else \let\ordfam=\unimathfam \fi +% large operator, influencing \mathop +\ifdefined\mathopfontname + \chardef\opfam = 4 + \font \tenop = "\mathopfontname:script=math" at 10pt + \font \sevenop = "\mathopfontname:script=math,+ssty=0" at 7pt + \font \fiveop = "\mathopfontname:script=math,+ssty=1" at 5pt + \textfont \opfam = \tenop + \scriptfont \opfam = \sevenop + \scriptscriptfont \opfam = \fiveop +\else \let\opfam=\unimathfam \fi +% binary, nfluencing \mathbin and \mathrel +\ifdefined\mathbinfontname + \chardef\binfam = 5 + \font \tenbin = "\mathbinfontname:script=math" at 10pt + \font \sevenbin = "\mathbinfontname:script=math,+ssty=0" at 7pt + \font \fivebin = "\mathbinfontname:script=math,+ssty=1" at 5pt + \textfont \binfam = \tenbin + \scriptfont \binfam = \sevenbin + \scriptscriptfont \binfam = \fivebin +\else \let\binfam=\unimathfam \fi +% accent, influencing all the accents except \mathover(close) +\ifdefined\mathaccentfontname + \chardef\accentfam = 6 + \font \tenaccent = "\mathaccentfontname:script=math" at 10pt + \font \sevenaccent = "\mathaccentfontname:script=math,+ssty=0" at 7pt + \font \fiveaccent = "\mathaccentfontname:script=math,+ssty=1" at 5pt + \textfont \accentfam = \tenaccent + \scriptfont \accentfam = \sevenaccent + \scriptscriptfont \accentfam = \fiveaccent +\else \let\accentfam=\unimathfam \fi +% These will be the features in the `long' future: +%\chardef\romanfam=10 +%\chardef\sansfam=11 +%\chardef\ttfam=12 +%\chardef\calfam=13 +%\chardef\bbfam=14 +%\chardef\frakfam=15 +% In the short future, this package will support user-defined fams. + +% loading unicode-math-table +\def\mathalpha{A} \def\mathfence{F} \def\mathaccentwide{Awo} \def\mathaccentoverlay{Awo} @@ -128,234 +196,235 @@ \def\mathunder{U} \def\mathbotaccent{bA} \def\mathbotaccentwide{bAw} - \def\sqrt{sqrt} \def\cuberoot{cuberoot} \def\fourthroot{fourthroot} \def\longdivision{longdivision} - +% \@activedef, used like LuaTeX \begingroup% \catcode`\^^@=13 \protected\gdef\@activedef#1#2{\begingroup% #1: char code; #2: definition \lccode`\^^@=#1 \lowercase{\endgroup\gdef^^@{#2}}}% \endgroup% - +% \UnicodeMathSymbol in unicode-math-table \def\UnicodeMathSymbol#1#2#3#4{% #1: char slot; #2: cmd; #3: \mathord, etc. \ifx#3\mathord - \Umathchardef #2 = 0 \unimathfam #1 - \Umathcode #1 = 0 \unimathfam #1 - % In the future, this module will use another \fam. - %\else\ifx#3\mathalpha - % \Umathchardef #2 = 0 \unimathfam #1 - % \Umathcode #1 = 0 \unimathfam #1 % a \fi in the end + \Umathchardef #2 = 0 \ordfam #1 + \Umathcode #1 = 0 \ordfam #1 + \else\ifx#3\mathalpha + \Umathchardef #2 = 0 \alphafam #1 + \Umathcode #1 = 0 \alphafam #1 \else\ifx#3\mathop - \Umathchardef #2 = 1 \unimathfam #1 - \Umathcode #1 = 1 \unimathfam #1 - % deal with the integral specially + \Umathchardef #2 = 1 \opfam #1 + \Umathcode #1 = 1 \opfam #1 + % The integrals \ifnum#1>"222A\ifnum#1<"2A1D \ifnum#1<"2234 - \gdef#2{\Umathchar 1 \unimathfam #1\nolimits}% + \gdef#2{\Umathchar 1 \opfam #1\nolimits}% \global\mathcode#1="8000 % make #1 active \@activedef{#1}{#2}% \else\ifnum#1>"2A0A - \gdef#2{\Umathchar 1 \unimathfam #1\nolimits}% + \gdef#2{\Umathchar 1 \opfam #1\nolimits}% \global\mathcode#1="8000 \@activedef{#1}{#2}% \fi\fi\fi\fi \else\ifx#3\mathbin - \Umathchardef #2 = 2 \unimathfam #1 - \Umathcode #1 = 2 \unimathfam #1 + \Umathchardef #2 = 2 \binfam #1 + \Umathcode #1 = 2 \binfam #1 \else\ifx#3\mathrel - \Umathchardef #2 = 3 \unimathfam #1 - \Umathcode #1 = 3 \unimathfam #1 + \Umathchardef #2 = 3 \binfam #1 + \Umathcode #1 = 3 \binfam #1 \else\ifx#3\mathopen - \Umathcode #1 = 4 \unimathfam #1 - \Udelcode #1 = \unimathfam #1 - \gdef#2{\Udelimiter 4 \unimathfam #1 } - \ifx#2\sqrt%="221A% - \gdef#2{\Uradical \unimathfam #1 } - \fi\ifx#2\cuberoot%="221B - \gdef#2{\Uradical \unimathfam #1 } - \fi\ifx#2\fourthroot%="221C - \gdef#2{\Uradical \unimathfam #1 } - \fi\ifx#2\longdivision%="27CC - \gdef#2{\Uradical \unimathfam #1 } + \Umathcode #1 = 4 \delimiterfam #1 + \Udelcode #1 = \delimiterfam #1 + \gdef#2{\Udelimiter 4 \delimiterfam #1 } + \ifx#2\sqrt % = "221A + \gdef#2{\Uradical \delimiterfam #1 } + \fi\ifx#2\cuberoot % = "221B + \gdef#2{\Uradical \delimiterfam #1 } + \fi\ifx#2\fourthroot % = "221C + \gdef#2{\Uradical \delimiterfam #1 } + \fi\ifx#2\longdivision % = "27CC + \gdef#2{\Uradical \delimiterfam #1 } \fi - \else\ifx#3\mathclose - \Umathcode #1 = 5 \unimathfam #1 - \Udelcode #1 = \unimathfam #1 - \gdef#2{\Udelimiter 5 \unimathfam #1 } + \else\ifx#3\mathclose % `!' will be influenced, deal with it later + \Umathcode #1 = 5 \delimiterfam #1 + \Udelcode #1 = \delimiterfam #1 + \gdef#2{\Udelimiter 5 \delimiterfam #1 } \else\ifx#3\mathpunct - \Umathchardef #2 = 6 \unimathfam #1 - \Umathcode #1 = 6 \unimathfam #1 - \else\ifx#3\mathfence % - \Umathchardef #2 = 0 \unimathfam #1 - \Umathcode #1 = 0 \unimathfam #1 - \Udelcode #1 = \unimathfam #1 - \gdef#2{\Udelimiter 0 \unimathfam #1 } + \Umathchardef #2 = 6 \ordfam #1 + \Umathcode #1 = 6 \ordfam #1 + \else\ifx#3\mathfence % delimiter, in \mathord + \Umathchardef #2 = 0 \delimiterfam #1 + \Umathcode #1 = 0 \delimiterfam #1 + \Udelcode #1 = \delimiterfam #1 + \gdef#2{\Udelimiter 0 \delimiterfam #1 } \else\ifx#3\mathaccent - \gdef#2{\Umathaccent fixed 0 \unimathfam #1 } + \gdef#2{\Umathaccent fixed 0 \accentfam #1 } \else\ifx#3\mathaccentwide% or overlay - \gdef#2{\Umathaccent 0 \unimathfam #1 } + \gdef#2{\Umathaccent 0 \accentfam #1 } \else\ifx#3\mathbotaccentwide - \gdef#2{\Umathaccent bottom 0 \unimathfam #1 } + \gdef#2{\Umathaccent bottom 0 \accentfam #1 } \else\ifx#3\mathover - \gdef#2##1{\mathop{\Umathaccent 0 \unimathfam #1 {##1}}\limits} + \gdef#2##1{\mathop{\Umathaccent 0 \delimiterfam #1 {##1}}\limits} \else\ifx#3\mathunder - \gdef#2##1{\mathop{\Umathaccent bottom 0 \unimathfam #1 {##1}}\limits} + \gdef#2##1{\mathop{\Umathaccent bottom 0 \delimiterfam #1 {##1}}\limits} \else\ifx#3\mathbotaccent% This type's frequency is the lowest. - \gdef#2{\Umathaccent bottom fixed 0 \unimathfam #1 } + \gdef#2{\Umathaccent bottom fixed 0 \accentfam #1 } \else% undefined math type \message{There's an undefined math type. Math character command ignored.}% - \fi\fi\fi\fi\fi\fi\fi\fi\fi\fi\fi\fi\fi\fi + \fi\fi\fi\fi\fi\fi\fi\fi\fi\fi\fi\fi\fi\fi\fi } \input unicode-math-table +% deal with `!' +\Umathcode `\! = 5 \ordfam "0021 +\Umathchardef \mathexclam = 4 \ordfam "0021 -%\Umathcode `\! = 5 \unimathfam `\! -\Umathcode `\* = 2 \unimathfam `\* -%\Umathcode `\+ = 2 \unimathfam `\+ -%\Umathcode `\, = 6 \unimathfam `\, -\Umathcode `\- = 2 \unimathfam "2212 -%\Umathcode `\. = 0 \unimathfam `\. -\Umathcode `\: = 3 \unimathfam `\: -\Umathcode `\; = 6 \unimathfam `\; -\Umathcode `\< = 3 \unimathfam `\< -\Umathcode `\= = 3 \unimathfam `\= -\Umathcode `\> = 3 \unimathfam `\> -%\Umathcode `\? = 5 \unimathfam `\? -\Umathcode `\_ = 0 \unimathfam `\_ -%\Umathcode `\| = 0 \unimathfam `\| -%\Umathcode `\/ = 0 \unimathfam `\/ -%\Umathcode `\\ = 0 \unimathfam `\\ -%\Umathcode `\( = 4 \unimathfam `\( -%\Umathcode `\) = 5 \unimathfam `\) -%\Umathcode `\[ = 4 \unimathfam `\[ -%\Umathcode `\] = 5 \unimathfam `\] -%\Umathcode `\{ = 4 \unimathfam `\{ -%\Umathcode `\} = 5 \unimathfam `\} -\Umathchardef \colon = 7 \unimathfam `\: - -\Umathcode `\0 = 0 \unimathfam "30 -\Umathcode `\1 = 0 \unimathfam "31 -\Umathcode `\2 = 0 \unimathfam "32 -\Umathcode `\3 = 0 \unimathfam "33 -\Umathcode `\4 = 0 \unimathfam "34 -\Umathcode `\5 = 0 \unimathfam "35 -\Umathcode `\6 = 0 \unimathfam "36 -\Umathcode `\7 = 0 \unimathfam "37 -\Umathcode `\8 = 0 \unimathfam "38 -\Umathcode `\9 = 0 \unimathfam "39 -\Umathcode `\A = 0 \unimathfam "1D434 -\Umathcode `\B = 0 \unimathfam "1D435 -\Umathcode `\C = 0 \unimathfam "1D436 -\Umathcode `\D = 0 \unimathfam "1D437 -\Umathcode `\E = 0 \unimathfam "1D438 -\Umathcode `\F = 0 \unimathfam "1D439 -\Umathcode `\G = 0 \unimathfam "1D43A -\Umathcode `\H = 0 \unimathfam "1D43B -\Umathcode `\I = 0 \unimathfam "1D43C -\Umathcode `\J = 0 \unimathfam "1D43D -\Umathcode `\K = 0 \unimathfam "1D43E -\Umathcode `\L = 0 \unimathfam "1D43F -\Umathcode `\M = 0 \unimathfam "1D440 -\Umathcode `\N = 0 \unimathfam "1D441 -\Umathcode `\O = 0 \unimathfam "1D442 -\Umathcode `\P = 0 \unimathfam "1D443 -\Umathcode `\Q = 0 \unimathfam "1D444 -\Umathcode `\R = 0 \unimathfam "1D445 -\Umathcode `\S = 0 \unimathfam "1D446 -\Umathcode `\T = 0 \unimathfam "1D447 -\Umathcode `\U = 0 \unimathfam "1D448 -\Umathcode `\V = 0 \unimathfam "1D449 -\Umathcode `\W = 0 \unimathfam "1D44A -\Umathcode `\X = 0 \unimathfam "1D44B -\Umathcode `\Y = 0 \unimathfam "1D44C -\Umathcode `\Z = 0 \unimathfam "1D44D -\Umathcode `\a = 0 \unimathfam "1D44E -\Umathcode `\b = 0 \unimathfam "1D44F -\Umathcode `\c = 0 \unimathfam "1D450 -\Umathcode `\d = 0 \unimathfam "1D451 -\Umathcode `\e = 0 \unimathfam "1D452 -\Umathcode `\f = 0 \unimathfam "1D453 -\Umathcode `\g = 0 \unimathfam "1D454 -\Umathcode `\h = 0 \unimathfam "0210E % Planck constant -\Umathcode `\i = 0 \unimathfam "1D456 -\Umathcode `\j = 0 \unimathfam "1D457 -\Umathcode `\k = 0 \unimathfam "1D458 -\Umathcode `\l = 0 \unimathfam "1D459 -\Umathcode `\m = 0 \unimathfam "1D45A -\Umathcode `\n = 0 \unimathfam "1D45B -\Umathcode `\o = 0 \unimathfam "1D45C -\Umathcode `\p = 0 \unimathfam "1D45D -\Umathcode `\q = 0 \unimathfam "1D45E -\Umathcode `\r = 0 \unimathfam "1D45F -\Umathcode `\s = 0 \unimathfam "1D460 -\Umathcode `\t = 0 \unimathfam "1D461 -\Umathcode `\u = 0 \unimathfam "1D462 -\Umathcode `\v = 0 \unimathfam "1D463 -\Umathcode `\w = 0 \unimathfam "1D464 -\Umathcode `\x = 0 \unimathfam "1D465 -\Umathcode `\y = 0 \unimathfam "1D466 -\Umathcode `\z = 0 \unimathfam "1D467 -\Umathcode `\Α = 0 \unimathfam "1D6E2 -\Umathcode `\Β = 0 \unimathfam "1D6E3 -\Umathcode `\Γ = 0 \unimathfam "1D6E4 -\Umathcode `\Δ = 0 \unimathfam "1D6E5 -\Umathcode `\Ε = 0 \unimathfam "1D6E6 -\Umathcode `\Ζ = 0 \unimathfam "1D6E7 -\Umathcode `\Η = 0 \unimathfam "1D6E8 -\Umathcode `\Θ = 0 \unimathfam "1D6E9 -\Umathcode `\Ι = 0 \unimathfam "1D6EA -\Umathcode `\Κ = 0 \unimathfam "1D6EB -\Umathcode `\Λ = 0 \unimathfam "1D6EC -\Umathcode `\Μ = 0 \unimathfam "1D6ED -\Umathcode `\Ν = 0 \unimathfam "1D6EE -\Umathcode `\Ξ = 0 \unimathfam "1D6EF -\Umathcode `\Ο = 0 \unimathfam "1D6F0 -\Umathcode `\Π = 0 \unimathfam "1D6F1 -\Umathcode `\Ρ = 0 \unimathfam "1D6F2 -\Umathcode `\Σ = 0 \unimathfam "1D6F4 -\Umathcode `\Τ = 0 \unimathfam "1D6F5 -\Umathcode `\Υ = 0 \unimathfam "1D6F6 -\Umathcode `\Φ = 0 \unimathfam "1D6F7 -\Umathcode `\Χ = 0 \unimathfam "1D6F8 -\Umathcode `\Ψ = 0 \unimathfam "1D6F9 -\Umathcode `\Ω = 0 \unimathfam "1D6FA -\Umathcode `\α = 0 \unimathfam "1D6FC -\Umathcode `\β = 0 \unimathfam "1D6FD -\Umathcode `\γ = 0 \unimathfam "1D6FE -\Umathcode `\δ = 0 \unimathfam "1D6FF -\Umathcode `\ε = 0 \unimathfam "1D700 -\Umathcode `\ζ = 0 \unimathfam "1D701 -\Umathcode `\η = 0 \unimathfam "1D702 -\Umathcode `\θ = 0 \unimathfam "1D703 -\Umathcode `\ι = 0 \unimathfam "1D704 -\Umathcode `\κ = 0 \unimathfam "1D705 -\Umathcode `\λ = 0 \unimathfam "1D706 -\Umathcode `\μ = 0 \unimathfam "1D707 -\Umathcode `\ν = 0 \unimathfam "1D708 -\Umathcode `\ξ = 0 \unimathfam "1D709 -\Umathcode `\ο = 0 \unimathfam "1D70A -\Umathcode `\π = 0 \unimathfam "1D70B -\Umathcode `\ρ = 0 \unimathfam "1D70C -\Umathcode `\ς = 0 \unimathfam "1D70D -\Umathcode `\σ = 0 \unimathfam "1D70E -\Umathcode `\τ = 0 \unimathfam "1D70F -\Umathcode `\υ = 0 \unimathfam "1D710 -\Umathcode `\φ = 0 \unimathfam "1D719 -\Umathcode `\χ = 0 \unimathfam "1D712 -\Umathcode `\ψ = 0 \unimathfam "1D713 -\Umathcode `\ω = 0 \unimathfam "1D714 -\Umathcode `\ϑ = 0 \unimathfam "1D717 -\Umathcode `\ϕ = 0 \unimathfam "1D711 -\Umathcode `\ϖ = 0 \unimathfam "1D71B -\Umathcode `\ϰ = 0 \unimathfam "1D718 -\Umathcode `\ϱ = 0 \unimathfam "1D71A -\Umathcode `\ϴ = 0 \unimathfam "1D6F3 -\Umathcode `\ϵ = 0 \unimathfam "1D716 +% other symbols +\Umathcode `\* = 2 \binfam `\* +%\Umathcode `\+ = 2 \binfam `\+ +%\Umathcode `\, = 6 \ordfam `\, +\Umathcode `\- = 2 \binfam "2212 +%\Umathcode `\. = 0 \ordfam `\. +\Umathcode `\: = 3 \ordfam `\: +\Umathcode `\; = 6 \ordfam `\; +\Umathcode `\< = 3 \binfam `\< +\Umathcode `\= = 3 \binfam `\= +\Umathcode `\> = 3 \binfam `\> +%\Umathcode `\? = 5 \ordfam `\? +\Umathchardef \colon = 7 \ordfam `\: +\Umathcode `\_ = 0 \ordfam `\_ +%\Umathcode `\| = 0 \delimiterfam `\| +%\Umathcode `\/ = 0 \delimiterfam `\/ +%\Umathcode `\\ = 0 \delimiterfam `\\ +%\Umathcode `\( = 4 \delimiterfam `\( +%\Umathcode `\) = 5 \delimiterfam `\) +%\Umathcode `\[ = 4 \delimiterfam `\[ +%\Umathcode `\] = 5 \delimiterfam `\] +%\Umathcode `\{ = 4 \delimiterfam `\{ +%\Umathcode `\} = 5 \delimiterfam `\} -\Umathcode `\Ϝ = 0 \unimathfam "003DC -\Umathcode `\ϝ = 0 \unimathfam "003DD -\Umathcode `\϶ = 0 \unimathfam "003F6 +\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 +% Some rarely-used Greek letters +\Umathcode `\Ϝ = 0 \alphafam "003DC +\Umathcode `\ϝ = 0 \alphafam "003DD +\Umathcode `\϶ = 0 \alphafam "003F6 \input unimath-plain-alphafams @@ -386,7 +455,7 @@ \let\to=\rightarrow \let\hbar=\hslash \def\cdots{\mathinner{\cdotp\mkern-1mu\cdotp\mkern-1mu\cdotp}} -\Umathchardef \ldotp = 2 \unimathfam "2E +\Umathchardef \ldotp = 2 \ordfam "2E \def\ldots{\mathinner{\ldotp\mkern-1mu\ldotp\mkern-1mu\ldotp}} % math and text kerns |