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-rw-r--r--Master/texmf-dist/doc/fonts/libertinust1math/FONTLOG.txt111
-rw-r--r--Master/texmf-dist/doc/fonts/libertinust1math/LibertinusT1Math-doc.pdfbin0 -> 556443 bytes
-rw-r--r--Master/texmf-dist/doc/fonts/libertinust1math/LibertinusT1Math-doc.tex112
-rw-r--r--Master/texmf-dist/doc/fonts/libertinust1math/OFL.txt93
-rw-r--r--Master/texmf-dist/doc/fonts/libertinust1math/README11
-rw-r--r--Master/texmf-dist/fonts/afm/public/libertinust1math/LibertinusT1Math.afm23785
-rw-r--r--Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusBB.enc258
-rw-r--r--Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusBMI.enc258
-rw-r--r--Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusBMR.enc258
-rw-r--r--Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusEX.enc258
-rw-r--r--Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusFRK.enc258
-rw-r--r--Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusMI.enc258
-rw-r--r--Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusMR.enc258
-rw-r--r--Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusSF.enc258
-rw-r--r--Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusSFB.enc258
-rw-r--r--Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusSFI.enc258
-rw-r--r--Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusSYM.enc258
-rw-r--r--Master/texmf-dist/fonts/map/dvips/libertinust1math/libertinust1math.map10
-rw-r--r--Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathbb.tfmbin0 -> 724 bytes
-rw-r--r--Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathex.tfmbin0 -> 1628 bytes
-rw-r--r--Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathit-bold.tfmbin0 -> 3336 bytes
-rw-r--r--Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathit.tfmbin0 -> 5232 bytes
-rw-r--r--Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathrm-bold.tfmbin0 -> 7992 bytes
-rw-r--r--Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathrm.tfmbin0 -> 5996 bytes
-rw-r--r--Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathsf.tfmbin0 -> 3000 bytes
-rw-r--r--Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathsfb.tfmbin0 -> 3028 bytes
-rw-r--r--Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathsfi.tfmbin0 -> 3204 bytes
-rw-r--r--Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathsym.tfmbin0 -> 1688 bytes
-rw-r--r--Master/texmf-dist/fonts/type1/public/libertinust1math/LibertinusT1Math.pfbbin0 -> 962741 bytes
-rw-r--r--Master/texmf-dist/tex/latex/libertinust1math/libertinust1math.sty1284
-rw-r--r--Master/texmf-dist/tex/latex/libertinust1math/ls1libertinust1math.fd44
-rw-r--r--Master/texmf-dist/tex/latex/libertinust1math/ls2libertinust1mathex.fd21
-rw-r--r--Master/texmf-dist/tex/latex/libertinust1math/ls2libertinust1mathsym.fd19
-rw-r--r--Master/texmf-dist/tex/latex/libertinust1math/ot1libertinust1mathsf.fd37
-rwxr-xr-xMaster/tlpkg/bin/tlpkg-ctan-check2
-rw-r--r--Master/tlpkg/tlpsrc/collection-fontsextra.tlpsrc1
-rw-r--r--Master/tlpkg/tlpsrc/libertinust1math.tlpsrc1
37 files changed, 28368 insertions, 1 deletions
diff --git a/Master/texmf-dist/doc/fonts/libertinust1math/FONTLOG.txt b/Master/texmf-dist/doc/fonts/libertinust1math/FONTLOG.txt
new file mode 100644
index 00000000000..83877828bae
--- /dev/null
+++ b/Master/texmf-dist/doc/fonts/libertinust1math/FONTLOG.txt
@@ -0,0 +1,111 @@
+FONTLOG for LibertinusT1Math
+----------------------------
+
+This file provides detailed information on the LibertinusT1Math font software derived mainly from the Libertinus fonts. This information should be distributed along with
+the Libertinus fonts and any derivative works.
+
+
+Basic Libertinus Font Information
+---------------------------------
+
+Libertinus fonts is a fork of the Linux Libertine and Linux Biolinum fonts that
+started as an OpenType math companion of the Libertine font family, but grown
+as a full fork to address some of the bugs in the fonts.
+
+The family consists of:
+
+* Libertinus Serif: forked from *Linux Libertine*.
+* Libertinus Sans: forked from *Linux Biolinum*.
+* Libertinus Mono: forked from *Linux Libertinus Mono*.
+* Libertinus Math: an OpenType math font for use in OpenType math-capable
+ applications like LuaTeX, XeTeX or MS Word 2007+.
+
+Libertinus development is currently hosted on:
+http://github.com/khaledhosny/libertinus
+
+Feature requests, bug reports and patches should be directed to our issue
+tracker.
+
+Basic LibertinusT1Math Font Information
+---------------------------------------
+
+LibertinusT1Math is an adaptation of Libertinus Math, focussing on LaTeX support files, adding and modifying glyphs as needed. The font, LibertinusT1Math.{afm,pfb} is released under the same OFL 1.1 as the Libertinus fonts. The LaTeX support files are released under the LPPL. Bug reports and feature requests for the font changes and the support files should be addressed to Michael Sharpe, msharpe at ucsd dot edu.
+
+Information for Contributors
+----------------------------
+
+Libertinus is released under the OFL 1.1 - http://scripts.sil.org/OFL For
+information on what you're allowed to change or modify, consult the OFL-1.1.txt
+and OFL-FAQ.txt files. The OFL-FAQ also gives a very general rationale and
+various recommendations regarding why you would want to contribute to the
+project or make your own version of the font.
+
+See the project website for the current master and the various branches:
+http://github.com/khaledhosny/libertinus
+
+
+ChangeLog
+---------
+
+30 Jan 2016 (Khaled Hosny) <Libertinus> Version 6.2
+- Fixed missing big variant rule for U+27EF.
+- Fixed swapped \phi and \varphi symbols.
+- Fixed “fi” ligature in Serif Semibold Italic with small caps feature on.
+- The “Qu” ligature is now implemented as alternate glyph substitution.
+- Added missing small cap Qu alternate glyph to serif fonts.
+- Added big radical variants.
+
+22 Jan 2016 (Khaled Hosny) <Libertinus> Version 6.1
+- Renamed the fonts from Libertine to Libertinus to be complaint with the
+ Reserved Font Name clause of Linux Libertine license. Thanks to Frédéric Wang
+ for the new name.
+- Dropped legacy Mac platform font names.
+
+18 Jan 2016 (Khaled Hosny) <Libertine> Version 6.0
+First release of the forked Libertine fonts, changes since the fork include:
+- New Libertine Math font.
+- Dropped the use of Unicode PUA for alternate glyphs in favour of making them
+ encoded.
+- Dropped the TrueType versions of the fonts.
+- Dropped the Romanian-specific cedilla/comma substitution, it is no longer
+ recommended to do this at font feature level.
+- Fixed upstream font kerning regression.
+- Renamed the glyphs to follow the recommended Adobe Glyph Names for New Fonts.
+- Fixed lots of inconsistencies in the font files.
+- Fixed the encoding of Indian Rubee symbol.
+- Made the sans question mark a bit more sans-like.
+- Fixed sans interrobang to not use the serif glyphs.
+- Removed some bogus ligatures like “!!”, “??”, “...”, etc.
+- Fixed the “short f” feature.
+- Made the “bunny ears” glyphs with dieresis the alternate form, and made the
+ more conventional form the default.
+- Dropped the “aalt” feature, since it is of limited use and hard to keep up to
+ date.
+- Fixed diaeresis positioning in bold serif.
+- Fixed the following upstream bugs:
+ http://sourceforge.net/p/linuxlibertine/bugs/315/
+ http://sourceforge.net/p/linuxlibertine/bugs/311/
+ http://sourceforge.net/p/linuxlibertine/bugs/303/
+ http://sourceforge.net/p/linuxlibertine/bugs/254/
+ http://sourceforge.net/p/linuxlibertine/bugs/293/
+ http://sourceforge.net/p/linuxlibertine/bugs/291/
+ http://sourceforge.net/p/linuxlibertine/bugs/275/
+ http://sourceforge.net/p/linuxlibertine/bugs/235/
+
+
+Acknowledgements
+-------------------------
+If you make modifications be sure to add your name (N), email (E), web-address
+(W) and description (D). This list is sorted by last name in alphabetical
+order.)
+
+N: Khaled Hosny
+E: khaledhosny@eglug.org
+W: http://www.khaledhosny.org
+D: Libertinus fork author
+
+N: Philipp Poll
+E: gillian@linuxlibertine.org
+W: http://www.linuxlibertine.org
+D: Original authors
+
diff --git a/Master/texmf-dist/doc/fonts/libertinust1math/LibertinusT1Math-doc.pdf b/Master/texmf-dist/doc/fonts/libertinust1math/LibertinusT1Math-doc.pdf
new file mode 100644
index 00000000000..7c2603e81b5
--- /dev/null
+++ b/Master/texmf-dist/doc/fonts/libertinust1math/LibertinusT1Math-doc.pdf
Binary files differ
diff --git a/Master/texmf-dist/doc/fonts/libertinust1math/LibertinusT1Math-doc.tex b/Master/texmf-dist/doc/fonts/libertinust1math/LibertinusT1Math-doc.tex
new file mode 100644
index 00000000000..23176eda277
--- /dev/null
+++ b/Master/texmf-dist/doc/fonts/libertinust1math/LibertinusT1Math-doc.tex
@@ -0,0 +1,112 @@
+% !TEX TS-program = pdflatexmk
+\documentclass{article}
+\usepackage[margin=1in]{geometry}
+\usepackage[parfill]{parskip}% Begin paragraphs with an empty line rather than an indent
+\pdfmapfile{+libertinust1math.map}
+\usepackage{graphicx}
+%\usepackage{amssymb}% don't use with newtxmath
+%SetFonts
+% libertine+newtxmath
+\usepackage[sb]{libertine} % use sb in place of bold
+\usepackage[T1]{fontenc}
+\usepackage{textcomp}
+\usepackage[varqu,varl]{zi4}% inconsolata
+\usepackage{amsthm}
+\usepackage{libertinust1math}
+\usepackage{bm}
+\useosf % use oldstyle figures except in math
+\usepackage[cal=stix,scr=boondoxo]{mathalfa}% less slanted than STIX cal
+\usepackage{booktabs}
+\usepackage{fonttable}
+\usepackage[supstfm=libertinesups,%
+ supscaled=1.2,%
+ raised=-.13em]{superiors}
+%SetFonts
+\title{The LibertinusT1 Math Package}
+\author{Michael Sharpe}
+\date{\today} % Activate to display a given date or no date
+
+\begin{document}
+\maketitle
+This package is a \LaTeX\ math package to accompany the \LaTeX\ Libertine text package, serving as an alternative to {\tt newtxmath} with the {\tt libertine} option. Both packages use the Greek and Roman letters from Libertine, but LibertinusT1Math symbols are mostly taken from the LibertinusMath font which extends and corrects Libertine, while {\tt newtxmath} uses symbols matching Times in weight and size, and so are a bit heavier and larger. I've changed a number of glyphs from LibertinusMath and added dozens of new glyphs. Like LibertinusMath, LibertinusT1Math does not contain calligraphic, script or gothic alphabets. The package sets \verb|\mathcal| to the (unscaled) STIX calligraphic font and \verb|\mathbb| to the LibertinusT1Math double-struck alphabet. The {\tt mathalfa} package (loaded AFTER {\tt libertinust1math}) offers a convenient way to change these default choices and to set the script and gothic alphabets. See the sample invocation below, which assumes you have {\tt mathalfa} version 1.08 (March 2016) or higher.
+
+\textsc{Package Options:}
+\begin{itemize}
+\item
+{\tt lcgreekalpha} makes lower-case Greek letters be of type {\tt mathalpha} rather than {\tt mathord}, forcing them to respond to alphabet changing commands such as \verb|\mathnormal|, \verb|\mathrm|, \verb|\mathit| and \verb|\mathst|.
+\item
+{\tt upint} changes the style of integrals from the default \emph{slanted} to \emph{upright}.
+\item {\tt frenchmath} changes the math style to use upright Greek and Roman capital letters rather than math italic shapes.
+\item
+{\tt slantedGreek} makes uppercase Greek math letters slanted.
+\item {\tt uprightGreek} makes uppercase Greek math letters upright. This is the default.
+\end{itemize}
+There is no {\tt scaled} option, as the scale is normally set to match that in {\tt libertine} by means of a macro in that package: \verb|\LinuxLibertineT@scale|. If you use {\tt libertinust1math} with a font package other than {\tt libertine}, you can adjust the scale of {\tt libertinust1math} with, e.g.,
+\begin{verbatim}
+\makeatletter
+\newcommand*{\LinuxLibertineT@scale}{1.03}
+\makeatother
+\end{verbatim}
+
+\textsc{Sample Invocation:}
+\begin{verbatim}
+\usepackage[sb]{libertine}
+\usepackage[T1]{fontenc}
+\usepackage{textcomp}
+\usepackage[varqu,varl]{zi4}% inconsolata for mono, not LibertineMono
+\usepackage{amsthm} % libertinust1math loads amsmath
+\usepackage{libertinust1math} % slanted integrals, by default
+\usepackage[cal=stix,scr=boondoxo,bb=boondox]{mathalfa}
+%If you want to use LibertinusT1 bb, omit bb=boondox
+\end{verbatim}
+
+\textsc{Some Things to Note:}
+\begin{itemize}
+\item The {\tt amsmath} package is loaded, if necessary, by {\tt libertinust1math}. The package depends on a number of its features and improvements to math typesetting.
+\item
+There are no bold symbols in LibertinusMath, but there are bold Roman and Greek letters, and the same is true of LibertinusT1Math.
+\item The italic letter v (\emph{v}) in LibertinusMath is easily confused with Greek \verb|\nu| ($\nu$), so the math italic letter v is set to $v$, and similarly in the bold math version.
+\item The layout of the type1 math fonts follows STIX to some extent, as does the sty file, though the content of this package is much less rich.
+\item Dotlessi and dotlessj are available in four math styles---mathit, mathrm, mathbf and mathbfit. For example:
+\begin{center}
+ \begin{tabular}{@{} cc @{}}
+ \toprule
+ Macro & Result \\
+ \midrule
+ \verb|$\imath$| & $\imath$ \\
+ \verb|$\mathrm{\imath}$| & $\mathrm{\imath}$ \\
+ \verb|$\mathbf{\imath}$| & $\mathbf{\imath}$ \\
+ \verb|$\mathbfit{\imath}$| & $\mathbfit{\imath}$ \\
+ \bottomrule
+ \end{tabular}
+\end{center}
+\item There are Greek alphabets in upright and italic shapes, regular and bold weights. Upright Greek letters have names like \verb|\alphaup| (and \verb|\upalpha|) while the italic forms have names like \verb|\alphait|. According to the options you set, \verb|\alpha| and so on are \verb|\let| to the appropriate choice, but you may always use the underlying forms if you wish to use both upright and italic forms in your document.
+\item Uppercase Greek letters are of type {\tt mathalpha}, so when you write \verb|$\mathit{\Gamma}$|, you'll get~$\mathit{\Gamma}$. However, unless you chose the option {\tt lcgreekalpha}, \verb|$\mathrm{\beta}$| would produce $\mathrm{\beta}$, as it is of type {\tt mathord} by default.
+\item There is an upright partial derivative symbol named \verb|\uppartial| that typesets as $\uppartial$, for those who wish to follow ISO rules.
+\end{itemize}
+The next pages show the font tables for LibertinusT1Math. If you see an unfamiliar symbol and wish to learn its \LaTeX\ name, get the \LaTeX\ name of the font (e.g., {\tt operators}, {\tt letters}, {\tt symbols}, {\tt largesymbols}) and the hex location of the glyph (e.g., \verb|"FF| is hex notation for $255$) and search {\tt libertinust1math.sty} by hex number.
+\newpage
+{\tt libertinust1-mathrm (operators):}
+\fonttable{libertinust1-mathrm}
+\newpage
+{\tt libertinust1-mathrm (bold-operators):}
+\fonttable{libertinust1-mathrm-bold}
+\newpage
+{\tt libertinust1-mathit (letters):}
+\fonttable{libertinust1-mathit}
+\newpage
+{\tt libertinust1-mathit-bold (bold-letters):}
+\fonttable{libertinust1-mathit-bold}
+\newpage
+{\tt libertinust1-mathsym (symbols):}
+\fonttable{libertinust1-mathsym}
+\newpage
+{\tt libertinust1-mathex (largesymbols):}
+\fonttable{libertinust1-mathex}
+\newpage
+{\tt libertinust1-mathbb (mathbb):}
+\fonttable{libertinust1-mathbb}
+\newpage
+{\tt libertinust1-mathsf (mathsf):}
+\fonttable{libertinust1-mathsf}
+\end{document} \ No newline at end of file
diff --git a/Master/texmf-dist/doc/fonts/libertinust1math/OFL.txt b/Master/texmf-dist/doc/fonts/libertinust1math/OFL.txt
new file mode 100644
index 00000000000..7bcafb2a6fc
--- /dev/null
+++ b/Master/texmf-dist/doc/fonts/libertinust1math/OFL.txt
@@ -0,0 +1,93 @@
+Portions copyright (c) 2016, Michael Sharpe. Portions copyright (c) 2012-2016, Khaled Hosny (khaledhosny@eglug.org). Portions copyright (c) 2003–2012, Philipp H. Poll (www.linuxlibertine.org | gillian at linuxlibertine.org), with Reserved Font Name "Linux Libertine" and "Biolinum".
+
+This Font Software is licensed under the SIL Open Font License, Version 1.1.
+This license is copied below, and is also available with a FAQ at:
+http://scripts.sil.org/OFL
+
+
+-----------------------------------------------------------
+SIL OPEN FONT LICENSE Version 1.1 - 26 February 2007
+-----------------------------------------------------------
+
+PREAMBLE
+The goals of the Open Font License (OFL) are to stimulate worldwide
+development of collaborative font projects, to support the font creation
+efforts of academic and linguistic communities, and to provide a free and
+open framework in which fonts may be shared and improved in partnership
+with others.
+
+The OFL allows the licensed fonts to be used, studied, modified and
+redistributed freely as long as they are not sold by themselves. The
+fonts, including any derivative works, can be bundled, embedded,
+redistributed and/or sold with any software provided that any reserved
+names are not used by derivative works. The fonts and derivatives,
+however, cannot be released under any other type of license. The
+requirement for fonts to remain under this license does not apply
+to any document created using the fonts or their derivatives.
+
+DEFINITIONS
+"Font Software" refers to the set of files released by the Copyright
+Holder(s) under this license and clearly marked as such. This may
+include source files, build scripts and documentation.
+
+"Reserved Font Name" refers to any names specified as such after the
+copyright statement(s).
+
+"Original Version" refers to the collection of Font Software components as
+distributed by the Copyright Holder(s).
+
+"Modified Version" refers to any derivative made by adding to, deleting,
+or substituting -- in part or in whole -- any of the components of the
+Original Version, by changing formats or by porting the Font Software to a
+new environment.
+
+"Author" refers to any designer, engineer, programmer, technical
+writer or other person who contributed to the Font Software.
+
+PERMISSION & CONDITIONS
+Permission is hereby granted, free of charge, to any person obtaining
+a copy of the Font Software, to use, study, copy, merge, embed, modify,
+redistribute, and sell modified and unmodified copies of the Font
+Software, subject to the following conditions:
+
+1) Neither the Font Software nor any of its individual components,
+in Original or Modified Versions, may be sold by itself.
+
+2) Original or Modified Versions of the Font Software may be bundled,
+redistributed and/or sold with any software, provided that each copy
+contains the above copyright notice and this license. These can be
+included either as stand-alone text files, human-readable headers or
+in the appropriate machine-readable metadata fields within text or
+binary files as long as those fields can be easily viewed by the user.
+
+3) No Modified Version of the Font Software may use the Reserved Font
+Name(s) unless explicit written permission is granted by the corresponding
+Copyright Holder. This restriction only applies to the primary font name as
+presented to the users.
+
+4) The name(s) of the Copyright Holder(s) or the Author(s) of the Font
+Software shall not be used to promote, endorse or advertise any
+Modified Version, except to acknowledge the contribution(s) of the
+Copyright Holder(s) and the Author(s) or with their explicit written
+permission.
+
+5) The Font Software, modified or unmodified, in part or in whole,
+must be distributed entirely under this license, and must not be
+distributed under any other license. The requirement for fonts to
+remain under this license does not apply to any document created
+using the Font Software.
+
+TERMINATION
+This license becomes null and void if any of the above conditions are
+not met.
+
+DISCLAIMER
+THE FONT SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND,
+EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO ANY WARRANTIES OF
+MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT
+OF COPYRIGHT, PATENT, TRADEMARK, OR OTHER RIGHT. IN NO EVENT SHALL THE
+COPYRIGHT HOLDER BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY,
+INCLUDING ANY GENERAL, SPECIAL, INDIRECT, INCIDENTAL, OR CONSEQUENTIAL
+DAMAGES, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING
+FROM, OUT OF THE USE OR INABILITY TO USE THE FONT SOFTWARE OR FROM
+OTHER DEALINGS IN THE FONT SOFTWARE.
diff --git a/Master/texmf-dist/doc/fonts/libertinust1math/README b/Master/texmf-dist/doc/fonts/libertinust1math/README
new file mode 100644
index 00000000000..e96904caddb
--- /dev/null
+++ b/Master/texmf-dist/doc/fonts/libertinust1math/README
@@ -0,0 +1,11 @@
+LibertinusT1Math fonts
+======================
+
+The LibertinusT1Math font a Type1 font (accompanied by LaTeX support files) derived mainly from a fork of the Khaled Hosny's Libertinus Math font, an OpenType math companion for the Libertine font family.
+
+The LibertinusT1Math font is available under the terms of Open Font License version
+1.1, and the support files are released under the LPPL.
+
+Current version 1.00 (2016-03-27)
+
+Michael Sharpe (msharpe at ucsd dot edu) \ No newline at end of file
diff --git a/Master/texmf-dist/fonts/afm/public/libertinust1math/LibertinusT1Math.afm b/Master/texmf-dist/fonts/afm/public/libertinust1math/LibertinusT1Math.afm
new file mode 100644
index 00000000000..3ba609ebb35
--- /dev/null
+++ b/Master/texmf-dist/fonts/afm/public/libertinust1math/LibertinusT1Math.afm
@@ -0,0 +1,23785 @@
+StartFontMetrics 2.0
+Comment Generated by FontForge 20150526
+Comment Creation Date: Sun Mar 27 16:35:16 2016
+FontName LibertinusT1Math
+FullName LibertinusT1 Math
+FamilyName LibertinusT1 Math
+Weight Book
+Notice (Copyright 2003-2012 by Philipp H. Poll. Copyright 2012-2016 Khaled Hosny. Copyright 2016 Michael Sharpe.)
+ItalicAngle 0
+IsFixedPitch false
+UnderlinePosition -98
+UnderlineThickness 40
+Version 6.2
+EncodingScheme ISO10646-1
+FontBBox -1082 -3793 6171 2559
+CapHeight 658
+XHeight 429
+Ascender 698
+Descender -218
+StartCharMetrics 3712
+C 32 ; WX 250 ; N space ; B 0 0 0 0 ;
+C 33 ; WX 288 ; N exclam ; B 91 -10 197 658 ;
+C 34 ; WX 336 ; N quotedbl ; B 63 426 275 645 ;
+C 35 ; WX 465 ; N numbersign ; B 26 14 438 592 ;
+C 36 ; WX 465 ; N dollar ; B 29 -99 417 695 ;
+C 37 ; WX 637 ; N percent ; B 57 -12 598 575 ;
+C 38 ; WX 705 ; N ampersand ; B 43 -10 668 647 ;
+C 39 ; WX 190 ; N quotesingle ; B 53 426 139 644 ;
+C 40 ; WX 310 ; N parenleft ; B 48 -204 281 707 ;
+C 41 ; WX 310 ; N parenright ; B 29 -203 262 708 ;
+C 42 ; WX 369 ; N asterisk ; B 45 431 324 698 ;
+C 43 ; WX 550 ; N plus ; B 60 41 490 462 ;
+C 44 ; WX 220 ; N comma ; B 43 -133 170 95 ;
+C 45 ; WX 338 ; N hyphen ; B 40 223 298 283 ;
+C 46 ; WX 220 ; N period ; B 57 -10 163 96 ;
+C 47 ; WX 323 ; N slash ; B 15 -59 293 646 ;
+C 48 ; WX 465 ; N zero ; B 39 -10 422 610 ;
+C 49 ; WX 465 ; N one ; B 89 -2 380 608 ;
+C 50 ; WX 465 ; N two ; B 52 -2 412 610 ;
+C 51 ; WX 465 ; N three ; B 44 -10 414 610 ;
+C 52 ; WX 465 ; N four ; B 28 -2 445 610 ;
+C 53 ; WX 465 ; N five ; B 54 -11 408 611 ;
+C 54 ; WX 465 ; N six ; B 43 -11 421 611 ;
+C 55 ; WX 465 ; N seven ; B 51 -13 424 614 ;
+C 56 ; WX 465 ; N eight ; B 46 -10 419 610 ;
+C 57 ; WX 465 ; N nine ; B 50 -12 428 610 ;
+C 58 ; WX 236 ; N colon ; B 70 -11 176 417 ;
+C 59 ; WX 236 ; N semicolon ; B 62 -133 189 417 ;
+C 60 ; WX 550 ; N less ; B 58 87 466 418 ;
+C 61 ; WX 550 ; N equal ; B 60 145 490 361 ;
+C 62 ; WX 550 ; N greater ; B 84 88 492 419 ;
+C 63 ; WX 435 ; N question ; B 46 -10 389 659 ;
+C 64 ; WX 895 ; N at ; B 59 -158 839 611 ;
+C 65 ; WX 695 ; N A ; B 2 -2 690 658 ;
+C 66 ; WX 588 ; N B ; B 14 -2 547 647 ;
+C 67 ; WX 646 ; N C ; B 37 -10 611 658 ;
+C 68 ; WX 701 ; N D ; B 14 -2 658 647 ;
+C 69 ; WX 557 ; N E ; B 13 -2 528 649 ;
+C 70 ; WX 485 ; N F ; B 13 -2 475 649 ;
+C 71 ; WX 685 ; N G ; B 37 -10 666 658 ;
+C 72 ; WX 730 ; N H ; B 14 -2 710 647 ;
+C 73 ; WX 297 ; N I ; B 14 -2 283 647 ;
+C 74 ; WX 322 ; N J ; B -68 -172 308 647 ;
+C 75 ; WX 637 ; N K ; B 14 -3 632 647 ;
+C 76 ; WX 528 ; N L ; B 14 -2 507 647 ;
+C 77 ; WX 839 ; N M ; B 15 -10 820 647 ;
+C 78 ; WX 699 ; N N ; B 10 -10 697 647 ;
+C 79 ; WX 702 ; N O ; B 37 -10 666 658 ;
+C 80 ; WX 541 ; N P ; B 12 -2 507 652 ;
+C 81 ; WX 702 ; N Q ; B 37 -209 681 658 ; L u Q_u ;
+C 82 ; WX 587 ; N R ; B 12 -10 590 652 ;
+C 83 ; WX 485 ; N S ; B 27 -10 445 658 ;
+C 84 ; WX 597 ; N T ; B 3 -2 591 653 ; L h T_h ;
+C 85 ; WX 661 ; N U ; B 5 -10 657 647 ;
+C 86 ; WX 652 ; N V ; B 0 -12 650 647 ;
+C 87 ; WX 951 ; N W ; B 1 -12 946 647 ;
+C 88 ; WX 660 ; N X ; B 2 -2 645 647 ;
+C 89 ; WX 575 ; N Y ; B 0 -3 574 647 ;
+C 90 ; WX 604 ; N Z ; B 41 -2 578 653 ;
+C 91 ; WX 336 ; N bracketleft ; B 88 -193 305 703 ;
+C 92 ; WX 287 ; N backslash ; B 11 -48 285 698 ;
+C 93 ; WX 336 ; N bracketright ; B 31 -192 248 704 ;
+C 94 ; WX 518 ; N asciicircum ; B 112 346 407 650 ;
+C 95 ; WX 486 ; N underscore ; B 4 -154 482 -110 ;
+C 96 ; WX 392 ; N grave ; B 96 538 254 701 ;
+C 97 ; WX 457 ; N a ; B 36 -10 455 439 ;
+C 98 ; WX 493 ; N b ; B 7 -12 456 698 ;
+C 99 ; WX 428 ; N c ; B 37 -10 398 439 ;
+C 100 ; WX 506 ; N d ; B 39 -13 502 698 ;
+C 101 ; WX 447 ; N e ; B 37 -10 407 437 ;
+C 102 ; WX 328 ; N f ; B 22 -2 350 698 ; L t f_t ; L k f_k ; L j f_j ; L b f_b ; L h f_h ; L f.short f_f.short ; L l f_l ; L i f_i ; L f f_f ;
+C 103 ; WX 500 ; N g ; B 32 -238 481 462 ;
+C 104 ; WX 538 ; N h ; B 13 -2 527 698 ;
+C 105 ; WX 271 ; N i ; B 25 -2 258 647 ;
+C 106 ; WX 272 ; N j ; B -48 -223 199 647 ;
+C 107 ; WX 512 ; N k ; B 14 -2 508 698 ;
+C 108 ; WX 264 ; N l ; B 18 -2 251 698 ;
+C 109 ; WX 790 ; N m ; B 21 -2 781 442 ;
+C 110 ; WX 542 ; N n ; B 21 -2 529 442 ;
+C 111 ; WX 504 ; N o ; B 41 -10 463 439 ;
+C 112 ; WX 519 ; N p ; B 3 -235 481 442 ;
+C 113 ; WX 503 ; N q ; B 35 -234 502 443 ;
+C 114 ; WX 372 ; N r ; B 21 -2 358 442 ;
+C 115 ; WX 390 ; N s ; B 48 -10 350 439 ;
+C 116 ; WX 316 ; N t ; B 25 -10 301 582 ; L t t_t ;
+C 117 ; WX 531 ; N u ; B 21 -13 520 431 ;
+C 118 ; WX 497 ; N v ; B 6 -12 492 432 ;
+C 119 ; WX 747 ; N w ; B 6 -12 740 431 ;
+C 120 ; WX 490 ; N x ; B 16 -2 474 432 ;
+C 121 ; WX 515 ; N y ; B 11 -233 508 431 ;
+C 122 ; WX 424 ; N z ; B 36 -4 404 439 ;
+C 123 ; WX 474 ; N braceleft ; B 93 -210 349 709 ;
+C 124 ; WX 205 ; N bar ; B 81 -232 125 698 ;
+C 125 ; WX 474 ; N braceright ; B 125 -210 381 709 ;
+C 126 ; WX 449 ; N asciitilde ; B 26 205 417 339 ;
+C 160 ; WX 250 ; N uni00A0 ; B 0 0 0 0 ;
+C 161 ; WX 288 ; N exclamdown ; B 91 -229 197 439 ;
+C 162 ; WX 465 ; N cent ; B 69 -13 413 611 ;
+C 163 ; WX 465 ; N sterling ; B 16 -11 450 611 ;
+C 164 ; WX 465 ; N currency ; B 29 101 436 508 ;
+C 165 ; WX 465 ; N yen ; B -5 -2 470 602 ;
+C 166 ; WX 211 ; N brokenbar ; B 81 -201 130 674 ;
+C 167 ; WX 473 ; N section ; B 49 -173 423 658 ;
+C 168 ; WX 379 ; N dieresis ; B 50 528 313 623 ;
+C 169 ; WX 695 ; N copyright ; B 34 22 609 588 ;
+C 170 ; WX 307 ; N ordfeminine ; B 31 358 283 637 ;
+C 171 ; WX 543 ; N guillemotleft ; B 74 26 463 404 ;
+C 172 ; WX 599 ; N logicalnot ; B 36 93 553 367 ;
+C 173 ; WX 338 ; N uni00AD ; B 40 223 298 283 ;
+C 174 ; WX 695 ; N registered ; B 34 23 608 588 ;
+C 175 ; WX 397 ; N macron ; B 59 529 339 573 ;
+C 176 ; WX 267 ; N degree ; B 34 409 233 610 ; L F uni2109 ; L C uni2103 ;
+C 177 ; WX 550 ; N plusminus ; B 60 -28 490 482 ;
+C 178 ; WX 307 ; N uni00B2 ; B 45 364 270 688 ;
+C 179 ; WX 307 ; N uni00B3 ; B 38 358 274 688 ;
+C 180 ; WX 341 ; N acute ; B 88 543 248 705 ;
+C 181 ; WX 515 ; N mu ; B 46 -234 510 439 ;
+C 182 ; WX 602 ; N paragraph ; B 57 -234 587 647 ;
+C 183 ; WX 250 ; N periodcentered ; B 71 199 179 307 ;
+C 184 ; WX 541 ; N cedilla ; B 216 -200 397 0 ;
+C 185 ; WX 307 ; N uni00B9 ; B 68 364 261 692 ;
+C 186 ; WX 349 ; N ordmasculine ; B 39 303 311 566 ;
+C 187 ; WX 543 ; N guillemotright ; B 80 26 469 404 ;
+C 188 ; WX 660 ; N onequarter ; B 65 -81 636 643 ;
+C 189 ; WX 660 ; N onehalf ; B 67 -79 628 643 ;
+C 190 ; WX 660 ; N threequarters ; B 36 -79 640 637 ;
+C 191 ; WX 435 ; N questiondown ; B 46 -230 389 439 ;
+C 192 ; WX 695 ; N Agrave ; B 2 -2 690 818 ;
+C 193 ; WX 695 ; N Aacute ; B 2 -2 690 820 ;
+C 194 ; WX 695 ; N Acircumflex ; B 2 -3 690 815 ;
+C 195 ; WX 695 ; N Atilde ; B 2 -2 690 800 ;
+C 196 ; WX 695 ; N Adieresis.alt ; B 2 -2 690 805 ;
+C 197 ; WX 695 ; N Aring ; B 2 -2 690 799 ;
+C 198 ; WX 865 ; N AE ; B 2 -2 851 649 ;
+C 199 ; WX 646 ; N Ccedilla ; B 37 -200 611 658 ;
+C 200 ; WX 557 ; N Egrave ; B 13 -2 528 817 ;
+C 201 ; WX 557 ; N Eacute ; B 13 -2 528 820 ;
+C 202 ; WX 557 ; N Ecircumflex ; B 13 -3 528 815 ;
+C 203 ; WX 557 ; N Edieresis ; B 13 -2 528 805 ;
+C 204 ; WX 297 ; N Igrave ; B 14 -2 283 817 ;
+C 205 ; WX 297 ; N Iacute ; B 14 -2 283 819 ;
+C 206 ; WX 297 ; N Icircumflex ; B 14 -3 283 815 ;
+C 207 ; WX 297 ; N Idieresis ; B 6 -2 291 805 ;
+C 208 ; WX 701 ; N Eth ; B 8 -2 658 647 ;
+C 209 ; WX 699 ; N Ntilde ; B 10 -10 697 798 ;
+C 210 ; WX 702 ; N Ograve ; B 37 -10 666 819 ;
+C 211 ; WX 702 ; N Oacute ; B 37 -10 666 820 ;
+C 212 ; WX 702 ; N Ocircumflex ; B 36 -11 666 815 ;
+C 213 ; WX 702 ; N Otilde ; B 37 -10 666 798 ;
+C 214 ; WX 702 ; N Odieresis.alt ; B 37 -10 666 806 ;
+C 215 ; WX 551 ; N multiply ; B 118 96 433 411 ;
+C 216 ; WX 702 ; N Oslash ; B 36 -13 666 658 ;
+C 217 ; WX 661 ; N Ugrave ; B 5 -10 657 818 ;
+C 218 ; WX 661 ; N Uacute ; B 5 -10 657 819 ;
+C 219 ; WX 661 ; N Ucircumflex ; B 5 -11 657 815 ;
+C 220 ; WX 661 ; N Udieresis.alt ; B 5 -10 657 806 ;
+C 221 ; WX 575 ; N Yacute ; B 0 -3 574 820 ;
+C 222 ; WX 527 ; N Thorn ; B 6 -2 493 647 ;
+C 223 ; WX 541 ; N germandbls ; B 18 -10 500 698 ;
+C 224 ; WX 457 ; N agrave ; B 36 -10 455 673 ;
+C 225 ; WX 457 ; N aacute ; B 36 -10 456 673 ;
+C 226 ; WX 457 ; N acircumflex ; B 36 -10 455 662 ;
+C 227 ; WX 457 ; N atilde ; B 36 -10 455 626 ;
+C 228 ; WX 457 ; N adieresis ; B 36 -10 455 623 ;
+C 229 ; WX 457 ; N aring ; B 36 -10 455 667 ;
+C 230 ; WX 687 ; N ae ; B 39 -10 649 440 ;
+C 231 ; WX 428 ; N ccedilla ; B 37 -200 398 439 ;
+C 232 ; WX 447 ; N egrave ; B 37 -10 407 673 ;
+C 233 ; WX 447 ; N eacute ; B 37 -10 408 673 ;
+C 234 ; WX 447 ; N ecircumflex ; B 37 -10 407 662 ;
+C 235 ; WX 447 ; N edieresis ; B 37 -10 407 623 ;
+C 236 ; WX 271 ; N igrave ; B 17 -2 258 673 ;
+C 237 ; WX 271 ; N iacute ; B 25 -2 258 673 ;
+C 238 ; WX 271 ; N icircumflex ; B -2 -2 258 662 ;
+C 239 ; WX 271 ; N idieresis ; B -4 -2 259 623 ;
+C 240 ; WX 486 ; N eth ; B 34 -10 447 698 ;
+C 241 ; WX 542 ; N ntilde ; B 21 -2 529 626 ;
+C 242 ; WX 504 ; N ograve ; B 41 -10 463 673 ;
+C 243 ; WX 504 ; N oacute ; B 41 -10 464 673 ;
+C 244 ; WX 504 ; N ocircumflex ; B 41 -10 463 662 ;
+C 245 ; WX 504 ; N otilde ; B 41 -10 463 626 ;
+C 246 ; WX 504 ; N odieresis ; B 41 -10 463 623 ;
+C 247 ; WX 550 ; N divide ; B 60 76 490 434 ;
+C 248 ; WX 504 ; N oslash ; B 38 -28 463 454 ;
+C 249 ; WX 531 ; N ugrave ; B 21 -13 520 673 ;
+C 250 ; WX 531 ; N uacute ; B 21 -13 520 673 ;
+C 251 ; WX 531 ; N ucircumflex ; B 21 -13 520 662 ;
+C 252 ; WX 531 ; N udieresis ; B 21 -13 520 623 ;
+C 253 ; WX 515 ; N yacute ; B 11 -233 508 673 ;
+C 254 ; WX 502 ; N thorn ; B 7 -234 465 699 ;
+C 255 ; WX 515 ; N ydieresis ; B 11 -233 508 623 ;
+C -1 ; WX 695 ; N Amacron ; B 2 -2 690 788 ;
+C -1 ; WX 457 ; N amacron ; B 36 -10 455 568 ;
+C -1 ; WX 695 ; N Abreve ; B 2 -2 690 804 ;
+C -1 ; WX 457 ; N abreve ; B 36 -10 455 647 ;
+C -1 ; WX 695 ; N Aogonek ; B 2 -201 701 658 ;
+C -1 ; WX 457 ; N aogonek ; B 36 -200 460 439 ;
+C -1 ; WX 646 ; N Cacute ; B 37 -10 611 819 ;
+C -1 ; WX 428 ; N cacute ; B 37 -10 399 673 ;
+C -1 ; WX 646 ; N Ccircumflex ; B 36 -11 611 816 ;
+C -1 ; WX 428 ; N ccircumflex ; B 37 -10 398 662 ;
+C -1 ; WX 646 ; N Cdotaccent ; B 37 -10 611 805 ;
+C -1 ; WX 428 ; N cdotaccent ; B 37 -10 398 648 ;
+C -1 ; WX 646 ; N Ccaron ; B 37 -10 611 812 ;
+C -1 ; WX 428 ; N ccaron ; B 37 -10 398 645 ;
+C -1 ; WX 701 ; N Dcaron ; B 14 -2 658 812 ;
+C -1 ; WX 528 ; N dcaron ; B 39 -13 563 698 ;
+C -1 ; WX 701 ; N Dcroat ; B 14 -2 658 647 ;
+C -1 ; WX 506 ; N dcroat ; B 39 -13 502 698 ;
+C -1 ; WX 557 ; N Emacron ; B 13 -2 528 795 ;
+C -1 ; WX 447 ; N emacron ; B 37 -10 407 568 ;
+C -1 ; WX 557 ; N Ebreve ; B 13 -2 528 803 ;
+C -1 ; WX 447 ; N ebreve ; B 37 -10 407 648 ;
+C -1 ; WX 557 ; N Edotaccent ; B 13 -2 528 805 ;
+C -1 ; WX 447 ; N edotaccent ; B 37 -10 407 647 ;
+C -1 ; WX 557 ; N Eogonek ; B 13 -200 528 650 ;
+C -1 ; WX 447 ; N eogonek ; B 36 -200 407 437 ;
+C -1 ; WX 557 ; N Ecaron ; B 13 -2 528 812 ;
+C -1 ; WX 447 ; N ecaron ; B 37 -10 407 644 ;
+C -1 ; WX 685 ; N Gcircumflex ; B 36 -11 666 815 ;
+C -1 ; WX 500 ; N gcircumflex ; B 32 -238 481 661 ;
+C -1 ; WX 685 ; N Gbreve ; B 37 -10 666 806 ;
+C -1 ; WX 500 ; N gbreve ; B 32 -238 481 644 ;
+C -1 ; WX 685 ; N Gdotaccent ; B 37 -10 666 805 ;
+C -1 ; WX 500 ; N gdotaccent ; B 32 -238 481 647 ;
+C -1 ; WX 685 ; N uni0122 ; B 37 -226 666 658 ;
+C -1 ; WX 500 ; N uni0123 ; B 32 -238 481 693 ;
+C -1 ; WX 730 ; N Hcircumflex ; B 14 -2 710 813 ;
+C -1 ; WX 538 ; N hcircumflex ; B 13 -3 527 698 ;
+C -1 ; WX 730 ; N Hbar ; B 14 -2 710 647 ;
+C -1 ; WX 538 ; N hbar ; B 13 -2 527 698 ;
+C -1 ; WX 297 ; N Itilde ; B 9 -2 287 797 ;
+C -1 ; WX 271 ; N itilde ; B 0 -2 258 626 ;
+C -1 ; WX 297 ; N Imacron ; B 14 -2 283 795 ;
+C -1 ; WX 271 ; N imacron ; B 6 -2 258 568 ;
+C -1 ; WX 297 ; N Ibreve ; B 13 -2 285 805 ;
+C -1 ; WX 271 ; N ibreve ; B 3 -2 258 650 ;
+C -1 ; WX 297 ; N Iogonek ; B 14 -200 283 647 ;
+C -1 ; WX 271 ; N iogonek ; B 25 -200 259 648 ;
+C -1 ; WX 297 ; N Idotaccent ; B 14 -2 283 805 ;
+C -1 ; WX 271 ; N dotlessi ; B 25 -2 258 442 ;
+C -1 ; WX 598 ; N IJ ; B 14 -172 591 647 ;
+C -1 ; WX 542 ; N ij ; B 25 -223 469 647 ;
+C -1 ; WX 322 ; N Jcircumflex ; B -69 -173 308 815 ;
+C -1 ; WX 272 ; N jcircumflex ; B -48 -223 276 660 ;
+C -1 ; WX 637 ; N uni0136 ; B 14 -226 632 647 ;
+C -1 ; WX 512 ; N uni0137 ; B 14 -226 508 698 ;
+C -1 ; WX 519 ; N kgreenlandic ; B 19 -2 515 443 ;
+C -1 ; WX 528 ; N Lacute ; B 14 -2 507 819 ;
+C -1 ; WX 264 ; N lacute ; B 18 -2 265 847 ;
+C -1 ; WX 528 ; N uni013B ; B 14 -226 507 647 ;
+C -1 ; WX 264 ; N uni013C ; B 18 -226 251 698 ;
+C -1 ; WX 528 ; N Lcaron ; B 14 -2 507 698 ;
+C -1 ; WX 290 ; N lcaron ; B 18 -2 325 698 ;
+C -1 ; WX 528 ; N Ldot ; B 14 -2 507 647 ;
+C -1 ; WX 264 ; N ldot ; B 18 -2 308 698 ;
+C -1 ; WX 528 ; N Lslash ; B 5 -2 507 647 ;
+C -1 ; WX 264 ; N lslash ; B 6 -2 260 698 ;
+C -1 ; WX 699 ; N Nacute ; B 10 -10 697 820 ;
+C -1 ; WX 542 ; N nacute ; B 21 -2 529 673 ;
+C -1 ; WX 699 ; N uni0145 ; B 10 -226 697 647 ;
+C -1 ; WX 542 ; N uni0146 ; B 21 -226 529 442 ;
+C -1 ; WX 699 ; N Ncaron ; B 10 -10 697 812 ;
+C -1 ; WX 542 ; N ncaron ; B 21 -2 529 646 ;
+C -1 ; WX 542 ; N napostrophe ; B 25 -2 542 698 ;
+C -1 ; WX 725 ; N Eng ; B 14 -172 618 658 ;
+C -1 ; WX 528 ; N eng ; B 21 -223 458 442 ;
+C -1 ; WX 702 ; N Omacron ; B 37 -10 666 795 ;
+C -1 ; WX 504 ; N omacron ; B 41 -10 463 568 ;
+C -1 ; WX 702 ; N Obreve ; B 37 -10 666 805 ;
+C -1 ; WX 504 ; N obreve ; B 41 -10 463 645 ;
+C -1 ; WX 702 ; N Ohungarumlaut ; B 37 -10 666 835 ;
+C -1 ; WX 504 ; N ohungarumlaut ; B 41 -10 463 653 ;
+C -1 ; WX 869 ; N OE ; B 42 -2 830 646 ;
+C -1 ; WX 778 ; N oe ; B 34 -10 741 439 ;
+C -1 ; WX 587 ; N Racute ; B 12 -10 590 820 ;
+C -1 ; WX 372 ; N racute ; B 21 -2 359 673 ;
+C -1 ; WX 587 ; N uni0156 ; B 12 -226 590 652 ;
+C -1 ; WX 372 ; N uni0157 ; B 21 -226 358 442 ;
+C -1 ; WX 587 ; N Rcaron ; B 12 -10 590 812 ;
+C -1 ; WX 372 ; N rcaron ; B 21 -2 358 646 ;
+C -1 ; WX 485 ; N Sacute ; B 27 -10 445 820 ;
+C -1 ; WX 390 ; N sacute ; B 48 -10 350 673 ;
+C -1 ; WX 485 ; N Scircumflex ; B 27 -10 444 822 ;
+C -1 ; WX 390 ; N scircumflex ; B 48 -10 350 662 ;
+C -1 ; WX 485 ; N Scedilla ; B 27 -200 444 658 ;
+C -1 ; WX 390 ; N scedilla ; B 48 -200 350 439 ;
+C -1 ; WX 485 ; N Scaron ; B 27 -10 445 812 ;
+C -1 ; WX 390 ; N scaron ; B 48 -10 350 645 ;
+C -1 ; WX 597 ; N uni0162 ; B 3 -200 591 654 ;
+C -1 ; WX 316 ; N uni0163 ; B 25 -200 302 582 ;
+C -1 ; WX 597 ; N Tcaron ; B 3 -2 591 812 ;
+C -1 ; WX 374 ; N tcaron ; B 25 -10 326 698 ;
+C -1 ; WX 597 ; N Tbar ; B 3 -2 591 653 ;
+C -1 ; WX 316 ; N tbar ; B 19 -10 301 582 ;
+C -1 ; WX 661 ; N Utilde ; B 5 -10 657 798 ;
+C -1 ; WX 531 ; N utilde ; B 21 -13 520 626 ;
+C -1 ; WX 661 ; N Umacron ; B 5 -10 657 794 ;
+C -1 ; WX 531 ; N umacron ; B 21 -13 520 568 ;
+C -1 ; WX 661 ; N Ubreve ; B 5 -10 657 804 ;
+C -1 ; WX 531 ; N ubreve ; B 21 -13 520 646 ;
+C -1 ; WX 661 ; N Uring ; B 5 -10 657 808 ;
+C -1 ; WX 531 ; N uring ; B 21 -13 520 668 ;
+C -1 ; WX 661 ; N Uhungarumlaut ; B 5 -10 657 835 ;
+C -1 ; WX 531 ; N uhungarumlaut ; B 21 -13 520 653 ;
+C -1 ; WX 661 ; N Uogonek ; B 5 -200 657 647 ;
+C -1 ; WX 531 ; N uogonek ; B 21 -201 520 431 ;
+C -1 ; WX 951 ; N Wcircumflex ; B 1 -13 946 815 ;
+C -1 ; WX 747 ; N wcircumflex ; B 6 -12 740 661 ;
+C -1 ; WX 575 ; N Ycircumflex ; B 0 -3 574 815 ;
+C -1 ; WX 515 ; N ycircumflex ; B 11 -233 508 662 ;
+C -1 ; WX 575 ; N Ydieresis ; B 0 -3 574 799 ;
+C -1 ; WX 604 ; N Zacute ; B 41 -2 578 820 ;
+C -1 ; WX 424 ; N zacute ; B 37 -4 404 673 ;
+C -1 ; WX 604 ; N Zdotaccent ; B 41 -2 578 802 ;
+C -1 ; WX 424 ; N zdotaccent ; B 36 -4 404 647 ;
+C -1 ; WX 604 ; N Zcaron ; B 41 -2 578 812 ;
+C -1 ; WX 424 ; N zcaron ; B 36 -4 404 644 ;
+C -1 ; WX 291 ; N longs ; B 23 -2 357 698 ; L l longs_l ; L longs longs_longs ; L i longs_i ; L h longs_h ; L s longs_s ; L t longs_t ;
+C -1 ; WX 493 ; N uni0180 ; B 6 -12 456 698 ;
+C -1 ; WX 642 ; N uni0181 ; B 5 -2 601 647 ;
+C -1 ; WX 583 ; N uni0182 ; B 10 -3 537 647 ;
+C -1 ; WX 491 ; N uni0183 ; B 5 -12 450 688 ;
+C -1 ; WX 572 ; N uni0184 ; B 18 -2 537 658 ;
+C -1 ; WX 485 ; N uni0185 ; B 3 -11 449 698 ;
+C -1 ; WX 646 ; N uni0186 ; B 35 -10 609 658 ;
+C -1 ; WX 646 ; N uni0187 ; B 37 -10 702 743 ;
+C -1 ; WX 493 ; N uni0188 ; B 37 -10 490 499 ;
+C -1 ; WX 701 ; N uni0189 ; B 8 -2 658 647 ;
+C -1 ; WX 778 ; N uni018A ; B 2 -2 735 647 ;
+C -1 ; WX 563 ; N uni018B ; B 42 -2 543 658 ;
+C -1 ; WX 511 ; N uni018C ; B 44 -12 507 698 ;
+C -1 ; WX 490 ; N uni018D ; B 34 -235 457 439 ;
+C -1 ; WX 560 ; N uni018E ; B 27 -2 533 646 ;
+C -1 ; WX 644 ; N uni018F ; B 42 -12 611 658 ;
+C -1 ; WX 517 ; N uni0190 ; B 38 -12 475 658 ;
+C -1 ; WX 477 ; N uni0191 ; B -101 -172 467 649 ;
+C -1 ; WX 440 ; N florin ; B -30 -232 432 698 ;
+C -1 ; WX 721 ; N uni0193 ; B 37 -10 706 743 ;
+C -1 ; WX 617 ; N uni0194 ; B 0 -232 617 647 ;
+C -1 ; WX 714 ; N uni0195 ; B 11 -10 675 698 ;
+C -1 ; WX 290 ; N uni0196 ; B 20 -10 283 698 ;
+C -1 ; WX 297 ; N uni0197 ; B 14 -2 283 647 ;
+C -1 ; WX 637 ; N uni0198 ; B 14 -2 664 658 ;
+C -1 ; WX 512 ; N uni0199 ; B 16 -2 508 698 ;
+C -1 ; WX 264 ; N uni019A ; B 1 -2 262 698 ;
+C -1 ; WX 531 ; N uni019B ; B 22 -12 524 698 ;
+C -1 ; WX 872 ; N uni019C ; B 12 -12 855 647 ;
+C -1 ; WX 695 ; N uni019D ; B -44 -187 692 646 ;
+C -1 ; WX 551 ; N uni019E ; B 22 -234 537 442 ;
+C -1 ; WX 702 ; N uni019F ; B 37 -10 666 658 ;
+C -1 ; WX 702 ; N Ohorn ; B 36 -10 666 770 ;
+C -1 ; WX 501 ; N ohorn ; B 41 -10 464 561 ;
+C -1 ; WX 893 ; N uni01A2 ; B 36 -180 902 658 ;
+C -1 ; WX 710 ; N uni01A3 ; B 36 -234 709 442 ;
+C -1 ; WX 654 ; N uni01A4 ; B 6 -3 631 652 ;
+C -1 ; WX 519 ; N uni01A5 ; B 3 -235 481 698 ;
+C -1 ; WX 564 ; N uni01A6 ; B 17 -103 563 646 ;
+C -1 ; WX 479 ; N uni01A7 ; B 44 -12 445 658 ;
+C -1 ; WX 371 ; N uni01A8 ; B 37 -10 328 439 ;
+C -1 ; WX 592 ; N uni01A9 ; B 18 -2 536 646 ;
+C -1 ; WX 305 ; N uni01AA ; B 2 -212 365 698 ;
+C -1 ; WX 316 ; N uni01AB ; B 25 -145 302 582 ;
+C -1 ; WX 617 ; N uni01AC ; B 3 -2 613 653 ;
+C -1 ; WX 355 ; N uni01AD ; B 25 -10 348 698 ;
+C -1 ; WX 597 ; N uni01AE ; B 3 -176 591 653 ;
+C -1 ; WX 690 ; N Uhorn ; B 5 -10 696 770 ;
+C -1 ; WX 531 ; N uhorn ; B 21 -13 520 561 ;
+C -1 ; WX 666 ; N uni01B1 ; B 24 -12 634 645 ;
+C -1 ; WX 655 ; N uni01B2 ; B 0 -10 613 658 ;
+C -1 ; WX 641 ; N uni01B3 ; B 0 -2 642 659 ;
+C -1 ; WX 626 ; N uni01B4 ; B 11 -230 622 557 ;
+C -1 ; WX 604 ; N uni01B5 ; B 41 -2 578 653 ;
+C -1 ; WX 424 ; N uni01B6 ; B 36 -4 404 439 ;
+C -1 ; WX 608 ; N uni01B7 ; B 42 -211 564 667 ;
+C -1 ; WX 608 ; N uni01B8 ; B 46 -211 569 667 ;
+C -1 ; WX 448 ; N uni01B9 ; B 23 -229 397 451 ;
+C -1 ; WX 448 ; N uni01BA ; B 44 -231 402 441 ;
+C -1 ; WX 438 ; N uni01BB ; B 52 -2 412 610 ;
+C -1 ; WX 429 ; N uni01BC ; B 22 -12 375 567 ;
+C -1 ; WX 429 ; N uni01BD ; B 41 -12 367 429 ;
+C -1 ; WX 368 ; N uni01BE ; B 20 -12 340 584 ;
+C -1 ; WX 520 ; N uni01BF ; B 12 -229 486 442 ;
+C -1 ; WX 185 ; N uni01C0 ; B 73 -10 112 698 ;
+C -1 ; WX 287 ; N uni01C1 ; B 73 -10 214 698 ;
+C -1 ; WX 332 ; N uni01C2 ; B 25 -10 291 698 ;
+C -1 ; WX 288 ; N uni01C3 ; B 91 -10 197 658 ;
+C -1 ; WX 1267 ; N uni01C4 ; B 14 -2 1241 812 ;
+C -1 ; WX 1090 ; N uni01C5 ; B 14 -4 1064 647 ;
+C -1 ; WX 916 ; N uni01C6 ; B 39 -13 890 698 ;
+C -1 ; WX 768 ; N uni01C7 ; B 14 -172 760 647 ;
+C -1 ; WX 771 ; N uni01C8 ; B 14 -218 693 652 ;
+C -1 ; WX 515 ; N uni01C9 ; B 18 -223 437 698 ;
+C -1 ; WX 1018 ; N uni01CA ; B 10 -172 1010 647 ;
+C -1 ; WX 970 ; N uni01CB ; B 10 -223 892 647 ;
+C -1 ; WX 814 ; N uni01CC ; B 21 -223 737 647 ;
+C -1 ; WX 695 ; N uni01CD ; B 2 -2 690 812 ;
+C -1 ; WX 457 ; N uni01CE ; B 36 -10 455 646 ;
+C -1 ; WX 297 ; N uni01CF ; B 14 -2 283 812 ;
+C -1 ; WX 271 ; N uni01D0 ; B 4 -2 258 643 ;
+C -1 ; WX 702 ; N uni01D1 ; B 37 -10 666 812 ;
+C -1 ; WX 504 ; N uni01D2 ; B 41 -10 463 645 ;
+C -1 ; WX 661 ; N uni01D3 ; B 5 -10 657 812 ;
+C -1 ; WX 531 ; N uni01D4 ; B 21 -13 520 645 ;
+C -1 ; WX 667 ; N uni01D5 ; B 7 -10 657 850 ;
+C -1 ; WX 531 ; N uni01D6 ; B 21 -13 520 715 ;
+C -1 ; WX 667 ; N uni01D7 ; B 7 -10 657 850 ;
+C -1 ; WX 531 ; N uni01D8 ; B 21 -13 520 750 ;
+C -1 ; WX 667 ; N uni01D9 ; B 7 -10 657 850 ;
+C -1 ; WX 531 ; N uni01DA ; B 21 -13 520 773 ;
+C -1 ; WX 667 ; N uni01DB ; B 7 -10 657 850 ;
+C -1 ; WX 531 ; N uni01DC ; B 21 -13 520 763 ;
+C -1 ; WX 447 ; N uni01DD ; B 21 -8 391 439 ;
+C -1 ; WX 695 ; N uni01DE ; B 2 -2 690 850 ;
+C -1 ; WX 457 ; N uni01DF ; B 36 -10 455 716 ;
+C -1 ; WX 695 ; N uni01E0 ; B 2 -2 690 806 ;
+C -1 ; WX 457 ; N uni01E1 ; B 36 -10 455 715 ;
+C -1 ; WX 865 ; N uni01E2 ; B 2 -2 851 795 ;
+C -1 ; WX 687 ; N uni01E3 ; B 39 -10 649 568 ;
+C -1 ; WX 685 ; N uni01E4 ; B 37 -10 695 658 ;
+C -1 ; WX 500 ; N uni01E5 ; B -5 -238 516 462 ;
+C -1 ; WX 685 ; N Gcaron ; B 37 -10 666 812 ;
+C -1 ; WX 500 ; N gcaron ; B 32 -238 481 651 ;
+C -1 ; WX 637 ; N uni01E8 ; B 14 -3 632 812 ;
+C -1 ; WX 512 ; N uni01E9 ; B 14 -2 508 787 ;
+C -1 ; WX 702 ; N uni01EA ; B 36 -200 666 658 ;
+C -1 ; WX 504 ; N uni01EB ; B 41 -200 463 440 ;
+C -1 ; WX 702 ; N uni01EC ; B 36 -200 666 763 ;
+C -1 ; WX 504 ; N uni01ED ; B 41 -200 463 568 ;
+C -1 ; WX 608 ; N uni01EE ; B 42 -211 564 812 ;
+C -1 ; WX 416 ; N uni01EF ; B 40 -235 393 643 ;
+C -1 ; WX 272 ; N uni01F0 ; B -48 -223 272 652 ;
+C -1 ; WX 1289 ; N uni01F1 ; B 14 -2 1263 653 ;
+C -1 ; WX 1107 ; N uni01F2 ; B 14 -4 1087 647 ;
+C -1 ; WX 893 ; N uni01F3 ; B 38 -13 885 698 ;
+C -1 ; WX 685 ; N uni01F4 ; B 37 -10 666 820 ;
+C -1 ; WX 500 ; N uni01F5 ; B 32 -238 482 673 ;
+C -1 ; WX 900 ; N uni01F6 ; B 17 -10 853 647 ;
+C -1 ; WX 540 ; N uni01F7 ; B 9 -226 504 658 ;
+C -1 ; WX 699 ; N uni01F8 ; B 10 -10 697 817 ;
+C -1 ; WX 542 ; N uni01F9 ; B 21 -2 529 673 ;
+C -1 ; WX 695 ; N Aringacute ; B 2 -2 690 832 ;
+C -1 ; WX 457 ; N aringacute ; B 36 -10 455 833 ;
+C -1 ; WX 865 ; N AEacute ; B 2 -2 851 821 ;
+C -1 ; WX 687 ; N aeacute ; B 39 -10 649 673 ;
+C -1 ; WX 702 ; N Oslashacute ; B 36 -13 666 820 ;
+C -1 ; WX 504 ; N oslashacute ; B 38 -28 464 673 ;
+C -1 ; WX 695 ; N uni0200 ; B 2 -2 690 826 ;
+C -1 ; WX 457 ; N uni0201 ; B 36 -10 455 651 ;
+C -1 ; WX 695 ; N uni0202 ; B 2 -2 690 804 ;
+C -1 ; WX 457 ; N uni0203 ; B 36 -10 455 645 ;
+C -1 ; WX 557 ; N uni0204 ; B 13 -2 528 830 ;
+C -1 ; WX 447 ; N uni0205 ; B 37 -10 407 658 ;
+C -1 ; WX 557 ; N uni0206 ; B 13 -2 528 804 ;
+C -1 ; WX 447 ; N uni0207 ; B 37 -10 407 646 ;
+C -1 ; WX 297 ; N uni0208 ; B 0 -2 283 837 ;
+C -1 ; WX 271 ; N uni0209 ; B -57 -2 258 685 ;
+C -1 ; WX 297 ; N uni020A ; B 12 -2 284 803 ;
+C -1 ; WX 271 ; N uni020B ; B 6 -2 258 645 ;
+C -1 ; WX 702 ; N uni020C ; B 37 -10 666 830 ;
+C -1 ; WX 504 ; N uni020D ; B 41 -10 463 658 ;
+C -1 ; WX 702 ; N uni020E ; B 37 -10 666 804 ;
+C -1 ; WX 504 ; N uni020F ; B 41 -10 463 645 ;
+C -1 ; WX 587 ; N uni0210 ; B 12 -10 590 835 ;
+C -1 ; WX 372 ; N uni0211 ; B 21 -2 358 659 ;
+C -1 ; WX 587 ; N uni0212 ; B 12 -10 590 804 ;
+C -1 ; WX 372 ; N uni0213 ; B 21 -2 358 645 ;
+C -1 ; WX 661 ; N uni0214 ; B 5 -10 657 820 ;
+C -1 ; WX 531 ; N uni0215 ; B 21 -13 520 658 ;
+C -1 ; WX 661 ; N uni0216 ; B 5 -10 657 804 ;
+C -1 ; WX 531 ; N uni0217 ; B 21 -13 520 645 ;
+C -1 ; WX 485 ; N uni0218 ; B 27 -226 445 658 ;
+C -1 ; WX 390 ; N uni0219 ; B 48 -226 350 439 ;
+C -1 ; WX 597 ; N uni021A ; B 3 -226 591 653 ;
+C -1 ; WX 316 ; N uni021B ; B 25 -226 301 582 ;
+C -1 ; WX 479 ; N uni021C ; B 75 -145 439 658 ;
+C -1 ; WX 383 ; N uni021D ; B 34 -229 347 442 ;
+C -1 ; WX 730 ; N uni021E ; B 14 -2 710 812 ;
+C -1 ; WX 538 ; N uni021F ; B 13 -2 527 787 ;
+C -1 ; WX 603 ; N uni0220 ; B 21 -234 603 658 ;
+C -1 ; WX 636 ; N uni0221 ; B 34 -125 617 698 ;
+C -1 ; WX 554 ; N uni0222 ; B 47 -12 506 691 ;
+C -1 ; WX 468 ; N uni0223 ; B 41 -12 428 652 ;
+C -1 ; WX 618 ; N uni0224 ; B 40 -172 608 658 ;
+C -1 ; WX 456 ; N uni0225 ; B 34 -173 443 442 ;
+C -1 ; WX 695 ; N uni0226 ; B 2 -2 690 806 ;
+C -1 ; WX 457 ; N uni0227 ; B 36 -10 455 647 ;
+C -1 ; WX 557 ; N uni0228 ; B 13 -200 528 649 ;
+C -1 ; WX 447 ; N uni0229 ; B 37 -200 407 437 ;
+C -1 ; WX 702 ; N uni022A ; B 37 -10 666 850 ;
+C -1 ; WX 504 ; N uni022B ; B 41 -10 463 715 ;
+C -1 ; WX 702 ; N uni022C ; B 36 -10 666 804 ;
+C -1 ; WX 504 ; N uni022D ; B 41 -10 463 715 ;
+C -1 ; WX 702 ; N uni022E ; B 37 -10 666 803 ;
+C -1 ; WX 504 ; N uni022F ; B 41 -10 463 646 ;
+C -1 ; WX 702 ; N uni0230 ; B 37 -10 666 803 ;
+C -1 ; WX 504 ; N uni0231 ; B 41 -10 463 698 ;
+C -1 ; WX 575 ; N uni0232 ; B 0 -3 574 754 ;
+C -1 ; WX 515 ; N uni0233 ; B 11 -233 508 568 ;
+C -1 ; WX 336 ; N uni0234 ; B 24 -108 326 698 ;
+C -1 ; WX 654 ; N uni0235 ; B 21 -93 644 442 ;
+C -1 ; WX 374 ; N uni0236 ; B 23 -93 369 583 ;
+C -1 ; WX 272 ; N uni0237 ; B -48 -223 196 442 ;
+C -1 ; WX 749 ; N uni0238 ; B 34 -12 713 698 ;
+C -1 ; WX 748 ; N uni0239 ; B 36 -234 711 442 ;
+C -1 ; WX 694 ; N uni023A ; B 2 -110 690 698 ;
+C -1 ; WX 646 ; N uni023B ; B 36 -110 611 698 ;
+C -1 ; WX 428 ; N uni023C ; B 12 -29 419 454 ;
+C -1 ; WX 528 ; N uni023D ; B -12 -2 507 647 ;
+C -1 ; WX 597 ; N uni023E ; B 2 -57 591 754 ;
+C -1 ; WX 390 ; N uni023F ; B 48 -173 350 439 ;
+C -1 ; WX 424 ; N uni0240 ; B 36 -208 412 439 ;
+C -1 ; WX 457 ; N uni0241 ; B 9 -2 423 659 ;
+C -1 ; WX 433 ; N uni0242 ; B 27 -2 384 439 ;
+C -1 ; WX 588 ; N uni0243 ; B -37 -2 547 647 ;
+C -1 ; WX 661 ; N uni0244 ; B 5 -10 657 647 ;
+C -1 ; WX 658 ; N uni0245 ; B 3 -2 653 657 ;
+C -1 ; WX 557 ; N uni0246 ; B -29 -13 528 658 ;
+C -1 ; WX 447 ; N uni0247 ; B 12 -29 420 454 ;
+C -1 ; WX 404 ; N uni0248 ; B -18 -172 389 647 ;
+C -1 ; WX 272 ; N uni0249 ; B -48 -223 279 647 ;
+C -1 ; WX 668 ; N uni024A ; B 36 -192 725 658 ;
+C -1 ; WX 511 ; N uni024B ; B 35 -188 593 443 ;
+C -1 ; WX 587 ; N uni024C ; B 12 -10 590 652 ;
+C -1 ; WX 372 ; N uni024D ; B 18 -2 358 442 ;
+C -1 ; WX 575 ; N uni024E ; B 0 -3 574 647 ;
+C -1 ; WX 515 ; N uni024F ; B 11 -233 508 431 ;
+C -1 ; WX 457 ; N uni0250 ; B 7 -10 426 439 ;
+C -1 ; WX 511 ; N uni0251 ; B 35 -10 509 443 ;
+C -1 ; WX 527 ; N uni0252 ; B 10 -13 484 440 ;
+C -1 ; WX 493 ; N uni0253 ; B 74 -12 456 698 ;
+C -1 ; WX 433 ; N uni0254 ; B 35 -10 396 439 ;
+C -1 ; WX 424 ; N uni0255 ; B 36 -106 407 440 ;
+C -1 ; WX 503 ; N uni0256 ; B 39 -188 589 698 ;
+C -1 ; WX 540 ; N uni0257 ; B 39 -12 605 698 ;
+C -1 ; WX 427 ; N uni0258 ; B 34 -12 407 437 ;
+C -1 ; WX 447 ; N uni0259 ; B 47 -8 417 439 ;
+C -1 ; WX 591 ; N uni025A ; B 24 -10 589 474 ;
+C -1 ; WX 397 ; N uni025B ; B 44 -10 359 439 ;
+C -1 ; WX 396 ; N uni025C ; B 38 -10 353 439 ;
+C -1 ; WX 446 ; N uni025D ; B 38 -10 431 609 ;
+C -1 ; WX 488 ; N uni025E ; B 34 -10 449 439 ;
+C -1 ; WX 311 ; N uni025F ; B -46 -206 295 431 ;
+C -1 ; WX 540 ; N uni0260 ; B 36 -238 605 698 ;
+C -1 ; WX 498 ; N uni0261 ; B 36 -238 420 442 ;
+C -1 ; WX 521 ; N uni0262 ; B 34 -10 484 439 ;
+C -1 ; WX 523 ; N uni0263 ; B 5 -202 510 431 ;
+C -1 ; WX 436 ; N uni0264 ; B 5 -12 437 439 ;
+C -1 ; WX 540 ; N uni0265 ; B 15 -236 529 431 ;
+C -1 ; WX 520 ; N uni0266 ; B 19 -2 506 698 ;
+C -1 ; WX 520 ; N uni0267 ; B 19 -221 436 698 ;
+C -1 ; WX 294 ; N uni0268 ; B 24 -2 275 647 ;
+C -1 ; WX 281 ; N uni0269 ; B 66 -11 274 438 ;
+C -1 ; WX 273 ; N uni026A ; B 20 -2 253 431 ;
+C -1 ; WX 287 ; N uni026B ; B 5 -3 284 698 ;
+C -1 ; WX 358 ; N uni026C ; B 18 -2 346 698 ;
+C -1 ; WX 245 ; N uni026D ; B 24 -188 340 698 ;
+C -1 ; WX 516 ; N uni026E ; B 18 -235 483 698 ;
+C -1 ; WX 790 ; N uni026F ; B 11 -13 771 431 ;
+C -1 ; WX 760 ; N uni0270 ; B 14 -238 744 431 ;
+C -1 ; WX 782 ; N uni0271 ; B 32 -221 699 442 ;
+C -1 ; WX 523 ; N uni0272 ; B -40 -221 509 442 ;
+C -1 ; WX 523 ; N uni0273 ; B 21 -221 570 442 ;
+C -1 ; WX 562 ; N uni0274 ; B 30 -12 527 431 ;
+C -1 ; WX 504 ; N uni0275 ; B 41 -10 463 439 ;
+C -1 ; WX 679 ; N uni0276 ; B 29 -2 652 431 ;
+C -1 ; WX 713 ; N uni0277 ; B 34 -12 680 442 ;
+C -1 ; WX 569 ; N uni0278 ; B 32 -234 539 698 ;
+C -1 ; WX 372 ; N uni0279 ; B 9 -13 346 431 ;
+C -1 ; WX 355 ; N uni027A ; B 21 -13 338 647 ;
+C -1 ; WX 401 ; N uni027B ; B 10 -174 441 431 ;
+C -1 ; WX 355 ; N uni027C ; B 28 -234 345 442 ;
+C -1 ; WX 366 ; N uni027D ; B 16 -232 357 442 ;
+C -1 ; WX 348 ; N uni027E ; B 19 -2 330 442 ;
+C -1 ; WX 348 ; N uni027F ; B 15 -2 326 442 ;
+C -1 ; WX 473 ; N uni0280 ; B 20 -10 457 431 ;
+C -1 ; WX 473 ; N uni0281 ; B 20 -2 457 439 ;
+C -1 ; WX 390 ; N uni0282 ; B 47 -176 350 439 ;
+C -1 ; WX 304 ; N uni0283 ; B -63 -214 344 698 ;
+C -1 ; WX 304 ; N uni0284 ; B -63 -214 344 698 ;
+C -1 ; WX 344 ; N uni0285 ; B -33 -214 374 550 ;
+C -1 ; WX 292 ; N uni0286 ; B -45 -225 344 698 ;
+C -1 ; WX 316 ; N uni0287 ; B 12 -153 288 439 ;
+C -1 ; WX 302 ; N uni0288 ; B 20 -221 295 584 ;
+C -1 ; WX 531 ; N uni0289 ; B 21 -13 520 431 ;
+C -1 ; WX 530 ; N uni028A ; B 10 -10 497 431 ;
+C -1 ; WX 490 ; N uni028B ; B 24 -10 446 442 ;
+C -1 ; WX 497 ; N uni028C ; B 1 -2 487 442 ;
+C -1 ; WX 747 ; N uni028D ; B 0 -1 734 442 ;
+C -1 ; WX 515 ; N uni028E ; B -1 -2 496 662 ;
+C -1 ; WX 472 ; N uni028F ; B 19 -2 452 431 ;
+C -1 ; WX 424 ; N uni0290 ; B 37 -186 488 440 ;
+C -1 ; WX 429 ; N uni0291 ; B 32 -122 403 448 ;
+C -1 ; WX 416 ; N uni0292 ; B 40 -235 393 442 ;
+C -1 ; WX 435 ; N uni0293 ; B 42 -238 397 442 ;
+C -1 ; WX 429 ; N uni0294 ; B 28 -2 394 656 ;
+C -1 ; WX 429 ; N uni0295 ; B 38 -2 404 656 ;
+C -1 ; WX 429 ; N uni0296 ; B 25 -11 391 647 ;
+C -1 ; WX 439 ; N uni0297 ; B 36 -221 406 439 ;
+C -1 ; WX 702 ; N uni0298 ; B 42 -10 671 658 ;
+C -1 ; WX 479 ; N uni0299 ; B 30 -2 435 431 ;
+C -1 ; WX 476 ; N uni029A ; B 30 -9 445 440 ;
+C -1 ; WX 509 ; N uni029B ; B 33 -10 555 577 ;
+C -1 ; WX 586 ; N uni029C ; B 30 -2 556 431 ;
+C -1 ; WX 308 ; N uni029D ; B -18 -177 270 647 ;
+C -1 ; WX 538 ; N uni029E ; B 21 -238 515 431 ;
+C -1 ; WX 435 ; N uni029F ; B 23 -2 391 431 ;
+C -1 ; WX 498 ; N uni02A0 ; B 36 -234 605 698 ;
+C -1 ; WX 429 ; N uni02A1 ; B 27 -2 394 656 ;
+C -1 ; WX 429 ; N uni02A2 ; B 37 -2 404 656 ;
+C -1 ; WX 802 ; N uni02A3 ; B 36 -13 795 698 ;
+C -1 ; WX 755 ; N uni02A4 ; B 39 -235 723 698 ;
+C -1 ; WX 817 ; N uni02A5 ; B 39 -122 798 698 ;
+C -1 ; WX 599 ; N uni02A6 ; B 20 -12 562 584 ;
+C -1 ; WX 462 ; N uni02A7 ; B 25 -223 527 689 ;
+C -1 ; WX 638 ; N uni02A8 ; B 24 -106 615 582 ;
+C -1 ; WX 821 ; N uni02A9 ; B 22 -222 734 698 ;
+C -1 ; WX 526 ; N uni02AA ; B 18 -10 499 699 ;
+C -1 ; WX 591 ; N uni02AB ; B 18 -4 584 698 ;
+C -1 ; WX 445 ; N uni02AC ; B 7 20 452 632 ;
+C -1 ; WX 397 ; N uni02AD ; B 49 23 349 562 ;
+C -1 ; WX 570 ; N uni02AE ; B 17 -229 559 442 ;
+C -1 ; WX 592 ; N uni02AF ; B 33 -229 623 442 ;
+C -1 ; WX 307 ; N uni02B0 ; B 10 364 301 739 ;
+C -1 ; WX 307 ; N uni02B1 ; B 10 358 293 738 ;
+C -1 ; WX 207 ; N uni02B2 ; B 0 263 147 739 ;
+C -1 ; WX 246 ; N uni02B3 ; B 17 365 238 637 ;
+C -1 ; WX 246 ; N uni02B4 ; B 13 358 228 630 ;
+C -1 ; WX 256 ; N uni02B5 ; B 13 250 273 630 ;
+C -1 ; WX 276 ; N uni02B6 ; B 22 364 262 638 ;
+C -1 ; WX 458 ; N uni02B7 ; B 7 358 452 632 ;
+C -1 ; WX 338 ; N uni02B8 ; B 20 238 322 632 ;
+C -1 ; WX 190 ; N uni02B9 ; B 16 544 145 720 ;
+C -1 ; WX 350 ; N uni02BA ; B 54 557 315 733 ;
+C -1 ; WX 168 ; N uni02BB ; B 29 471 136 650 ;
+C -1 ; WX 175 ; N uni02BC ; B 32 473 139 652 ;
+C -1 ; WX 168 ; N uni02BD ; B 27 480 137 659 ;
+C -1 ; WX 243 ; N uni02BE ; B 49 411 202 651 ;
+C -1 ; WX 243 ; N uni02BF ; B 46 411 195 651 ;
+C -1 ; WX 303 ; N uni02C0 ; B 58 476 235 693 ;
+C -1 ; WX 303 ; N uni02C1 ; B 58 476 235 693 ;
+C -1 ; WX 518 ; N uni02C2 ; B 107 351 411 646 ;
+C -1 ; WX 518 ; N uni02C3 ; B 107 351 411 646 ;
+C -1 ; WX 518 ; N uni02C4 ; B 112 346 407 650 ;
+C -1 ; WX 518 ; N uni02C5 ; B 111 346 406 650 ;
+C -1 ; WX 349 ; N circumflex ; B 51 525 303 684 ;
+C -1 ; WX 349 ; N caron ; B 48 518 301 661 ;
+C -1 ; WX 130 ; N uni02C8 ; B 40 538 90 722 ;
+C -1 ; WX 425 ; N uni02C9 ; B 74 518 335 568 ;
+C -1 ; WX 274 ; N uni02CA ; B 44 548 204 710 ;
+C -1 ; WX 274 ; N uni02CB ; B 79 547 237 710 ;
+C -1 ; WX 205 ; N uni02CC ; B 69 -236 123 -59 ;
+C -1 ; WX 390 ; N uni02CD ; B 74 -131 314 -87 ;
+C -1 ; WX 257 ; N uni02CE ; B 36 -219 218 -78 ;
+C -1 ; WX 269 ; N uni02CF ; B 45 -214 216 -68 ;
+C -1 ; WX 209 ; N uni02D0 ; B 36 37 175 405 ;
+C -1 ; WX 204 ; N uni02D1 ; B 36 283 175 404 ;
+C -1 ; WX 192 ; N uni02D2 ; B 32 -227 159 -44 ;
+C -1 ; WX 192 ; N uni02D3 ; B 34 -216 161 -33 ;
+C -1 ; WX 259 ; N uni02D4 ; B 39 -228 221 -66 ;
+C -1 ; WX 259 ; N uni02D5 ; B 39 -228 221 -66 ;
+C -1 ; WX 274 ; N uni02D6 ; B 40 -220 236 -34 ;
+C -1 ; WX 274 ; N uni02D7 ; B 34 -125 231 -81 ;
+C -1 ; WX 317 ; N breve ; B 21 529 291 676 ;
+C -1 ; WX 291 ; N dotaccent ; B 96 547 196 647 ;
+C -1 ; WX 361 ; N ring ; B 93 586 269 756 ;
+C -1 ; WX 334 ; N ogonek ; B 64 -200 262 31 ;
+C -1 ; WX 292 ; N tilde ; B 5 568 283 674 ;
+C -1 ; WX 350 ; N hungarumlaut ; B 54 557 315 733 ;
+C -1 ; WX 318 ; N uni02DE ; B 39 286 280 469 ;
+C -1 ; WX 359 ; N uni02DF ; B 49 507 311 713 ;
+C -1 ; WX 305 ; N uni02E0 ; B 15 358 295 683 ;
+C -1 ; WX 161 ; N uni02E1 ; B 11 363 147 739 ;
+C -1 ; WX 253 ; N uni02E2 ; B 28 358 224 637 ;
+C -1 ; WX 307 ; N uni02E3 ; B 17 364 298 633 ;
+C -1 ; WX 247 ; N uni02E4 ; B 26 364 236 739 ;
+C -1 ; WX 437 ; N uni02E5 ; B 26 0 372 645 ;
+C -1 ; WX 437 ; N uni02E6 ; B 26 0 372 645 ;
+C -1 ; WX 437 ; N uni02E7 ; B 26 0 372 645 ;
+C -1 ; WX 437 ; N uni02E8 ; B 26 0 372 645 ;
+C -1 ; WX 437 ; N uni02E9 ; B 26 0 372 645 ;
+C -1 ; WX 365 ; N uni02EA ; B 50 74 315 368 ;
+C -1 ; WX 372 ; N uni02EB ; B 50 51 322 403 ;
+C -1 ; WX 312 ; N uni02EC ; B 13 -129 293 127 ;
+C -1 ; WX 486 ; N uni02ED ; B 5 583 482 763 ;
+C -1 ; WX 378 ; N uni02EE ; B 51 451 319 635 ;
+C -1 ; WX 215 ; N uni02EF ; B 10 -227 206 -33 ;
+C -1 ; WX 215 ; N uni02F0 ; B 10 -227 206 -33 ;
+C -1 ; WX 282 ; N uni02F1 ; B 20 -228 252 -32 ;
+C -1 ; WX 272 ; N uni02F2 ; B 20 -228 252 -32 ;
+C -1 ; WX 234 ; N uni02F3 ; B 29 -202 205 -32 ;
+C -1 ; WX 189 ; N uni02F4 ; B 30 241 159 417 ;
+C -1 ; WX 321 ; N uni02F5 ; B 30 241 291 417 ;
+C -1 ; WX 321 ; N uni02F6 ; B 30 241 291 417 ;
+C -1 ; WX 318 ; N uni02F7 ; B 20 -122 298 -26 ;
+C -1 ; WX 237 ; N uni02F8 ; B 64 329 170 698 ;
+C -1 ; WX 216 ; N uni02F9 ; B 30 514 176 706 ;
+C -1 ; WX 216 ; N uni02FA ; B 30 514 176 706 ;
+C -1 ; WX 216 ; N uni02FB ; B 30 14 176 206 ;
+C -1 ; WX 216 ; N uni02FC ; B 30 14 176 206 ;
+C -1 ; WX 350 ; N uni02FD ; B 30 -119 320 2 ;
+C -1 ; WX 320 ; N uni02FE ; B 30 -119 290 2 ;
+C -1 ; WX 426 ; N uni02FF ; B 20 -81 396 94 ;
+C -1 ; WX 158 ; N gravecomb ; B 0 547 158 710 ;
+C -1 ; WX 159 ; N acutecomb ; B 0 548 159 710 ;
+C -1 ; WX 252 ; N uni0302 ; B 0 554 252 713 ;
+C -1 ; WX 278 ; N tildecomb ; B 0 568 278 674 ;
+C -1 ; WX 261 ; N uni0304 ; B 0 535 261 585 ;
+C -1 ; WX 376 ; N uni0305 ; B 0 601 376 645 ;
+C -1 ; WX 270 ; N uni0306 ; B 0 529 270 676 ;
+C -1 ; WX 100 ; N uni0307 ; B 0 524 100 624 ;
+C -1 ; WX 263 ; N uni0308 ; B 0 526 263 621 ;
+C -1 ; WX 146 ; N hookabovecomb ; B 0 612 146 781 ;
+C -1 ; WX 176 ; N uni030A ; B 0 568 176 738 ;
+C -1 ; WX 261 ; N uni030B ; B 0 557 261 733 ;
+C -1 ; WX 253 ; N uni030C ; B 0 533 253 676 ;
+C -1 ; WX 54 ; N uni030D ; B 0 548 54 710 ;
+C -1 ; WX 149 ; N uni030E ; B 0 539 149 719 ;
+C -1 ; WX 261 ; N uni030F ; B 0 581 261 757 ;
+C -1 ; WX 270 ; N uni0310 ; B 0 529 270 745 ;
+C -1 ; WX 270 ; N uni0311 ; B 0 498 270 645 ;
+C -1 ; WX 113 ; N uni0312 ; B 0 468 113 650 ;
+C -1 ; WX 113 ; N uni0313 ; B 0 470 113 652 ;
+C -1 ; WX 113 ; N uni0314 ; B 0 475 113 657 ;
+C -1 ; WX 113 ; N uni0315 ; B 0 458 113 640 ;
+C -1 ; WX 182 ; N uni0316 ; B 0 -219 182 -78 ;
+C -1 ; WX 171 ; N uni0317 ; B 0 -214 171 -68 ;
+C -1 ; WX 162 ; N uni0318 ; B 0 -238 162 -56 ;
+C -1 ; WX 162 ; N uni0319 ; B 0 -237 162 -55 ;
+C -1 ; WX 176 ; N uni031A ; B 0 424 176 596 ;
+C -1 ; WX 111 ; N uni031B ; B 0 332 111 503 ;
+C -1 ; WX 0 ; N uni031C ; B -317 -244 -207 -52 ;
+C -1 ; WX 0 ; N uni031D ; B -340 -228 -158 -66 ;
+C -1 ; WX 0 ; N uni031E ; B -340 -228 -158 -66 ;
+C -1 ; WX 0 ; N uni031F ; B -350 -238 -153 -53 ;
+C -1 ; WX 0 ; N uni0320 ; B -350 -167 -153 -124 ;
+C -1 ; WX 0 ; N uni0321 ; B -253 -237 -66 14 ;
+C -1 ; WX 0 ; N uni0322 ; B -78 -237 109 12 ;
+C -1 ; WX 0 ; N dotbelowcomb ; B -270 -167 -162 -59 ;
+C -1 ; WX 0 ; N uni0324 ; B -370 -167 -64 -59 ;
+C -1 ; WX 0 ; N uni0325 ; B -305 -202 -129 -32 ;
+C -1 ; WX 0 ; N uni0326 ; B -302 -226 -188 -41 ;
+C -1 ; WX 0 ; N uni0327 ; B -272 -200 -91 0 ;
+C -1 ; WX 0 ; N uni0328 ; B -344 -200 -146 31 ;
+C -1 ; WX 0 ; N uni0329 ; B -283 -237 -229 -60 ;
+C -1 ; WX 0 ; N uni032A ; B -375 -209 -135 -88 ;
+C -1 ; WX 0 ; N uni032B ; B -407 -225 -96 -73 ;
+C -1 ; WX 0 ; N uni032C ; B -330 -220 -77 -77 ;
+C -1 ; WX 0 ; N uni032D ; B -322 -225 -68 -82 ;
+C -1 ; WX 0 ; N uni032E ; B -387 -230 -117 -83 ;
+C -1 ; WX 0 ; N uni032F ; B -386 -226 -116 -79 ;
+C -1 ; WX 0 ; N uni0330 ; B -344 -128 -66 -22 ;
+C -1 ; WX 0 ; N uni0331 ; B -360 -131 -120 -87 ;
+C -1 ; WX 0 ; N uni0332 ; B -430 -131 -50 -87 ;
+C -1 ; WX 0 ; N uni0333 ; B -370 -211 -110 -77 ;
+C -1 ; WX 0 ; N uni0334 ; B -344 165 -66 271 ;
+C -1 ; WX 0 ; N uni0335 ; B -315 201 -75 245 ;
+C -1 ; WX 0 ; N uni0336 ; B -430 201 -50 245 ;
+C -1 ; WX 0 ; N uni0337 ; B -452 -28 -45 454 ;
+C -1 ; WX 0 ; N uni0338 ; B -638 -13 -83 658 ;
+C -1 ; WX 0 ; N uni0339 ; B -233 -244 -123 -52 ;
+C -1 ; WX 0 ; N uni033A ; B -375 -209 -135 -88 ;
+C -1 ; WX 0 ; N uni033B ; B -343 -238 -161 -72 ;
+C -1 ; WX 0 ; N uni033C ; B -407 -225 -96 -73 ;
+C -1 ; WX 0 ; N uni033D ; B -363 438 -158 643 ;
+C -1 ; WX 0 ; N uni033E ; B -290 440 -204 664 ;
+C -1 ; WX 0 ; N uni033F ; B -430 479 -50 613 ;
+C -1 ; WX 0 ; N uni0340 ; B -238 547 -80 710 ;
+C -1 ; WX 0 ; N uni0341 ; B -239 548 -79 710 ;
+C -1 ; WX 0 ; N uni0342 ; B -386 498 -108 604 ;
+C -1 ; WX 0 ; N uni0343 ; B -134 470 -21 652 ;
+C -1 ; WX 368 ; N uni0344 ; B 50 528 313 786 ;
+C -1 ; WX 0 ; N uni0345 ; B -222 -238 -49 -61 ;
+C -1 ; WX 0 ; N uni0346 ; B -375 481 -135 602 ;
+C -1 ; WX 0 ; N uni0347 ; B -430 -211 -50 -77 ;
+C -1 ; WX 0 ; N uni0348 ; B -270 -225 -120 -48 ;
+C -1 ; WX 0 ; N uni0349 ; B -263 -187 -116 -65 ;
+C -1 ; WX 0 ; N uni034A ; B -356 494 -77 667 ;
+C -1 ; WX 0 ; N uni034B ; B -356 467 -78 703 ;
+C -1 ; WX 0 ; N uni034C ; B -373 504 -104 671 ;
+C -1 ; WX 640 ; N uni034D ; B 0 -392 640 -172 ;
+C -1 ; WX 0 ; N uni034E ; B -316 -230 -141 -28 ;
+C -1 ; WX 0 ; N uni0350 ; B -300 500 -67 696 ;
+C -1 ; WX 0 ; N uni0351 ; B -220 509 -91 692 ;
+C -1 ; WX 0 ; N uni0352 ; B -386 509 -116 725 ;
+C -1 ; WX 0 ; N uni0353 ; B -359 -228 -162 -31 ;
+C -1 ; WX 0 ; N uni0354 ; B -300 -228 -67 -32 ;
+C -1 ; WX 0 ; N uni0355 ; B -300 -228 -67 -32 ;
+C -1 ; WX 0 ; N uni0356 ; B -420 -228 -16 -32 ;
+C -1 ; WX 0 ; N uni0357 ; B -205 519 -77 702 ;
+C -1 ; WX 79 ; N uni0358 ; B -66 588 38 692 ;
+C -1 ; WX 0 ; N uni0359 ; B -202 -189 -49 -42 ;
+C -1 ; WX 0 ; N uni035A ; B -324 -214 -12 -48 ;
+C -1 ; WX 0 ; N uni035B ; B -280 489 -69 718 ;
+C -1 ; WX 0 ; N uni035C ; B -368 -237 368 -67 ;
+C -1 ; WX 0 ; N uni035D ; B -368 475 368 645 ;
+C -1 ; WX 0 ; N uni035E ; B -392 530 383 579 ;
+C -1 ; WX 0 ; N uni035F ; B -392 -134 383 -85 ;
+C -1 ; WX 0 ; N uni0360 ; B -455 543 439 677 ;
+C -1 ; WX 0 ; N uni0361 ; B -368 498 368 698 ;
+C -1 ; WX 0 ; N uni0362 ; B -268 -221 278 -46 ;
+C -1 ; WX 0 ; N uni0363 ; B -233 509 -98 660 ;
+C -1 ; WX 0 ; N uni0364 ; B -322 509 -187 662 ;
+C -1 ; WX 0 ; N uni0365 ; B -271 511 -192 741 ;
+C -1 ; WX 0 ; N uni0366 ; B -239 509 -92 659 ;
+C -1 ; WX 0 ; N uni0367 ; B -238 509 -72 657 ;
+C -1 ; WX 0 ; N uni0368 ; B -237 509 -107 662 ;
+C -1 ; WX 0 ; N uni0369 ; B -268 509 -110 715 ;
+C -1 ; WX 0 ; N uni036A ; B -324 512 -145 716 ;
+C -1 ; WX 0 ; N uni036B ; B -325 513 -68 660 ;
+C -1 ; WX 0 ; N uni036C ; B -271 511 -145 662 ;
+C -1 ; WX 0 ; N uni036D ; B -252 509 -148 708 ;
+C -1 ; WX 0 ; N uni036E ; B -324 509 -156 657 ;
+C -1 ; WX 0 ; N uni036F ; B -316 509 -146 660 ;
+C -1 ; WX 222 ; N uni0374 ; B 52 538 202 768 ;
+C -1 ; WX 192 ; N uni0375 ; B 24 -131 174 99 ;
+C -1 ; WX 331 ; N uni037A ; B 128 -238 301 -61 ;
+C -1 ; WX 446 ; N uni037B ; B 23 -10 410 439 ;
+C -1 ; WX 445 ; N uni037C ; B 39 -10 426 439 ;
+C -1 ; WX 446 ; N uni037D ; B 23 -10 410 439 ;
+C -1 ; WX 236 ; N uni037E ; B 62 -133 189 408 ;
+C -1 ; WX 219 ; N tonos ; B 43 548 167 731 ;
+C -1 ; WX 368 ; N dieresistonos ; B 50 528 313 786 ;
+C -1 ; WX 695 ; N Alphatonos ; B 2 -2 690 725 ;
+C -1 ; WX 253 ; N anoteleia ; B 69 238 185 354 ;
+C -1 ; WX 657 ; N Epsilontonos ; B -37 -2 616 725 ;
+C -1 ; WX 795 ; N Etatonos ; B -24 -2 805 725 ;
+C -1 ; WX 376 ; N Iotatonos ; B -36 -2 366 725 ;
+C -1 ; WX 721 ; N Omicrontonos ; B -15 -10 688 725 ;
+C -1 ; WX 687 ; N Upsilontonos ; B -34 -3 686 725 ;
+C -1 ; WX 715 ; N Omegatonos ; B -24 0 675 725 ;
+C -1 ; WX 281 ; N iotadieresistonos ; B -5 -11 274 784 ;
+C -1 ; WX 695 ; N Alpha ; B 2 -2 690 658 ;
+C -1 ; WX 588 ; N Beta ; B 14 -2 547 647 ;
+C -1 ; WX 497 ; N Gamma ; B 13 -2 487 647 ;
+C -1 ; WX 636 ; N uni0394 ; B 30 0 600 658 ;
+C -1 ; WX 557 ; N Epsilon ; B 13 -2 528 649 ;
+C -1 ; WX 604 ; N Zeta ; B 41 -2 578 653 ;
+C -1 ; WX 730 ; N Eta ; B 14 -2 710 647 ;
+C -1 ; WX 702 ; N Theta ; B 37 -10 666 658 ;
+C -1 ; WX 297 ; N Iota ; B 14 -2 283 647 ;
+C -1 ; WX 637 ; N Kappa ; B 14 -3 632 647 ;
+C -1 ; WX 658 ; N Lambda ; B 3 -2 653 657 ;
+C -1 ; WX 839 ; N Mu ; B 15 -10 820 647 ;
+C -1 ; WX 699 ; N Nu ; B 10 -10 697 647 ;
+C -1 ; WX 648 ; N Xi ; B 45 -4 599 649 ;
+C -1 ; WX 702 ; N Omicron ; B 37 -10 666 658 ;
+C -1 ; WX 667 ; N Pi ; B 12 -2 655 647 ;
+C -1 ; WX 541 ; N Rho ; B 12 -2 507 652 ;
+C -1 ; WX 574 ; N Sigma ; B 18 -2 536 646 ;
+C -1 ; WX 597 ; N Tau ; B 3 -2 591 653 ;
+C -1 ; WX 575 ; N Upsilon ; B 0 -3 574 647 ;
+C -1 ; WX 643 ; N Phi ; B 24 -2 619 647 ;
+C -1 ; WX 660 ; N Chi ; B 2 -2 645 647 ;
+C -1 ; WX 679 ; N Psi ; B 12 -3 667 647 ;
+C -1 ; WX 697 ; N uni03A9 ; B 44 0 653 658 ;
+C -1 ; WX 297 ; N Iotadieresis ; B 6 -2 291 805 ;
+C -1 ; WX 575 ; N Upsilondieresis ; B 0 -3 574 805 ;
+C -1 ; WX 566 ; N alphatonos ; B 34 -10 560 682 ;
+C -1 ; WX 397 ; N epsilontonos ; B 44 -10 359 680 ;
+C -1 ; WX 528 ; N etatonos ; B 27 -238 449 681 ;
+C -1 ; WX 281 ; N iotatonos ; B 66 -11 274 683 ;
+C -1 ; WX 490 ; N upsilondieresistonos ; B 24 -10 446 784 ;
+C -1 ; WX 566 ; N alpha ; B 34 -10 560 439 ;
+C -1 ; WX 517 ; N beta ; B 49 -238 474 698 ;
+C -1 ; WX 505 ; N gamma ; B 13 -235 495 442 ;
+C -1 ; WX 491 ; N delta ; B 37 -10 456 698 ;
+C -1 ; WX 397 ; N epsilon ; B 44 -10 359 439 ;
+C -1 ; WX 441 ; N zeta ; B 38 -229 410 698 ;
+C -1 ; WX 528 ; N eta ; B 27 -238 449 442 ;
+C -1 ; WX 489 ; N theta ; B 39 -10 451 698 ;
+C -1 ; WX 281 ; N iota ; B 66 -11 274 438 ;
+C -1 ; WX 506 ; N kappa ; B 29 -10 466 442 ;
+C -1 ; WX 531 ; N lambda ; B 21 -12 524 698 ;
+C -1 ; WX 490 ; N uni03BC ; B 40 -238 487 439 ;
+C -1 ; WX 474 ; N nu ; B 18 -12 440 442 ;
+C -1 ; WX 426 ; N xi ; B 39 -228 400 698 ;
+C -1 ; WX 504 ; N omicron ; B 41 -10 463 439 ;
+C -1 ; WX 566 ; N pi ; B 24 -10 542 429 ;
+C -1 ; WX 525 ; N rho ; B 54 -238 486 439 ;
+C -1 ; WX 441 ; N sigma1 ; B 32 -233 406 442 ;
+C -1 ; WX 570 ; N sigma ; B 37 -10 551 429 ;
+C -1 ; WX 441 ; N tau ; B 27 -10 432 429 ;
+C -1 ; WX 490 ; N upsilon ; B 24 -10 446 442 ;
+C -1 ; WX 589 ; N phi ; B 39 -238 546 439 ;
+C -1 ; WX 505 ; N chi ; B 9 -235 497 439 ;
+C -1 ; WX 628 ; N psi ; B 27 -238 601 655 ;
+C -1 ; WX 658 ; N omega ; B 34 -10 624 442 ;
+C -1 ; WX 281 ; N iotadieresis ; B -8 -11 274 624 ;
+C -1 ; WX 490 ; N upsilondieresis ; B 24 -10 446 622 ;
+C -1 ; WX 504 ; N omicrontonos ; B 41 -10 463 682 ;
+C -1 ; WX 490 ; N upsilontonos ; B 24 -10 446 682 ;
+C -1 ; WX 658 ; N omegatonos ; B 34 -10 624 684 ;
+C -1 ; WX 509 ; N uni03D0 ; B 33 -12 465 698 ;
+C -1 ; WX 547 ; N theta1 ; B 24 -12 540 698 ;
+C -1 ; WX 552 ; N Upsilon1 ; B 5 -2 548 658 ;
+C -1 ; WX 654 ; N uni03D3 ; B -29 -2 650 724 ;
+C -1 ; WX 552 ; N uni03D4 ; B 5 -2 548 807 ;
+C -1 ; WX 579 ; N phi1 ; B 35 -238 545 698 ;
+C -1 ; WX 692 ; N omega1 ; B 36 -12 659 469 ;
+C -1 ; WX 498 ; N uni03D7 ; B 23 -184 492 442 ;
+C -1 ; WX 702 ; N uni03D8 ; B 37 -141 666 658 ;
+C -1 ; WX 504 ; N uni03D9 ; B 41 -127 463 439 ;
+C -1 ; WX 509 ; N uni03DA ; B 16 -188 471 660 ;
+C -1 ; WX 410 ; N uni03DB ; B 35 -229 386 442 ;
+C -1 ; WX 498 ; N uni03DC ; B 5 -2 467 649 ;
+C -1 ; WX 444 ; N uni03DD ; B 54 -228 409 451 ;
+C -1 ; WX 537 ; N uni03DE ; B 49 -146 489 767 ;
+C -1 ; WX 537 ; N uni03DF ; B 49 -77 489 671 ;
+C -1 ; WX 802 ; N uni03E0 ; B 10 -156 745 698 ;
+C -1 ; WX 495 ; N uni03E1 ; B 35 16 451 543 ;
+C -1 ; WX 498 ; N uni03F0 ; B 24 -12 492 442 ;
+C -1 ; WX 473 ; N uni03F1 ; B 34 -235 440 439 ;
+C -1 ; WX 445 ; N uni03F2 ; B 39 -10 426 439 ;
+C -1 ; WX 259 ; N uni03F3 ; B -48 -223 199 647 ;
+C -1 ; WX 702 ; N uni03F4 ; B 37 -10 666 658 ;
+C -1 ; WX 421 ; N uni03F5 ; B 37 -12 389 442 ;
+C -1 ; WX 421 ; N uni03F6 ; B 37 -12 389 442 ;
+C -1 ; WX 533 ; N uni03F8 ; B 59 -238 501 698 ;
+C -1 ; WX 599 ; N uni03F9 ; B 39 -10 568 658 ;
+C -1 ; WX 593 ; N uni03FB ; B 62 -233 517 442 ;
+C -1 ; WX 599 ; N uni03FD ; B 32 -10 561 658 ;
+C -1 ; WX 599 ; N uni03FE ; B 39 -10 568 658 ;
+C -1 ; WX 599 ; N uni03FF ; B 32 -10 561 658 ;
+C -1 ; WX 557 ; N uni0400 ; B 8 -2 523 818 ;
+C -1 ; WX 557 ; N uni0401 ; B 8 -2 523 805 ;
+C -1 ; WX 724 ; N uni0402 ; B 3 -172 679 653 ;
+C -1 ; WX 497 ; N uni0403 ; B 13 -2 487 820 ;
+C -1 ; WX 620 ; N uni0404 ; B 34 -10 576 658 ;
+C -1 ; WX 485 ; N uni0405 ; B 27 -10 445 658 ;
+C -1 ; WX 297 ; N uni0406 ; B 14 -2 283 647 ;
+C -1 ; WX 297 ; N uni0407 ; B 6 -2 291 805 ;
+C -1 ; WX 384 ; N uni0408 ; B 10 -8 377 647 ;
+C -1 ; WX 889 ; N uni0409 ; B 6 -12 857 647 ;
+C -1 ; WX 923 ; N uni040A ; B 13 -2 887 647 ;
+C -1 ; WX 755 ; N uni040B ; B 3 -2 745 653 ;
+C -1 ; WX 606 ; N uni040C ; B 14 -2 604 820 ;
+C -1 ; WX 710 ; N uni040D ; B 14 -2 690 818 ;
+C -1 ; WX 590 ; N uni040E ; B -1 -22 589 805 ;
+C -1 ; WX 700 ; N uni040F ; B 14 -141 687 647 ;
+C -1 ; WX 695 ; N uni0410 ; B 2 -2 690 658 ;
+C -1 ; WX 583 ; N uni0411 ; B 10 -3 537 647 ;
+C -1 ; WX 588 ; N uni0412 ; B 14 -2 547 647 ;
+C -1 ; WX 497 ; N uni0413 ; B 13 -2 487 647 ;
+C -1 ; WX 659 ; N uni0414 ; B 34 -145 628 648 ;
+C -1 ; WX 557 ; N uni0415 ; B 13 -2 528 649 ;
+C -1 ; WX 889 ; N uni0416 ; B 2 -2 887 651 ;
+C -1 ; WX 558 ; N uni0417 ; B 44 -10 518 658 ;
+C -1 ; WX 710 ; N uni0418 ; B 14 -2 690 648 ;
+C -1 ; WX 710 ; N uni0419 ; B 14 -2 690 805 ;
+C -1 ; WX 606 ; N uni041A ; B 14 -2 604 651 ;
+C -1 ; WX 633 ; N uni041B ; B 6 -12 614 647 ;
+C -1 ; WX 839 ; N uni041C ; B 15 -10 820 647 ;
+C -1 ; WX 730 ; N uni041D ; B 14 -2 710 647 ;
+C -1 ; WX 702 ; N uni041E ; B 37 -10 666 658 ;
+C -1 ; WX 667 ; N uni041F ; B 12 -2 655 647 ;
+C -1 ; WX 541 ; N uni0420 ; B 12 -2 507 652 ;
+C -1 ; WX 646 ; N uni0421 ; B 37 -10 611 658 ;
+C -1 ; WX 597 ; N uni0422 ; B 3 -2 591 653 ;
+C -1 ; WX 590 ; N uni0423 ; B -1 -22 589 647 ;
+C -1 ; WX 674 ; N uni0424 ; B 37 -2 636 647 ;
+C -1 ; WX 660 ; N uni0425 ; B 2 -2 645 647 ;
+C -1 ; WX 674 ; N uni0426 ; B 9 -147 650 647 ;
+C -1 ; WX 650 ; N uni0427 ; B 10 -2 630 647 ;
+C -1 ; WX 969 ; N uni0428 ; B 14 -2 955 647 ;
+C -1 ; WX 974 ; N uni0429 ; B 14 -147 955 647 ;
+C -1 ; WX 723 ; N uni042A ; B 25 -2 683 647 ;
+C -1 ; WX 798 ; N uni042B ; B 13 -2 785 648 ;
+C -1 ; WX 559 ; N uni042C ; B 13 -2 523 647 ;
+C -1 ; WX 622 ; N uni042D ; B 46 -10 585 658 ;
+C -1 ; WX 905 ; N uni042E ; B 14 -10 866 658 ;
+C -1 ; WX 580 ; N uni042F ; B 6 -2 570 647 ;
+C -1 ; WX 457 ; N uni0430 ; B 36 -10 455 439 ;
+C -1 ; WX 489 ; N uni0431 ; B 34 -10 456 701 ;
+C -1 ; WX 479 ; N uni0432 ; B 30 -2 435 431 ;
+C -1 ; WX 416 ; N uni0433 ; B 30 -2 399 431 ;
+C -1 ; WX 538 ; N uni0434 ; B 26 -132 508 431 ;
+C -1 ; WX 447 ; N uni0435 ; B 37 -10 407 437 ;
+C -1 ; WX 706 ; N uni0436 ; B 10 -2 695 438 ;
+C -1 ; WX 436 ; N uni0437 ; B 43 -10 392 439 ;
+C -1 ; WX 586 ; N uni0438 ; B 30 -2 556 431 ;
+C -1 ; WX 586 ; N uni0439 ; B 30 -2 556 623 ;
+C -1 ; WX 502 ; N uni043A ; B 30 -2 489 438 ;
+C -1 ; WX 527 ; N uni043B ; B 4 -12 496 431 ;
+C -1 ; WX 680 ; N uni043C ; B 30 -2 650 431 ;
+C -1 ; WX 586 ; N uni043D ; B 30 -2 556 431 ;
+C -1 ; WX 504 ; N uni043E ; B 41 -10 463 439 ;
+C -1 ; WX 586 ; N uni043F ; B 30 -2 555 431 ;
+C -1 ; WX 519 ; N uni0440 ; B 3 -235 481 442 ;
+C -1 ; WX 428 ; N uni0441 ; B 37 -10 398 439 ;
+C -1 ; WX 445 ; N uni0442 ; B 26 -2 418 435 ;
+C -1 ; WX 515 ; N uni0443 ; B 11 -233 508 431 ;
+C -1 ; WX 657 ; N uni0444 ; B 39 -234 618 698 ;
+C -1 ; WX 490 ; N uni0445 ; B 16 -2 474 432 ;
+C -1 ; WX 577 ; N uni0446 ; B 30 -131 547 431 ;
+C -1 ; WX 539 ; N uni0447 ; B 7 -2 509 431 ;
+C -1 ; WX 849 ; N uni0448 ; B 34 -2 819 431 ;
+C -1 ; WX 849 ; N uni0449 ; B 34 -131 821 431 ;
+C -1 ; WX 565 ; N uni044A ; B 26 -2 541 431 ;
+C -1 ; WX 724 ; N uni044B ; B 30 -2 694 431 ;
+C -1 ; WX 465 ; N uni044C ; B 30 -2 441 431 ;
+C -1 ; WX 454 ; N uni044D ; B 47 -10 418 439 ;
+C -1 ; WX 731 ; N uni044E ; B 30 -10 691 439 ;
+C -1 ; WX 481 ; N uni044F ; B 11 -3 451 431 ;
+C -1 ; WX 447 ; N uni0450 ; B 37 -10 407 673 ;
+C -1 ; WX 447 ; N uni0451 ; B 37 -10 407 623 ;
+C -1 ; WX 553 ; N uni0452 ; B 35 -201 488 698 ;
+C -1 ; WX 416 ; N uni0453 ; B 30 -2 400 673 ;
+C -1 ; WX 440 ; N uni0454 ; B 39 -10 405 439 ;
+C -1 ; WX 390 ; N uni0455 ; B 48 -10 350 439 ;
+C -1 ; WX 271 ; N uni0456 ; B 25 -2 258 647 ;
+C -1 ; WX 271 ; N uni0457 ; B 1 -2 264 621 ;
+C -1 ; WX 272 ; N uni0458 ; B -48 -223 199 647 ;
+C -1 ; WX 678 ; N uni0459 ; B 3 -12 654 431 ;
+C -1 ; WX 745 ; N uni045A ; B 30 -2 721 431 ;
+C -1 ; WX 557 ; N uni045B ; B 33 -2 547 698 ;
+C -1 ; WX 502 ; N uni045C ; B 30 -2 489 673 ;
+C -1 ; WX 586 ; N uni045D ; B 30 -2 556 673 ;
+C -1 ; WX 515 ; N uni045E ; B 11 -233 508 612 ;
+C -1 ; WX 570 ; N uni045F ; B 30 -131 540 431 ;
+C -1 ; WX 954 ; N uni0460 ; B 53 -12 906 658 ;
+C -1 ; WX 673 ; N uni0461 ; B 34 -12 639 442 ;
+C -1 ; WX 710 ; N uni0462 ; B 10 -2 665 646 ;
+C -1 ; WX 534 ; N uni0463 ; B 15 -2 503 680 ;
+C -1 ; WX 847 ; N uni0464 ; B 14 -10 818 658 ;
+C -1 ; WX 671 ; N uni0465 ; B 28 -10 645 439 ;
+C -1 ; WX 841 ; N uni0466 ; B 4 -2 833 658 ;
+C -1 ; WX 658 ; N uni0467 ; B 11 -2 649 442 ;
+C -1 ; WX 1198 ; N uni0468 ; B 14 -2 1185 658 ;
+C -1 ; WX 951 ; N uni0469 ; B 27 -2 942 442 ;
+C -1 ; WX 921 ; N uni046A ; B 5 -2 917 645 ;
+C -1 ; WX 802 ; N uni046B ; B 5 -2 798 429 ;
+C -1 ; WX 1243 ; N uni046C ; B 14 -2 1239 647 ;
+C -1 ; WX 1061 ; N uni046D ; B 27 -2 1057 431 ;
+C -1 ; WX 542 ; N uni046E ; B 54 -232 502 794 ;
+C -1 ; WX 406 ; N uni046F ; B 40 -198 370 578 ;
+C -1 ; WX 687 ; N uni0470 ; B 22 -2 666 647 ;
+C -1 ; WX 638 ; N uni0471 ; B 34 -200 605 690 ;
+C -1 ; WX 702 ; N uni0472 ; B 36 -10 666 659 ;
+C -1 ; WX 455 ; N uni0473 ; B 37 -12 419 442 ;
+C -1 ; WX 673 ; N uni0474 ; B 0 -12 669 658 ;
+C -1 ; WX 537 ; N uni0475 ; B 9 -12 521 442 ;
+C -1 ; WX 673 ; N uni0476 ; B 0 -12 669 832 ;
+C -1 ; WX 537 ; N uni0477 ; B 9 -12 521 659 ;
+C -1 ; WX 954 ; N uni047C ; B 53 -12 906 831 ;
+C -1 ; WX 673 ; N uni047D ; B 34 -12 639 646 ;
+C -1 ; WX 954 ; N uni047E ; B 53 -12 906 658 ;
+C -1 ; WX 673 ; N uni047F ; B 34 -12 639 442 ;
+C -1 ; WX 0 ; N uni0483 ; B -401 457 -93 623 ;
+C -1 ; WX 695 ; N uni048C ; B 16 -2 674 646 ;
+C -1 ; WX 536 ; N uni048D ; B 22 -2 505 698 ;
+C -1 ; WX 541 ; N uni048E ; B 12 -2 507 653 ;
+C -1 ; WX 519 ; N uni048F ; B 3 -235 482 442 ;
+C -1 ; WX 497 ; N uni0490 ; B 13 -2 487 769 ;
+C -1 ; WX 416 ; N uni0491 ; B 30 -2 399 535 ;
+C -1 ; WX 497 ; N uni0492 ; B 13 -2 487 647 ;
+C -1 ; WX 416 ; N uni0493 ; B 16 -2 399 431 ;
+C -1 ; WX 593 ; N uni0494 ; B 13 -195 549 647 ;
+C -1 ; WX 511 ; N uni0495 ; B 30 -235 454 431 ;
+C -1 ; WX 897 ; N uni0496 ; B 2 -141 895 651 ;
+C -1 ; WX 706 ; N uni0497 ; B 10 -128 704 438 ;
+C -1 ; WX 558 ; N uni0498 ; B 43 -233 518 658 ;
+C -1 ; WX 422 ; N uni0499 ; B 43 -216 393 439 ;
+C -1 ; WX 629 ; N uni049A ; B 14 -141 618 659 ;
+C -1 ; WX 498 ; N uni049B ; B 32 -128 487 433 ;
+C -1 ; WX 606 ; N uni049C ; B 14 -2 604 652 ;
+C -1 ; WX 557 ; N uni049D ; B 34 -2 535 442 ;
+C -1 ; WX 606 ; N uni049E ; B 14 -2 604 651 ;
+C -1 ; WX 479 ; N uni049F ; B 16 -3 465 680 ;
+C -1 ; WX 752 ; N uni04A0 ; B 14 -2 753 652 ;
+C -1 ; WX 568 ; N uni04A1 ; B 24 -3 546 442 ;
+C -1 ; WX 700 ; N uni04A2 ; B 17 -141 683 646 ;
+C -1 ; WX 561 ; N uni04A3 ; B 32 -128 536 431 ;
+C -1 ; WX 883 ; N uni04A4 ; B 14 -2 878 647 ;
+C -1 ; WX 724 ; N uni04A5 ; B 30 -2 713 431 ;
+C -1 ; WX 965 ; N uni04A6 ; B 12 -194 921 647 ;
+C -1 ; WX 787 ; N uni04A7 ; B 30 -235 729 431 ;
+C -1 ; WX 676 ; N uni04A8 ; B 34 -183 668 660 ;
+C -1 ; WX 557 ; N uni04A9 ; B 35 -159 557 449 ;
+C -1 ; WX 646 ; N uni04AA ; B 37 -233 611 659 ;
+C -1 ; WX 428 ; N uni04AB ; B 37 -229 399 439 ;
+C -1 ; WX 562 ; N uni04AC ; B -14 -141 565 668 ;
+C -1 ; WX 446 ; N uni04AD ; B 27 -110 419 442 ;
+C -1 ; WX 575 ; N uni04AE ; B 0 -3 574 647 ;
+C -1 ; WX 574 ; N uni04AF ; B 10 -230 562 431 ;
+C -1 ; WX 575 ; N uni04B0 ; B 0 -3 574 647 ;
+C -1 ; WX 574 ; N uni04B1 ; B 10 -230 562 431 ;
+C -1 ; WX 645 ; N uni04B2 ; B 3 -141 650 646 ;
+C -1 ; WX 479 ; N uni04B3 ; B 10 -128 477 431 ;
+C -1 ; WX 863 ; N uni04B4 ; B 10 -141 836 684 ;
+C -1 ; WX 721 ; N uni04B5 ; B 34 -128 699 456 ;
+C -1 ; WX 634 ; N uni04B6 ; B 29 -141 610 646 ;
+C -1 ; WX 516 ; N uni04B7 ; B 33 -128 503 431 ;
+C -1 ; WX 634 ; N uni04B8 ; B 10 -2 630 647 ;
+C -1 ; WX 516 ; N uni04B9 ; B 7 -2 509 431 ;
+C -1 ; WX 658 ; N uni04BA ; B 17 -1 642 646 ;
+C -1 ; WX 543 ; N uni04BB ; B 32 -1 530 431 ;
+C -1 ; WX 807 ; N uni04BC ; B 10 -12 758 658 ;
+C -1 ; WX 534 ; N uni04BD ; B 26 -11 514 437 ;
+C -1 ; WX 807 ; N uni04BE ; B 10 -210 758 658 ;
+C -1 ; WX 541 ; N uni04BF ; B 26 -185 513 438 ;
+C -1 ; WX 297 ; N uni04C0 ; B 14 -2 283 647 ;
+C -1 ; WX 889 ; N uni04C1 ; B 2 -2 887 806 ;
+C -1 ; WX 706 ; N uni04C2 ; B 16 -2 701 613 ;
+C -1 ; WX 604 ; N uni04C3 ; B 16 -194 603 652 ;
+C -1 ; WX 529 ; N uni04C4 ; B 34 -235 485 433 ;
+C -1 ; WX 713 ; N uni04C7 ; B 17 -215 683 646 ;
+C -1 ; WX 561 ; N uni04C8 ; B 32 -197 529 431 ;
+C -1 ; WX 730 ; N uni04C9 ; B 14 -124 710 647 ;
+C -1 ; WX 558 ; N uni04CA ; B 30 -124 556 431 ;
+C -1 ; WX 634 ; N uni04CB ; B 29 -141 613 646 ;
+C -1 ; WX 516 ; N uni04CC ; B 33 -128 497 431 ;
+C -1 ; WX 695 ; N uni04D0 ; B 2 -2 690 806 ;
+C -1 ; WX 457 ; N uni04D1 ; B 36 -10 455 623 ;
+C -1 ; WX 695 ; N uni04D2 ; B 2 -2 690 806 ;
+C -1 ; WX 457 ; N uni04D3 ; B 36 -10 455 623 ;
+C -1 ; WX 865 ; N uni04D4 ; B 2 -2 851 649 ;
+C -1 ; WX 687 ; N uni04D5 ; B 39 -10 649 440 ;
+C -1 ; WX 557 ; N uni04D6 ; B 13 -2 528 806 ;
+C -1 ; WX 447 ; N uni04D7 ; B 37 -10 407 623 ;
+C -1 ; WX 644 ; N uni04D8 ; B 42 -12 611 658 ;
+C -1 ; WX 447 ; N uni04D9 ; B 21 -9 391 438 ;
+C -1 ; WX 644 ; N uni04DA ; B 42 -12 611 807 ;
+C -1 ; WX 447 ; N uni04DB ; B 21 -9 391 621 ;
+C -1 ; WX 889 ; N uni04DC ; B 2 -2 887 799 ;
+C -1 ; WX 706 ; N uni04DD ; B 10 -2 695 622 ;
+C -1 ; WX 558 ; N uni04DE ; B 44 -10 518 804 ;
+C -1 ; WX 436 ; N uni04DF ; B 43 -10 392 621 ;
+C -1 ; WX 608 ; N uni04E0 ; B 42 -211 564 667 ;
+C -1 ; WX 416 ; N uni04E1 ; B 40 -235 393 442 ;
+C -1 ; WX 710 ; N uni04E2 ; B 14 -2 690 764 ;
+C -1 ; WX 586 ; N uni04E3 ; B 30 -2 556 568 ;
+C -1 ; WX 710 ; N uni04E4 ; B 14 -2 690 808 ;
+C -1 ; WX 586 ; N uni04E5 ; B 30 -2 556 622 ;
+C -1 ; WX 702 ; N uni04E6 ; B 37 -10 666 807 ;
+C -1 ; WX 504 ; N uni04E7 ; B 41 -10 463 623 ;
+C -1 ; WX 702 ; N uni04E8 ; B 36 -10 666 659 ;
+C -1 ; WX 504 ; N uni04E9 ; B 41 -10 463 439 ;
+C -1 ; WX 702 ; N uni04EA ; B 36 -10 666 809 ;
+C -1 ; WX 504 ; N uni04EB ; B 41 -10 463 622 ;
+C -1 ; WX 622 ; N uni04EC ; B 46 -10 585 807 ;
+C -1 ; WX 454 ; N uni04ED ; B 47 -10 418 621 ;
+C -1 ; WX 590 ; N uni04EE ; B -1 -22 589 763 ;
+C -1 ; WX 515 ; N uni04EF ; B 11 -233 508 568 ;
+C -1 ; WX 590 ; N uni04F0 ; B -1 -22 589 808 ;
+C -1 ; WX 515 ; N uni04F1 ; B 11 -233 508 621 ;
+C -1 ; WX 590 ; N uni04F2 ; B -1 -22 589 838 ;
+C -1 ; WX 515 ; N uni04F3 ; B 11 -233 508 657 ;
+C -1 ; WX 650 ; N uni04F4 ; B 10 -2 630 808 ;
+C -1 ; WX 539 ; N uni04F5 ; B 7 -2 509 621 ;
+C -1 ; WX 526 ; N uni04F6 ; B 17 -141 512 646 ;
+C -1 ; WX 441 ; N uni04F7 ; B 28 -128 418 431 ;
+C -1 ; WX 798 ; N uni04F8 ; B 13 -2 785 807 ;
+C -1 ; WX 724 ; N uni04F9 ; B 30 -2 694 621 ;
+C -1 ; WX 0 ; N uni05B0 ; B 114 -217 184 -41 ;
+C -1 ; WX 0 ; N uni05B1 ; B 46 -217 381 -41 ;
+C -1 ; WX 0 ; N uni05B2 ; B 37 -217 341 -41 ;
+C -1 ; WX 0 ; N uni05B3 ; B 24 -217 344 -41 ;
+C -1 ; WX 0 ; N uni05B4 ; B 131 -147 201 -78 ;
+C -1 ; WX 0 ; N uni05B5 ; B 75 -147 258 -78 ;
+C -1 ; WX 0 ; N uni05B6 ; B 76 -216 258 -41 ;
+C -1 ; WX 0 ; N uni05B7 ; B 85 -129 249 -87 ;
+C -1 ; WX 0 ; N uni05B8 ; B 85 -216 249 -63 ;
+C -1 ; WX 0 ; N uni05B9 ; B 40 595 110 664 ;
+C -1 ; WX 0 ; N uni05BA ; B 40 595 110 664 ;
+C -1 ; WX 0 ; N uni05BB ; B 35 -217 329 -41 ;
+C -1 ; WX 0 ; N uni05BC ; B 131 218 201 287 ;
+C -1 ; WX 0 ; N uni05BD ; B 145 -203 182 -65 ;
+C -1 ; WX 375 ; N uni05BE ; B 62 418 313 505 ;
+C -1 ; WX 0 ; N uni05BF ; B 84 601 248 643 ;
+C -1 ; WX 291 ; N uni05C0 ; B 114 -7 171 572 ;
+C -1 ; WX 0 ; N uni05C1 ; B 317 593 387 662 ;
+C -1 ; WX 0 ; N uni05C2 ; B -50 593 20 662 ;
+C -1 ; WX 352 ; N uni05C3 ; B 88 -3 264 513 ;
+C -1 ; WX 326 ; N uni05C6 ; B 36 0 294 554 ;
+C -1 ; WX 481 ; N uni05D0 ; B 30 -9 454 559 ;
+C -1 ; WX 468 ; N uni05D1 ; B 20 0 447 565 ;
+C -1 ; WX 335 ; N uni05D2 ; B 21 -6 309 554 ;
+C -1 ; WX 438 ; N uni05D3 ; B 33 -1 416 554 ;
+C -1 ; WX 478 ; N uni05D4 ; B 33 -13 436 560 ;
+C -1 ; WX 285 ; N uni05D5 ; B 27 -6 232 559 ;
+C -1 ; WX 289 ; N uni05D6 ; B 38 -2 256 557 ;
+C -1 ; WX 479 ; N uni05D7 ; B 35 -2 441 560 ;
+C -1 ; WX 486 ; N uni05D8 ; B 28 0 452 559 ;
+C -1 ; WX 270 ; N uni05D9 ; B 27 243 228 559 ;
+C -1 ; WX 475 ; N uni05DA ; B 32 -169 437 550 ;
+C -1 ; WX 463 ; N uni05DB ; B 28 0 409 555 ;
+C -1 ; WX 476 ; N uni05DC ; B 11 -11 414 746 ;
+C -1 ; WX 527 ; N uni05DD ; B 47 0 484 555 ;
+C -1 ; WX 520 ; N uni05DE ; B 37 -5 472 565 ;
+C -1 ; WX 282 ; N uni05DF ; B 33 -203 239 558 ;
+C -1 ; WX 317 ; N uni05E0 ; B 16 0 274 554 ;
+C -1 ; WX 510 ; N uni05E1 ; B 43 -11 446 557 ;
+C -1 ; WX 499 ; N uni05E2 ; B 32 -14 466 562 ;
+C -1 ; WX 476 ; N uni05E3 ; B 31 -209 428 567 ;
+C -1 ; WX 463 ; N uni05E4 ; B 28 0 409 555 ;
+C -1 ; WX 482 ; N uni05E5 ; B 33 -202 450 562 ;
+C -1 ; WX 480 ; N uni05E6 ; B 22 -1 444 559 ;
+C -1 ; WX 497 ; N uni05E7 ; B 43 -220 451 555 ;
+C -1 ; WX 489 ; N uni05E8 ; B 26 -12 435 557 ;
+C -1 ; WX 612 ; N uni05E9 ; B 33 0 580 559 ;
+C -1 ; WX 515 ; N uni05EA ; B 20 -12 469 557 ;
+C -1 ; WX 557 ; N uni05F0 ; B 23 -6 499 559 ;
+C -1 ; WX 545 ; N uni05F1 ; B 27 -6 499 559 ;
+C -1 ; WX 533 ; N uni05F2 ; B 27 243 494 559 ;
+C -1 ; WX 219 ; N uni05F3 ; B 50 337 184 562 ;
+C -1 ; WX 385 ; N uni05F4 ; B 50 337 352 562 ;
+C -1 ; WX 371 ; N uni1D15 ; B 32 -10 338 435 ;
+C -1 ; WX 307 ; N uni1D43 ; B 31 358 283 637 ;
+C -1 ; WX 307 ; N uni1D44 ; B 31 358 283 637 ;
+C -1 ; WX 343 ; N uni1D45 ; B 40 356 323 632 ;
+C -1 ; WX 482 ; N uni1D46 ; B 45 358 436 637 ;
+C -1 ; WX 297 ; N uni1D47 ; B 6 358 273 739 ;
+C -1 ; WX 315 ; N uni1D48 ; B 24 358 302 739 ;
+C -1 ; WX 317 ; N uni1D49 ; B 27 359 264 637 ;
+C -1 ; WX 317 ; N uni1D4A ; B 17 359 254 637 ;
+C -1 ; WX 317 ; N uni1D4B ; B 56 358 274 637 ;
+C -1 ; WX 317 ; N uni1D4C ; B 56 358 274 638 ;
+C -1 ; WX 315 ; N uni1D4D ; B 15 235 289 649 ;
+C -1 ; WX 194 ; N uni1D4E ; B 23 242 182 631 ;
+C -1 ; WX 323 ; N uni1D4F ; B -1 364 307 740 ;
+C -1 ; WX 495 ; N uni1D50 ; B 9 365 488 638 ;
+C -1 ; WX 362 ; N uni1D51 ; B 13 253 295 637 ;
+C -1 ; WX 307 ; N uni1D52 ; B 23 359 281 637 ;
+C -1 ; WX 282 ; N uni1D53 ; B 27 358 253 637 ;
+C -1 ; WX 307 ; N uni1D54 ; B 23 496 281 637 ;
+C -1 ; WX 307 ; N uni1D55 ; B 23 359 282 496 ;
+C -1 ; WX 315 ; N uni1D56 ; B -1 238 288 637 ;
+C -1 ; WX 216 ; N uni1D57 ; B 14 358 195 726 ;
+C -1 ; WX 319 ; N uni1D58 ; B 14 358 309 632 ;
+C -1 ; WX 362 ; N uni1D59 ; B 44 334 316 668 ;
+C -1 ; WX 485 ; N uni1D5A ; B 1 363 480 636 ;
+C -1 ; WX 314 ; N uni1D5B ; B 6 358 308 632 ;
+C -1 ; WX 508 ; N uni1D5C ; B 46 357 462 628 ;
+C -1 ; WX 312 ; N uni1D5D ; B 48 244 289 739 ;
+C -1 ; WX 364 ; N uni1D5E ; B 23 220 326 638 ;
+C -1 ; WX 353 ; N uni1D5F ; B 45 357 307 739 ;
+C -1 ; WX 194 ; N uni1D62 ; B 23 -111 182 278 ;
+C -1 ; WX 246 ; N uni1D63 ; B 17 -111 238 161 ;
+C -1 ; WX 319 ; N uni1D64 ; B 14 -118 309 156 ;
+C -1 ; WX 314 ; N uni1D65 ; B 6 -118 308 156 ;
+C -1 ; WX 312 ; N uni1D66 ; B 48 -232 289 263 ;
+C -1 ; WX 364 ; N uni1D67 ; B 23 -256 326 162 ;
+C -1 ; WX 282 ; N uni1D9C ; B 27 358 253 637 ;
+C -1 ; WX 253 ; N uni1DA0 ; B 27 364 251 739 ;
+C -1 ; WX 274 ; N uni1DBB ; B 22 364 253 639 ;
+C -1 ; WX 695 ; N uni1E00 ; B 2 -217 690 658 ;
+C -1 ; WX 457 ; N uni1E01 ; B 36 -218 455 439 ;
+C -1 ; WX 588 ; N uni1E02 ; B 14 -2 547 806 ;
+C -1 ; WX 493 ; N uni1E03 ; B 7 -12 456 698 ;
+C -1 ; WX 588 ; N uni1E04 ; B 14 -208 547 647 ;
+C -1 ; WX 493 ; N uni1E05 ; B 7 -208 456 698 ;
+C -1 ; WX 588 ; N uni1E06 ; B 14 -131 547 647 ;
+C -1 ; WX 493 ; N uni1E07 ; B 7 -131 456 698 ;
+C -1 ; WX 646 ; N uni1E08 ; B 37 -200 611 819 ;
+C -1 ; WX 428 ; N uni1E09 ; B 37 -200 399 673 ;
+C -1 ; WX 701 ; N uni1E0A ; B 14 -2 658 806 ;
+C -1 ; WX 506 ; N uni1E0B ; B 39 -13 502 698 ;
+C -1 ; WX 701 ; N uni1E0C ; B 14 -208 658 647 ;
+C -1 ; WX 506 ; N uni1E0D ; B 39 -208 502 698 ;
+C -1 ; WX 701 ; N uni1E0E ; B 14 -131 658 647 ;
+C -1 ; WX 506 ; N uni1E0F ; B 39 -131 502 698 ;
+C -1 ; WX 701 ; N uni1E10 ; B 14 -226 658 647 ;
+C -1 ; WX 506 ; N uni1E11 ; B 39 -226 502 698 ;
+C -1 ; WX 701 ; N uni1E12 ; B 14 -200 658 647 ;
+C -1 ; WX 506 ; N uni1E13 ; B 39 -200 502 698 ;
+C -1 ; WX 557 ; N uni1E14 ; B -38 -2 528 832 ;
+C -1 ; WX 447 ; N uni1E15 ; B 36 -10 407 768 ;
+C -1 ; WX 557 ; N uni1E16 ; B 13 -2 583 832 ;
+C -1 ; WX 447 ; N uni1E17 ; B 36 -10 407 762 ;
+C -1 ; WX 557 ; N uni1E18 ; B 13 -200 528 649 ;
+C -1 ; WX 447 ; N uni1E19 ; B 37 -200 407 437 ;
+C -1 ; WX 557 ; N uni1E1A ; B 13 -170 528 649 ;
+C -1 ; WX 447 ; N uni1E1B ; B 37 -168 407 437 ;
+C -1 ; WX 557 ; N uni1E1C ; B 13 -200 528 805 ;
+C -1 ; WX 447 ; N uni1E1D ; B 37 -200 407 648 ;
+C -1 ; WX 485 ; N uni1E1E ; B 13 -2 475 806 ;
+C -1 ; WX 310 ; N uni1E1F ; B 21 -2 395 855 ;
+C -1 ; WX 685 ; N uni1E20 ; B 37 -10 666 795 ;
+C -1 ; WX 500 ; N uni1E21 ; B 32 -238 481 568 ;
+C -1 ; WX 730 ; N uni1E22 ; B 14 -2 710 805 ;
+C -1 ; WX 538 ; N uni1E23 ; B 13 -2 527 698 ;
+C -1 ; WX 730 ; N uni1E24 ; B 14 -208 710 647 ;
+C -1 ; WX 538 ; N uni1E25 ; B 13 -209 527 698 ;
+C -1 ; WX 730 ; N uni1E26 ; B 14 -2 710 805 ;
+C -1 ; WX 538 ; N uni1E27 ; B 13 -2 527 698 ;
+C -1 ; WX 730 ; N uni1E28 ; B 14 -199 710 647 ;
+C -1 ; WX 538 ; N uni1E29 ; B 13 -200 527 698 ;
+C -1 ; WX 730 ; N uni1E2A ; B 14 -199 710 647 ;
+C -1 ; WX 538 ; N uni1E2B ; B 13 -209 527 698 ;
+C -1 ; WX 297 ; N uni1E2C ; B 12 -170 290 647 ;
+C -1 ; WX 271 ; N uni1E2D ; B -2 -170 276 647 ;
+C -1 ; WX 297 ; N uni1E2E ; B 6 -3 292 890 ;
+C -1 ; WX 271 ; N uni1E2F ; B -4 -3 259 742 ;
+C -1 ; WX 637 ; N uni1E30 ; B 14 -3 632 819 ;
+C -1 ; WX 512 ; N uni1E31 ; B 14 -2 508 698 ;
+C -1 ; WX 637 ; N uni1E32 ; B 14 -208 632 647 ;
+C -1 ; WX 512 ; N uni1E33 ; B 14 -208 508 698 ;
+C -1 ; WX 637 ; N uni1E34 ; B 14 -131 632 647 ;
+C -1 ; WX 512 ; N uni1E35 ; B 14 -131 508 698 ;
+C -1 ; WX 528 ; N uni1E36 ; B 14 -208 507 647 ;
+C -1 ; WX 264 ; N uni1E37 ; B 18 -208 251 698 ;
+C -1 ; WX 528 ; N uni1E38 ; B 14 -208 507 763 ;
+C -1 ; WX 264 ; N uni1E39 ; B -6 -208 255 786 ;
+C -1 ; WX 528 ; N uni1E3A ; B 14 -131 507 647 ;
+C -1 ; WX 264 ; N uni1E3B ; B 10 -131 251 698 ;
+C -1 ; WX 528 ; N uni1E3C ; B 14 -200 507 647 ;
+C -1 ; WX 264 ; N uni1E3D ; B 6 -200 258 698 ;
+C -1 ; WX 839 ; N uni1E3E ; B 15 -10 820 819 ;
+C -1 ; WX 790 ; N uni1E3F ; B 21 -2 781 673 ;
+C -1 ; WX 839 ; N uni1E40 ; B 15 -10 820 806 ;
+C -1 ; WX 790 ; N uni1E41 ; B 21 -2 781 647 ;
+C -1 ; WX 839 ; N uni1E42 ; B 15 -208 820 647 ;
+C -1 ; WX 790 ; N uni1E43 ; B 21 -208 781 442 ;
+C -1 ; WX 699 ; N uni1E44 ; B 10 -10 697 806 ;
+C -1 ; WX 542 ; N uni1E45 ; B 21 -2 529 647 ;
+C -1 ; WX 699 ; N uni1E46 ; B 10 -208 697 647 ;
+C -1 ; WX 542 ; N uni1E47 ; B 21 -208 529 442 ;
+C -1 ; WX 699 ; N uni1E48 ; B 10 -131 697 647 ;
+C -1 ; WX 542 ; N uni1E49 ; B 21 -131 529 442 ;
+C -1 ; WX 699 ; N uni1E4A ; B 10 -200 697 647 ;
+C -1 ; WX 542 ; N uni1E4B ; B 21 -200 529 442 ;
+C -1 ; WX 702 ; N uni1E4C ; B 36 -10 666 807 ;
+C -1 ; WX 504 ; N uni1E4D ; B 41 -10 463 752 ;
+C -1 ; WX 702 ; N uni1E4E ; B 36 -10 666 807 ;
+C -1 ; WX 504 ; N uni1E4F ; B 41 -10 463 730 ;
+C -1 ; WX 702 ; N uni1E50 ; B 36 -10 666 806 ;
+C -1 ; WX 504 ; N uni1E51 ; B 41 -10 464 760 ;
+C -1 ; WX 702 ; N uni1E52 ; B 36 -10 666 805 ;
+C -1 ; WX 504 ; N uni1E53 ; B 41 -11 463 769 ;
+C -1 ; WX 541 ; N uni1E54 ; B 12 -2 507 819 ;
+C -1 ; WX 519 ; N uni1E55 ; B 3 -235 482 673 ;
+C -1 ; WX 541 ; N uni1E56 ; B 12 -2 507 806 ;
+C -1 ; WX 519 ; N uni1E57 ; B 3 -235 481 647 ;
+C -1 ; WX 587 ; N uni1E58 ; B 12 -10 590 806 ;
+C -1 ; WX 372 ; N uni1E59 ; B 21 -2 358 647 ;
+C -1 ; WX 587 ; N uni1E5A ; B 12 -208 590 652 ;
+C -1 ; WX 372 ; N uni1E5B ; B 21 -208 358 442 ;
+C -1 ; WX 587 ; N uni1E5C ; B 12 -208 590 763 ;
+C -1 ; WX 372 ; N uni1E5D ; B 21 -208 358 571 ;
+C -1 ; WX 587 ; N uni1E5E ; B 12 -131 590 652 ;
+C -1 ; WX 372 ; N uni1E5F ; B 21 -131 358 442 ;
+C -1 ; WX 485 ; N uni1E60 ; B 27 -10 445 806 ;
+C -1 ; WX 390 ; N uni1E61 ; B 48 -10 350 647 ;
+C -1 ; WX 485 ; N uni1E62 ; B 27 -208 445 658 ;
+C -1 ; WX 390 ; N uni1E63 ; B 48 -208 350 439 ;
+C -1 ; WX 485 ; N uni1E64 ; B 27 -10 445 819 ;
+C -1 ; WX 390 ; N uni1E65 ; B 48 -10 350 673 ;
+C -1 ; WX 485 ; N uni1E66 ; B 27 -10 445 894 ;
+C -1 ; WX 390 ; N uni1E67 ; B 48 -10 350 692 ;
+C -1 ; WX 485 ; N uni1E68 ; B 27 -208 445 806 ;
+C -1 ; WX 390 ; N uni1E69 ; B 48 -208 350 647 ;
+C -1 ; WX 597 ; N uni1E6A ; B 3 -2 591 806 ;
+C -1 ; WX 316 ; N uni1E6B ; B 25 -10 301 778 ;
+C -1 ; WX 597 ; N uni1E6C ; B 3 -208 591 653 ;
+C -1 ; WX 316 ; N uni1E6D ; B 25 -208 301 582 ;
+C -1 ; WX 597 ; N uni1E6E ; B 3 -131 591 653 ;
+C -1 ; WX 316 ; N uni1E6F ; B 25 -131 301 582 ;
+C -1 ; WX 597 ; N uni1E70 ; B 3 -201 591 653 ;
+C -1 ; WX 316 ; N uni1E71 ; B 25 -200 301 582 ;
+C -1 ; WX 661 ; N uni1E72 ; B 5 -160 657 647 ;
+C -1 ; WX 531 ; N uni1E73 ; B 21 -160 520 431 ;
+C -1 ; WX 661 ; N uni1E74 ; B 5 -170 657 647 ;
+C -1 ; WX 531 ; N uni1E75 ; B 21 -170 520 431 ;
+C -1 ; WX 661 ; N uni1E76 ; B 5 -201 657 647 ;
+C -1 ; WX 531 ; N uni1E77 ; B 21 -200 520 431 ;
+C -1 ; WX 661 ; N uni1E78 ; B 5 -10 657 832 ;
+C -1 ; WX 531 ; N uni1E79 ; B 21 -13 520 780 ;
+C -1 ; WX 661 ; N uni1E7A ; B 5 -10 657 800 ;
+C -1 ; WX 531 ; N uni1E7B ; B 21 -13 520 732 ;
+C -1 ; WX 652 ; N uni1E7C ; B 0 -12 650 800 ;
+C -1 ; WX 497 ; N uni1E7D ; B 6 -12 492 626 ;
+C -1 ; WX 652 ; N uni1E7E ; B 0 -208 650 647 ;
+C -1 ; WX 497 ; N uni1E7F ; B 6 -208 492 432 ;
+C -1 ; WX 951 ; N Wgrave ; B 1 -12 946 818 ;
+C -1 ; WX 747 ; N wgrave ; B 6 -12 740 673 ;
+C -1 ; WX 951 ; N Wacute ; B 1 -12 946 819 ;
+C -1 ; WX 747 ; N wacute ; B 6 -12 740 673 ;
+C -1 ; WX 951 ; N Wdieresis ; B 1 -12 946 806 ;
+C -1 ; WX 747 ; N wdieresis ; B 6 -12 740 621 ;
+C -1 ; WX 951 ; N uni1E86 ; B 1 -12 946 806 ;
+C -1 ; WX 747 ; N uni1E87 ; B 6 -12 740 647 ;
+C -1 ; WX 951 ; N uni1E88 ; B 1 -208 946 647 ;
+C -1 ; WX 747 ; N uni1E89 ; B 6 -208 740 431 ;
+C -1 ; WX 660 ; N uni1E8A ; B 2 -2 645 806 ;
+C -1 ; WX 490 ; N uni1E8B ; B 16 -2 474 647 ;
+C -1 ; WX 660 ; N uni1E8C ; B 2 -2 645 807 ;
+C -1 ; WX 490 ; N uni1E8D ; B 16 -2 474 622 ;
+C -1 ; WX 575 ; N uni1E8E ; B 0 -3 574 806 ;
+C -1 ; WX 515 ; N uni1E8F ; B 11 -233 508 647 ;
+C -1 ; WX 604 ; N uni1E90 ; B 40 -3 578 815 ;
+C -1 ; WX 424 ; N uni1E91 ; B 36 -4 404 662 ;
+C -1 ; WX 604 ; N uni1E92 ; B 41 -208 578 653 ;
+C -1 ; WX 424 ; N uni1E93 ; B 36 -208 404 439 ;
+C -1 ; WX 604 ; N uni1E94 ; B 41 -131 578 653 ;
+C -1 ; WX 424 ; N uni1E95 ; B 36 -131 404 439 ;
+C -1 ; WX 538 ; N uni1E96 ; B 13 -131 527 698 ;
+C -1 ; WX 316 ; N uni1E97 ; B 10 -10 301 717 ;
+C -1 ; WX 747 ; N uni1E98 ; B 6 -12 740 668 ;
+C -1 ; WX 515 ; N uni1E99 ; B 11 -233 508 667 ;
+C -1 ; WX 457 ; N uni1E9A ; B -82 -10 455 702 ;
+C -1 ; WX 291 ; N uni1E9B ; B 23 -2 357 874 ;
+C -1 ; WX 291 ; N uni1E9C ; B 6 -2 357 698 ;
+C -1 ; WX 291 ; N uni1E9D ; B 23 -2 357 698 ;
+C -1 ; WX 714 ; N uni1E9E ; B 12 -10 654 658 ;
+C -1 ; WX 515 ; N uni1E9F ; B 37 -10 479 698 ;
+C -1 ; WX 695 ; N uni1EA0 ; B 2 -208 690 658 ;
+C -1 ; WX 457 ; N uni1EA1 ; B 36 -208 455 439 ;
+C -1 ; WX 695 ; N uni1EA2 ; B 2 -2 690 815 ;
+C -1 ; WX 457 ; N uni1EA3 ; B 36 -10 455 657 ;
+C -1 ; WX 695 ; N uni1EA4 ; B 2 -2 690 864 ;
+C -1 ; WX 457 ; N uni1EA5 ; B 36 -10 456 716 ;
+C -1 ; WX 695 ; N uni1EA6 ; B 2 -3 690 863 ;
+C -1 ; WX 457 ; N uni1EA7 ; B 4 -10 456 715 ;
+C -1 ; WX 695 ; N uni1EA8 ; B 2 -3 690 871 ;
+C -1 ; WX 457 ; N uni1EA9 ; B 36 -10 455 754 ;
+C -1 ; WX 695 ; N uni1EAA ; B 2 -3 690 895 ;
+C -1 ; WX 457 ; N uni1EAB ; B 36 -10 455 797 ;
+C -1 ; WX 695 ; N uni1EAC ; B 2 -209 690 814 ;
+C -1 ; WX 457 ; N uni1EAD ; B 36 -208 455 661 ;
+C -1 ; WX 695 ; N uni1EAE ; B 2 -3 690 891 ;
+C -1 ; WX 457 ; N uni1EAF ; B 36 -11 455 742 ;
+C -1 ; WX 695 ; N uni1EB0 ; B 2 -2 690 889 ;
+C -1 ; WX 457 ; N uni1EB1 ; B 36 -10 456 751 ;
+C -1 ; WX 695 ; N uni1EB2 ; B 2 -2 690 893 ;
+C -1 ; WX 457 ; N uni1EB3 ; B 36 -10 455 750 ;
+C -1 ; WX 695 ; N uni1EB4 ; B 2 -2 690 895 ;
+C -1 ; WX 457 ; N uni1EB5 ; B 36 -10 455 796 ;
+C -1 ; WX 695 ; N uni1EB6 ; B 2 -208 690 804 ;
+C -1 ; WX 457 ; N uni1EB7 ; B 36 -208 455 646 ;
+C -1 ; WX 557 ; N uni1EB8 ; B 13 -208 528 649 ;
+C -1 ; WX 447 ; N uni1EB9 ; B 37 -208 407 437 ;
+C -1 ; WX 557 ; N uni1EBA ; B 13 -2 528 815 ;
+C -1 ; WX 447 ; N uni1EBB ; B 37 -10 407 657 ;
+C -1 ; WX 557 ; N uni1EBC ; B 13 -2 528 789 ;
+C -1 ; WX 447 ; N uni1EBD ; B 37 -10 407 626 ;
+C -1 ; WX 557 ; N uni1EBE ; B 13 -2 539 862 ;
+C -1 ; WX 447 ; N uni1EBF ; B 37 -10 445 716 ;
+C -1 ; WX 557 ; N uni1EC0 ; B 13 -3 528 863 ;
+C -1 ; WX 447 ; N uni1EC1 ; B 27 -10 408 715 ;
+C -1 ; WX 557 ; N uni1EC2 ; B 13 -3 528 874 ;
+C -1 ; WX 447 ; N uni1EC3 ; B 37 -10 428 754 ;
+C -1 ; WX 557 ; N uni1EC4 ; B 13 -3 528 894 ;
+C -1 ; WX 447 ; N uni1EC5 ; B 37 -10 407 793 ;
+C -1 ; WX 557 ; N uni1EC6 ; B 13 -209 528 816 ;
+C -1 ; WX 447 ; N uni1EC7 ; B 37 -208 407 662 ;
+C -1 ; WX 297 ; N uni1EC8 ; B 14 -2 283 815 ;
+C -1 ; WX 271 ; N uni1EC9 ; B 25 -2 258 657 ;
+C -1 ; WX 297 ; N uni1ECA ; B 14 -208 283 647 ;
+C -1 ; WX 271 ; N uni1ECB ; B 25 -208 258 647 ;
+C -1 ; WX 702 ; N uni1ECC ; B 37 -208 666 658 ;
+C -1 ; WX 504 ; N uni1ECD ; B 41 -208 463 439 ;
+C -1 ; WX 702 ; N uni1ECE ; B 37 -10 666 839 ;
+C -1 ; WX 504 ; N uni1ECF ; B 41 -10 463 657 ;
+C -1 ; WX 702 ; N uni1ED0 ; B 36 -10 666 857 ;
+C -1 ; WX 504 ; N uni1ED1 ; B 41 -10 464 716 ;
+C -1 ; WX 702 ; N uni1ED2 ; B 36 -11 666 865 ;
+C -1 ; WX 504 ; N uni1ED3 ; B 27 -10 464 715 ;
+C -1 ; WX 702 ; N uni1ED4 ; B 36 -11 666 875 ;
+C -1 ; WX 504 ; N uni1ED5 ; B 41 -10 463 754 ;
+C -1 ; WX 702 ; N uni1ED6 ; B 36 -11 666 894 ;
+C -1 ; WX 504 ; N uni1ED7 ; B 41 -10 463 798 ;
+C -1 ; WX 702 ; N uni1ED8 ; B 36 -209 666 816 ;
+C -1 ; WX 504 ; N uni1ED9 ; B 41 -208 463 663 ;
+C -1 ; WX 702 ; N uni1EDA ; B 36 -10 666 820 ;
+C -1 ; WX 501 ; N uni1EDB ; B 41 -10 465 673 ;
+C -1 ; WX 702 ; N uni1EDC ; B 36 -10 666 817 ;
+C -1 ; WX 501 ; N uni1EDD ; B 41 -10 464 673 ;
+C -1 ; WX 702 ; N uni1EDE ; B 36 -10 666 815 ;
+C -1 ; WX 501 ; N uni1EDF ; B 41 -10 464 657 ;
+C -1 ; WX 702 ; N uni1EE0 ; B 36 -10 666 796 ;
+C -1 ; WX 501 ; N uni1EE1 ; B 41 -10 465 633 ;
+C -1 ; WX 702 ; N uni1EE2 ; B 36 -208 666 770 ;
+C -1 ; WX 501 ; N uni1EE3 ; B 41 -208 464 561 ;
+C -1 ; WX 661 ; N uni1EE4 ; B 5 -208 657 647 ;
+C -1 ; WX 531 ; N uni1EE5 ; B 21 -208 520 431 ;
+C -1 ; WX 661 ; N uni1EE6 ; B 5 -10 657 815 ;
+C -1 ; WX 531 ; N uni1EE7 ; B 21 -13 520 657 ;
+C -1 ; WX 690 ; N uni1EE8 ; B 5 -10 696 820 ;
+C -1 ; WX 531 ; N uni1EE9 ; B 21 -13 520 673 ;
+C -1 ; WX 690 ; N uni1EEA ; B 5 -10 696 818 ;
+C -1 ; WX 531 ; N uni1EEB ; B 21 -13 520 673 ;
+C -1 ; WX 690 ; N uni1EEC ; B 5 -10 696 815 ;
+C -1 ; WX 531 ; N uni1EED ; B 21 -13 520 657 ;
+C -1 ; WX 690 ; N uni1EEE ; B 5 -10 696 799 ;
+C -1 ; WX 531 ; N uni1EEF ; B 21 -13 520 626 ;
+C -1 ; WX 690 ; N uni1EF0 ; B 5 -208 696 770 ;
+C -1 ; WX 531 ; N uni1EF1 ; B 21 -208 520 561 ;
+C -1 ; WX 575 ; N Ygrave ; B 0 -3 574 817 ;
+C -1 ; WX 515 ; N ygrave ; B 11 -233 508 673 ;
+C -1 ; WX 575 ; N uni1EF4 ; B 0 -208 574 647 ;
+C -1 ; WX 515 ; N uni1EF5 ; B 11 -233 508 431 ;
+C -1 ; WX 575 ; N uni1EF6 ; B 0 -3 574 815 ;
+C -1 ; WX 515 ; N uni1EF7 ; B 11 -233 508 657 ;
+C -1 ; WX 575 ; N uni1EF8 ; B 0 -3 574 799 ;
+C -1 ; WX 515 ; N uni1EF9 ; B 11 -233 508 626 ;
+C -1 ; WX 780 ; N uni1EFA ; B 17 -2 759 647 ;
+C -1 ; WX 534 ; N uni1EFB ; B 28 -2 515 698 ;
+C -1 ; WX 546 ; N uni1EFC ; B 45 -10 506 658 ;
+C -1 ; WX 488 ; N uni1EFD ; B 42 -10 457 698 ;
+C -1 ; WX 580 ; N uni1EFE ; B 0 -12 581 646 ;
+C -1 ; WX 509 ; N uni1EFF ; B 11 -233 500 431 ;
+C -1 ; WX 566 ; N uni1F00 ; B 34 -10 560 698 ;
+C -1 ; WX 566 ; N uni1F01 ; B 34 -10 560 699 ;
+C -1 ; WX 566 ; N uni1F02 ; B 34 -10 560 704 ;
+C -1 ; WX 566 ; N uni1F03 ; B 34 -10 560 702 ;
+C -1 ; WX 566 ; N uni1F04 ; B 34 -10 560 704 ;
+C -1 ; WX 566 ; N uni1F05 ; B 34 -10 560 700 ;
+C -1 ; WX 566 ; N uni1F06 ; B 34 -10 560 776 ;
+C -1 ; WX 566 ; N uni1F07 ; B 34 -10 560 775 ;
+C -1 ; WX 695 ; N uni1F08 ; B 2 -2 690 724 ;
+C -1 ; WX 695 ; N uni1F09 ; B 2 -2 690 725 ;
+C -1 ; WX 736 ; N uni1F0A ; B -29 -2 732 727 ;
+C -1 ; WX 709 ; N uni1F0B ; B -51 -2 705 725 ;
+C -1 ; WX 702 ; N uni1F0C ; B -22 -2 697 726 ;
+C -1 ; WX 702 ; N uni1F0D ; B -19 -2 697 724 ;
+C -1 ; WX 715 ; N uni1F0E ; B -53 -2 711 723 ;
+C -1 ; WX 717 ; N uni1F0F ; B -29 -2 712 722 ;
+C -1 ; WX 397 ; N uni1F10 ; B 44 -10 359 698 ;
+C -1 ; WX 397 ; N uni1F11 ; B 44 -10 359 699 ;
+C -1 ; WX 397 ; N uni1F12 ; B 44 -10 359 701 ;
+C -1 ; WX 397 ; N uni1F13 ; B 44 -10 359 700 ;
+C -1 ; WX 397 ; N uni1F14 ; B 44 -10 359 701 ;
+C -1 ; WX 397 ; N uni1F15 ; B 44 -10 359 699 ;
+C -1 ; WX 672 ; N uni1F18 ; B -29 -2 631 724 ;
+C -1 ; WX 646 ; N uni1F19 ; B -53 -2 605 724 ;
+C -1 ; WX 832 ; N uni1F1A ; B -32 -2 791 726 ;
+C -1 ; WX 815 ; N uni1F1B ; B -51 -2 774 724 ;
+C -1 ; WX 817 ; N uni1F1C ; B -33 -2 776 724 ;
+C -1 ; WX 807 ; N uni1F1D ; B -57 -2 765 724 ;
+C -1 ; WX 528 ; N uni1F20 ; B 27 -238 449 697 ;
+C -1 ; WX 528 ; N uni1F21 ; B 27 -238 449 699 ;
+C -1 ; WX 528 ; N uni1F22 ; B 27 -238 449 702 ;
+C -1 ; WX 528 ; N uni1F23 ; B 27 -238 449 699 ;
+C -1 ; WX 528 ; N uni1F24 ; B 27 -238 449 701 ;
+C -1 ; WX 528 ; N uni1F25 ; B 27 -238 449 697 ;
+C -1 ; WX 528 ; N uni1F26 ; B 27 -238 449 776 ;
+C -1 ; WX 528 ; N uni1F27 ; B 27 -238 449 775 ;
+C -1 ; WX 820 ; N uni1F28 ; B -28 -2 800 724 ;
+C -1 ; WX 820 ; N uni1F29 ; B -44 -2 800 725 ;
+C -1 ; WX 987 ; N uni1F2A ; B -30 -2 967 724 ;
+C -1 ; WX 977 ; N uni1F2B ; B -49 -2 957 724 ;
+C -1 ; WX 980 ; N uni1F2C ; B -39 -2 960 724 ;
+C -1 ; WX 970 ; N uni1F2D ; B -51 -2 950 725 ;
+C -1 ; WX 954 ; N uni1F2E ; B -36 -2 934 722 ;
+C -1 ; WX 964 ; N uni1F2F ; B -44 -2 944 723 ;
+C -1 ; WX 281 ; N uni1F30 ; B 66 -11 274 688 ;
+C -1 ; WX 281 ; N uni1F31 ; B 66 -11 274 689 ;
+C -1 ; WX 281 ; N uni1F32 ; B -2 -11 274 702 ;
+C -1 ; WX 281 ; N uni1F33 ; B -10 -11 274 700 ;
+C -1 ; WX 281 ; N uni1F34 ; B -4 -11 274 701 ;
+C -1 ; WX 281 ; N uni1F35 ; B -9 -11 274 699 ;
+C -1 ; WX 281 ; N uni1F36 ; B 0 -11 274 775 ;
+C -1 ; WX 281 ; N uni1F37 ; B 1 -11 274 775 ;
+C -1 ; WX 383 ; N uni1F38 ; B -34 -2 373 725 ;
+C -1 ; WX 365 ; N uni1F39 ; B -49 -2 355 725 ;
+C -1 ; WX 551 ; N uni1F3A ; B -34 -2 541 725 ;
+C -1 ; WX 523 ; N uni1F3B ; B -58 -2 513 726 ;
+C -1 ; WX 533 ; N uni1F3C ; B -44 -2 523 727 ;
+C -1 ; WX 532 ; N uni1F3D ; B -52 -2 522 726 ;
+C -1 ; WX 507 ; N uni1F3E ; B -55 -2 497 728 ;
+C -1 ; WX 530 ; N uni1F3F ; B -46 -2 520 724 ;
+C -1 ; WX 504 ; N uni1F40 ; B 41 -10 463 688 ;
+C -1 ; WX 504 ; N uni1F41 ; B 41 -10 463 689 ;
+C -1 ; WX 504 ; N uni1F42 ; B 41 -10 463 693 ;
+C -1 ; WX 504 ; N uni1F43 ; B 41 -10 463 693 ;
+C -1 ; WX 504 ; N uni1F44 ; B 41 -10 463 690 ;
+C -1 ; WX 504 ; N uni1F45 ; B 41 -10 463 690 ;
+C -1 ; WX 734 ; N uni1F48 ; B -30 -10 702 724 ;
+C -1 ; WX 747 ; N uni1F49 ; B -52 -10 715 725 ;
+C -1 ; WX 894 ; N uni1F4A ; B -41 -10 862 724 ;
+C -1 ; WX 902 ; N uni1F4B ; B -55 -10 870 724 ;
+C -1 ; WX 877 ; N uni1F4C ; B -32 -10 845 726 ;
+C -1 ; WX 859 ; N uni1F4D ; B -52 -10 827 724 ;
+C -1 ; WX 490 ; N uni1F50 ; B 24 -10 446 688 ;
+C -1 ; WX 490 ; N uni1F51 ; B 24 -10 446 689 ;
+C -1 ; WX 490 ; N uni1F52 ; B 24 -10 446 693 ;
+C -1 ; WX 490 ; N uni1F53 ; B 24 -10 446 693 ;
+C -1 ; WX 490 ; N uni1F54 ; B 24 -10 446 690 ;
+C -1 ; WX 490 ; N uni1F55 ; B 24 -10 446 690 ;
+C -1 ; WX 490 ; N uni1F56 ; B 24 -10 446 777 ;
+C -1 ; WX 490 ; N uni1F57 ; B 24 -10 446 772 ;
+C -1 ; WX 706 ; N uni1F59 ; B -44 -3 706 725 ;
+C -1 ; WX 865 ; N uni1F5B ; B -49 -3 865 725 ;
+C -1 ; WX 865 ; N uni1F5D ; B -50 -3 865 725 ;
+C -1 ; WX 808 ; N uni1F5F ; B -42 -3 808 723 ;
+C -1 ; WX 658 ; N uni1F60 ; B 34 -10 624 704 ;
+C -1 ; WX 658 ; N uni1F61 ; B 34 -10 624 689 ;
+C -1 ; WX 658 ; N uni1F62 ; B 34 -10 624 693 ;
+C -1 ; WX 658 ; N uni1F63 ; B 34 -10 624 693 ;
+C -1 ; WX 658 ; N uni1F64 ; B 34 -10 624 690 ;
+C -1 ; WX 658 ; N uni1F65 ; B 34 -10 624 690 ;
+C -1 ; WX 658 ; N uni1F66 ; B 34 -10 624 771 ;
+C -1 ; WX 658 ; N uni1F67 ; B 34 -10 624 771 ;
+C -1 ; WX 766 ; N uni1F68 ; B 3 0 726 724 ;
+C -1 ; WX 792 ; N uni1F69 ; B 0 0 752 725 ;
+C -1 ; WX 916 ; N uni1F6A ; B -40 0 876 724 ;
+C -1 ; WX 898 ; N uni1F6B ; B -58 0 859 724 ;
+C -1 ; WX 859 ; N uni1F6C ; B -34 0 819 726 ;
+C -1 ; WX 863 ; N uni1F6D ; B -48 0 823 724 ;
+C -1 ; WX 850 ; N uni1F6E ; B -47 0 810 723 ;
+C -1 ; WX 876 ; N uni1F6F ; B -34 0 837 724 ;
+C -1 ; WX 566 ; N uni1F70 ; B 34 -10 560 678 ;
+C -1 ; WX 566 ; N uni1F71 ; B 34 -10 560 682 ;
+C -1 ; WX 397 ; N uni1F72 ; B 44 -10 359 678 ;
+C -1 ; WX 397 ; N uni1F73 ; B 44 -10 359 680 ;
+C -1 ; WX 528 ; N uni1F74 ; B 27 -238 449 683 ;
+C -1 ; WX 528 ; N uni1F75 ; B 27 -238 449 681 ;
+C -1 ; WX 281 ; N uni1F76 ; B 46 -11 274 680 ;
+C -1 ; WX 281 ; N uni1F77 ; B 66 -11 274 683 ;
+C -1 ; WX 504 ; N uni1F78 ; B 41 -10 463 674 ;
+C -1 ; WX 504 ; N uni1F79 ; B 41 -10 463 682 ;
+C -1 ; WX 490 ; N uni1F7A ; B 24 -10 446 672 ;
+C -1 ; WX 490 ; N uni1F7B ; B 24 -10 446 682 ;
+C -1 ; WX 658 ; N uni1F7C ; B 34 -10 624 670 ;
+C -1 ; WX 658 ; N uni1F7D ; B 34 -10 624 684 ;
+C -1 ; WX 566 ; N uni1F80 ; B 34 -220 560 698 ;
+C -1 ; WX 566 ; N uni1F81 ; B 34 -220 560 699 ;
+C -1 ; WX 566 ; N uni1F82 ; B 34 -220 560 704 ;
+C -1 ; WX 566 ; N uni1F83 ; B 34 -220 560 702 ;
+C -1 ; WX 566 ; N uni1F84 ; B 34 -220 560 704 ;
+C -1 ; WX 566 ; N uni1F85 ; B 34 -220 560 700 ;
+C -1 ; WX 566 ; N uni1F86 ; B 34 -228 560 776 ;
+C -1 ; WX 566 ; N uni1F87 ; B 34 -220 560 775 ;
+C -1 ; WX 882 ; N uni1F88 ; B 2 -10 879 724 ;
+C -1 ; WX 872 ; N uni1F89 ; B 2 -10 869 725 ;
+C -1 ; WX 928 ; N uni1F8A ; B -29 -2 925 727 ;
+C -1 ; WX 905 ; N uni1F8B ; B -51 -10 902 725 ;
+C -1 ; WX 903 ; N uni1F8C ; B -22 -10 900 726 ;
+C -1 ; WX 896 ; N uni1F8D ; B -19 -10 894 724 ;
+C -1 ; WX 910 ; N uni1F8E ; B -53 -10 907 723 ;
+C -1 ; WX 918 ; N uni1F8F ; B -29 -10 915 722 ;
+C -1 ; WX 528 ; N uni1F90 ; B 27 -238 449 697 ;
+C -1 ; WX 528 ; N uni1F91 ; B 27 -238 449 699 ;
+C -1 ; WX 528 ; N uni1F92 ; B 27 -238 449 702 ;
+C -1 ; WX 528 ; N uni1F93 ; B 27 -238 449 699 ;
+C -1 ; WX 528 ; N uni1F94 ; B 27 -238 449 701 ;
+C -1 ; WX 528 ; N uni1F95 ; B 27 -238 449 697 ;
+C -1 ; WX 528 ; N uni1F96 ; B 27 -238 449 776 ;
+C -1 ; WX 528 ; N uni1F97 ; B 27 -238 449 775 ;
+C -1 ; WX 991 ; N uni1F98 ; B -28 -10 988 724 ;
+C -1 ; WX 994 ; N uni1F99 ; B -44 -10 991 725 ;
+C -1 ; WX 1152 ; N uni1F9A ; B -30 -10 1149 724 ;
+C -1 ; WX 1143 ; N uni1F9B ; B -49 -10 1140 724 ;
+C -1 ; WX 1157 ; N uni1F9C ; B -39 -10 1154 724 ;
+C -1 ; WX 1144 ; N uni1F9D ; B -51 -10 1141 725 ;
+C -1 ; WX 1135 ; N uni1F9E ; B -36 -10 1132 722 ;
+C -1 ; WX 1143 ; N uni1F9F ; B -44 -10 1140 723 ;
+C -1 ; WX 658 ; N uni1FA0 ; B 34 -220 624 704 ;
+C -1 ; WX 658 ; N uni1FA1 ; B 34 -220 624 689 ;
+C -1 ; WX 658 ; N uni1FA2 ; B 34 -220 624 693 ;
+C -1 ; WX 658 ; N uni1FA3 ; B 34 -220 624 693 ;
+C -1 ; WX 658 ; N uni1FA4 ; B 34 -220 624 690 ;
+C -1 ; WX 658 ; N uni1FA5 ; B 34 -220 624 690 ;
+C -1 ; WX 658 ; N uni1FA6 ; B 34 -220 624 771 ;
+C -1 ; WX 658 ; N uni1FA7 ; B 34 -220 624 771 ;
+C -1 ; WX 939 ; N uni1FA8 ; B -50 -10 937 724 ;
+C -1 ; WX 946 ; N uni1FA9 ; B -80 -10 943 725 ;
+C -1 ; WX 1086 ; N uni1FAA ; B -40 -9 1083 724 ;
+C -1 ; WX 1080 ; N uni1FAB ; B -58 -10 1077 724 ;
+C -1 ; WX 1065 ; N uni1FAC ; B -34 -10 1063 726 ;
+C -1 ; WX 1080 ; N uni1FAD ; B -48 -10 1077 724 ;
+C -1 ; WX 1054 ; N uni1FAE ; B -65 -10 1051 723 ;
+C -1 ; WX 1073 ; N uni1FAF ; B -52 -10 1070 724 ;
+C -1 ; WX 566 ; N uni1FB0 ; B 34 -10 560 648 ;
+C -1 ; WX 566 ; N uni1FB1 ; B 34 -10 560 568 ;
+C -1 ; WX 566 ; N uni1FB2 ; B 34 -220 560 678 ;
+C -1 ; WX 566 ; N uni1FB3 ; B 34 -220 560 439 ;
+C -1 ; WX 566 ; N uni1FB4 ; B 34 -220 560 682 ;
+C -1 ; WX 566 ; N uni1FB6 ; B 34 -10 560 644 ;
+C -1 ; WX 566 ; N uni1FB7 ; B 34 -220 560 644 ;
+C -1 ; WX 695 ; N uni1FB8 ; B 2 -2 690 805 ;
+C -1 ; WX 695 ; N uni1FB9 ; B 2 -2 690 755 ;
+C -1 ; WX 695 ; N uni1FBA ; B 2 -2 690 724 ;
+C -1 ; WX 695 ; N uni1FBB ; B 2 -2 690 724 ;
+C -1 ; WX 903 ; N uni1FBC ; B 2 -10 900 658 ;
+C -1 ; WX 181 ; N uni1FBD ; B 32 473 139 652 ;
+C -1 ; WX 331 ; N uni1FBE ; B 129 -10 295 332 ;
+C -1 ; WX 182 ; N uni1FBF ; B 32 473 139 652 ;
+C -1 ; WX 421 ; N uni1FC0 ; B 85 581 345 674 ;
+C -1 ; WX 368 ; N uni1FC1 ; B 52 528 317 766 ;
+C -1 ; WX 528 ; N uni1FC2 ; B 27 -238 449 683 ;
+C -1 ; WX 528 ; N uni1FC3 ; B 27 -238 449 442 ;
+C -1 ; WX 528 ; N uni1FC4 ; B 27 -238 449 681 ;
+C -1 ; WX 528 ; N uni1FC6 ; B 27 -238 449 642 ;
+C -1 ; WX 528 ; N uni1FC7 ; B 27 -238 449 642 ;
+C -1 ; WX 690 ; N uni1FC8 ; B -26 -2 649 719 ;
+C -1 ; WX 673 ; N uni1FC9 ; B -22 -2 632 724 ;
+C -1 ; WX 834 ; N uni1FCA ; B -31 -2 814 724 ;
+C -1 ; WX 825 ; N uni1FCB ; B -39 -2 805 726 ;
+C -1 ; WX 914 ; N uni1FCC ; B 14 -10 911 647 ;
+C -1 ; WX 338 ; N uni1FCD ; B 35 471 300 657 ;
+C -1 ; WX 338 ; N uni1FCE ; B 35 465 288 654 ;
+C -1 ; WX 320 ; N uni1FCF ; B 40 402 300 697 ;
+C -1 ; WX 281 ; N uni1FD0 ; B -12 -11 274 648 ;
+C -1 ; WX 281 ; N uni1FD1 ; B -5 -11 274 569 ;
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+C -1 ; WX 432 ; N uni20DB ; B 0 526 432 621 ;
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+C -1 ; WX 539 ; N uni210E ; B 41 -12 498 698 ;
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+C -1 ; WX 1000 ; N uni2115 ; B 10 -2 823 647 ;
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+C -1 ; WX 750 ; N uni2120 ; B 22 283 740 653 ;
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+C -1 ; WX 684 ; N uni2124 ; B 38 0 701 658 ;
+C -1 ; WX 697 ; N Omega ; B 44 0 653 658 ;
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+C -1 ; WX 504 ; N uni216C ; B 30 -2 484 602 ;
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+C -1 ; WX 456 ; N uni2171 ; B 27 -2 440 590 ;
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+C -1 ; WX 428 ; N uni217D ; B 37 -10 398 439 ;
+C -1 ; WX 506 ; N uni217E ; B 39 -13 502 698 ;
+C -1 ; WX 790 ; N uni217F ; B 21 -2 781 442 ;
+C -1 ; WX 1064 ; N uni2180 ; B 55 -2 1009 602 ;
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+C -1 ; WX 624 ; N uni2183 ; B 23 -11 584 611 ;
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+C -1 ; WX 1130 ; N arrowleft ; B 59 70 1072 436 ;
+C -1 ; WX 462 ; N arrowup ; B 48 -230 414 783 ;
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+C -1 ; WX 1098 ; N arrowboth ; B 49 70 1050 436 ;
+C -1 ; WX 462 ; N arrowupdn ; B 48 -235 414 766 ;
+C -1 ; WX 838 ; N uni2196 ; B 49 -112 791 633 ;
+C -1 ; WX 841 ; N uni2197 ; B 48 -112 793 630 ;
+C -1 ; WX 838 ; N uni2198 ; B 49 -103 791 642 ;
+C -1 ; WX 841 ; N uni2199 ; B 49 -100 794 642 ;
+C -1 ; WX 1130 ; N uni219A ; B 59 -54 1072 568 ;
+C -1 ; WX 1130 ; N uni219B ; B 59 -54 1072 568 ;
+C -1 ; WX 1130 ; N uni21A4 ; B 59 70 1023 436 ;
+C -1 ; WX 1130 ; N uni21A6 ; B 107 70 1072 436 ;
+C -1 ; WX 463 ; N arrowupdnbse ; B 30 -212 460 766 ;
+C -1 ; WX 1130 ; N uni21A9 ; B 59 70 1072 540 ;
+C -1 ; WX 1130 ; N uni21AA ; B 59 70 1072 540 ;
+C -1 ; WX 1098 ; N uni21AE ; B 49 -54 1050 568 ;
+C -1 ; WX 1087 ; N uni21BC ; B 59 253 1027 463 ;
+C -1 ; WX 1087 ; N uni21BD ; B 61 69 1029 279 ;
+C -1 ; WX 1087 ; N uni21C0 ; B 59 253 1027 463 ;
+C -1 ; WX 1087 ; N uni21C1 ; B 61 69 1029 279 ;
+C -1 ; WX 1087 ; N uni21CB ; B 59 -10 1029 516 ;
+C -1 ; WX 1087 ; N uni21CC ; B 59 -10 1029 516 ;
+C -1 ; WX 1074 ; N uni21CD ; B 59 -56 1018 566 ;
+C -1 ; WX 1243 ; N uni21CE ; B 58 -56 1189 565 ;
+C -1 ; WX 1074 ; N uni21CF ; B 35 -60 994 570 ;
+C -1 ; WX 1074 ; N arrowdblleft ; B 59 70 1017 435 ;
+C -1 ; WX 463 ; N arrowdblup ; B 49 -214 414 744 ;
+C -1 ; WX 1074 ; N arrowdblright ; B 36 71 994 436 ;
+C -1 ; WX 463 ; N arrowdbldown ; B 49 -232 414 726 ;
+C -1 ; WX 1248 ; N arrowdblboth ; B 59 70 1189 435 ;
+C -1 ; WX 463 ; N uni21D5 ; B 49 -232 414 720 ;
+C -1 ; WX 862 ; N uni21D6 ; B 49 -151 813 613 ;
+C -1 ; WX 866 ; N uni21D7 ; B 55 -153 819 611 ;
+C -1 ; WX 862 ; N uni21D8 ; B 51 -83 815 681 ;
+C -1 ; WX 866 ; N uni21D9 ; B 49 -81 813 683 ;
+C -1 ; WX 488 ; N universal ; B 9 -2 480 570 ;
+C -1 ; WX 446 ; N uni2201 ; B 47 -10 391 578 ;
+C -1 ; WX 474 ; N partialdiff ; B 30 -11 429 618 ;
+C -1 ; WX 400 ; N existential ; B 35 0 366 572 ;
+C -1 ; WX 400 ; N uni2204 ; B 30 -80 366 648 ;
+C -1 ; WX 642 ; N emptyset ; B 26 -68 617 611 ;
+C -1 ; WX 584 ; N Delta ; B 10 0 575 616 ;
+C -1 ; WX 584 ; N gradient ; B 12 0 577 616 ;
+C -1 ; WX 506 ; N element ; B 29 -33 462 539 ;
+C -1 ; WX 506 ; N notelement ; B 29 -114 466 615 ;
+C -1 ; WX 375 ; N uni220A ; B 29 67 332 439 ;
+C -1 ; WX 506 ; N suchthat ; B 44 -33 477 539 ;
+C -1 ; WX 501 ; N uni220C ; B 36 -109 473 620 ;
+C -1 ; WX 375 ; N uni220D ; B 29 67 332 439 ;
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+C -1 ; WX 1002 ; N product ; B 31 -236 973 739 ;
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+C -1 ; WX 341 ; N asteriskmath ; B 31 131 310 398 ;
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+C -1 ; WX 607 ; N uni221B ; B 35 -893 642 40 ;
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+C -1 ; WX 670 ; N proportional ; B 37 78 612 436 ;
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+C -1 ; WX 666 ; N uni2221 ; B 30 -10 601 576 ;
+C -1 ; WX 666 ; N uni2222 ; B 39 -20 623 507 ;
+C -1 ; WX 244 ; N uni2223 ; B 100 -202 144 702 ;
+C -1 ; WX 256 ; N uni2224 ; B 19 -202 237 701 ;
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+C -1 ; WX 389 ; N uni2226 ; B 40 -202 349 701 ;
+C -1 ; WX 481 ; N logicaland ; B 15 -2 466 442 ;
+C -1 ; WX 481 ; N logicalor ; B 15 -10 466 434 ;
+C -1 ; WX 489 ; N intersection ; B 67 0 422 439 ;
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+C -1 ; WX 495 ; N integral ; B 60 -299 415 800 ;
+C -1 ; WX 735 ; N uni222C ; B 60 -299 655 800 ;
+C -1 ; WX 975 ; N uni222D ; B 60 -299 895 800 ;
+C -1 ; WX 507 ; N uni222E ; B 40 -299 492 800 ;
+C -1 ; WX 598 ; N therefore ; B 104 54 494 443 ;
+C -1 ; WX 598 ; N uni2235 ; B 104 54 494 443 ;
+C -1 ; WX 527 ; N uni2236 ; B 216 54 322 448 ;
+C -1 ; WX 598 ; N uni2237 ; B 104 54 494 443 ;
+C -1 ; WX 550 ; N uni2238 ; B 60 228 490 445 ;
+C -1 ; WX 662 ; N uni2239 ; B 60 56 602 445 ;
+C -1 ; WX 550 ; N uni223A ; B 60 56 490 445 ;
+C -1 ; WX 503 ; N uni223B ; B 56 54 447 443 ;
+C -1 ; WX 503 ; N similar ; B 56 181 447 315 ;
+C -1 ; WX 503 ; N uni223D ; B 56 181 447 315 ;
+C -1 ; WX 785 ; N uni223E ; B 36 77 749 437 ;
+C -1 ; WX 667 ; N uni223F ; B 37 45 630 461 ;
+C -1 ; WX 304 ; N uni2240 ; B 85 52 219 444 ;
+C -1 ; WX 503 ; N uni2241 ; B 56 -83 447 537 ;
+C -1 ; WX 550 ; N uni2242 ; B 60 135 490 363 ;
+C -1 ; WX 550 ; N uni2243 ; B 60 138 490 368 ;
+C -1 ; WX 550 ; N uni2244 ; B 59 -88 490 533 ;
+C -1 ; WX 550 ; N congruent ; B 60 43 490 439 ;
+C -1 ; WX 550 ; N uni2246 ; B 60 0 490 439 ;
+C -1 ; WX 550 ; N uni2247 ; B 60 -93 490 527 ;
+C -1 ; WX 503 ; N approxequal ; B 56 108 447 388 ;
+C -1 ; WX 503 ; N uni2249 ; B 56 -55 448 565 ;
+C -1 ; WX 550 ; N uni224A ; B 60 43 490 419 ;
+C -1 ; WX 503 ; N uni224B ; B 56 38 447 464 ;
+C -1 ; WX 550 ; N uni224C ; B 60 43 490 439 ;
+C -1 ; WX 550 ; N uni224D ; B 76 84 475 422 ;
+C -1 ; WX 550 ; N uni224E ; B 56 64 490 446 ;
+C -1 ; WX 550 ; N uni224F ; B 60 145 490 446 ;
+C -1 ; WX 550 ; N uni2250 ; B 60 145 490 528 ;
+C -1 ; WX 550 ; N uni2251 ; B 60 -22 490 528 ;
+C -1 ; WX 550 ; N uni2252 ; B 60 -22 490 528 ;
+C -1 ; WX 550 ; N uni2253 ; B 60 -22 490 528 ;
+C -1 ; WX 674 ; N uni2254 ; B 60 58 614 448 ;
+C -1 ; WX 674 ; N uni2255 ; B 60 58 614 447 ;
+C -1 ; WX 550 ; N uni2256 ; B 60 147 490 363 ;
+C -1 ; WX 550 ; N uni2257 ; B 60 147 490 552 ;
+C -1 ; WX 550 ; N uni2258 ; B 60 145 490 545 ;
+C -1 ; WX 550 ; N uni2259 ; B 60 145 490 564 ;
+C -1 ; WX 550 ; N uni225A ; B 60 145 490 548 ;
+C -1 ; WX 550 ; N uni225B ; B 60 145 490 649 ;
+C -1 ; WX 550 ; N uni225C ; B 60 145 490 640 ;
+C -1 ; WX 550 ; N uni225D ; B 60 145 490 635 ;
+C -1 ; WX 550 ; N uni225E ; B 60 145 490 572 ;
+C -1 ; WX 550 ; N uni225F ; B 60 145 490 674 ;
+C -1 ; WX 550 ; N notequal ; B 60 -53 490 568 ;
+C -1 ; WX 550 ; N equivalence ; B 60 115 490 391 ;
+C -1 ; WX 550 ; N uni2262 ; B 60 -58 490 562 ;
+C -1 ; WX 550 ; N uni2263 ; B 60 57 490 446 ;
+C -1 ; WX 550 ; N lessequal ; B 40 0 470 429 ;
+C -1 ; WX 550 ; N greaterequal ; B 70 0 500 429 ;
+C -1 ; WX 550 ; N uni2266 ; B 40 0 470 530 ;
+C -1 ; WX 550 ; N uni2267 ; B 70 0 500 528 ;
+C -1 ; WX 550 ; N uni2268 ; B 40 -70 471 530 ;
+C -1 ; WX 550 ; N uni2269 ; B 70 -70 501 528 ;
+C -1 ; WX 769 ; N uni226A ; B 58 -43 678 489 ;
+C -1 ; WX 769 ; N uni226B ; B 61 -43 681 489 ;
+C -1 ; WX 256 ; N uni226C ; B 56 32 200 470 ;
+C -1 ; WX 550 ; N uni226D ; B 76 -53 475 567 ;
+C -1 ; WX 550 ; N uni226E ; B 58 -53 466 567 ;
+C -1 ; WX 550 ; N uni226F ; B 84 -53 492 567 ;
+C -1 ; WX 550 ; N uni2270 ; B 39 -97 470 524 ;
+C -1 ; WX 550 ; N uni2271 ; B 69 -90 500 530 ;
+C -1 ; WX 550 ; N uni2272 ; B 58 -59 467 429 ;
+C -1 ; WX 550 ; N uni2273 ; B 84 -59 492 427 ;
+C -1 ; WX 550 ; N uni2274 ; B 58 -92 467 528 ;
+C -1 ; WX 550 ; N uni2275 ; B 84 -92 492 529 ;
+C -1 ; WX 550 ; N uni2276 ; B 57 -59 466 534 ;
+C -1 ; WX 550 ; N uni2277 ; B 84 -60 493 534 ;
+C -1 ; WX 550 ; N uni2278 ; B 57 -156 466 607 ;
+C -1 ; WX 550 ; N uni2279 ; B 84 -157 493 607 ;
+C -1 ; WX 542 ; N uni227A ; B 58 83 449 424 ;
+C -1 ; WX 542 ; N uni227B ; B 93 83 484 424 ;
+C -1 ; WX 542 ; N uni227C ; B 58 3 449 424 ;
+C -1 ; WX 542 ; N uni227D ; B 93 4 484 424 ;
+C -1 ; WX 542 ; N uni227E ; B 57 -70 449 424 ;
+C -1 ; WX 542 ; N uni227F ; B 93 -70 485 424 ;
+C -1 ; WX 542 ; N uni2280 ; B 58 -39 449 581 ;
+C -1 ; WX 542 ; N uni2281 ; B 93 -76 484 544 ;
+C -1 ; WX 522 ; N propersubset ; B 37 71 483 424 ;
+C -1 ; WX 522 ; N propersuperset ; B 37 82 483 435 ;
+C -1 ; WX 522 ; N notsubset ; B 37 -65 484 555 ;
+C -1 ; WX 522 ; N uni2285 ; B 36 -65 483 555 ;
+C -1 ; WX 522 ; N reflexsubset ; B 37 0 493 456 ;
+C -1 ; WX 522 ; N reflexsuperset ; B 33 0 483 456 ;
+C -1 ; WX 522 ; N uni2288 ; B 36 -93 493 528 ;
+C -1 ; WX 522 ; N uni2289 ; B 33 -93 483 528 ;
+C -1 ; WX 522 ; N uni228A ; B 37 -78 493 456 ;
+C -1 ; WX 522 ; N uni228B ; B 33 -78 483 456 ;
+C -1 ; WX 489 ; N uni228C ; B 67 -10 422 429 ;
+C -1 ; WX 489 ; N uni228D ; B 67 -10 422 429 ;
+C -1 ; WX 489 ; N uni228E ; B 67 -10 422 429 ;
+C -1 ; WX 522 ; N uni228F ; B 41 75 483 430 ;
+C -1 ; WX 522 ; N uni2290 ; B 39 75 481 430 ;
+C -1 ; WX 522 ; N uni2291 ; B 41 0 483 458 ;
+C -1 ; WX 522 ; N uni2292 ; B 39 0 481 458 ;
+C -1 ; WX 489 ; N uni2293 ; B 67 0 422 442 ;
+C -1 ; WX 489 ; N uni2294 ; B 67 0 422 442 ;
+C -1 ; WX 564 ; N circleplus ; B 56 29 508 478 ;
+C -1 ; WX 564 ; N uni2296 ; B 56 29 508 478 ;
+C -1 ; WX 564 ; N circlemultiply ; B 56 29 508 478 ;
+C -1 ; WX 564 ; N uni2298 ; B 56 29 508 478 ;
+C -1 ; WX 564 ; N uni2299 ; B 56 29 508 478 ;
+C -1 ; WX 564 ; N uni229A ; B 56 29 508 478 ;
+C -1 ; WX 564 ; N uni229B ; B 56 29 508 478 ;
+C -1 ; WX 564 ; N uni229C ; B 56 29 508 478 ;
+C -1 ; WX 564 ; N uni229D ; B 56 29 508 478 ;
+C -1 ; WX 542 ; N uni229E ; B 56 37 486 466 ;
+C -1 ; WX 542 ; N uni229F ; B 56 37 486 466 ;
+C -1 ; WX 542 ; N uni22A0 ; B 56 37 486 466 ;
+C -1 ; WX 542 ; N uni22A1 ; B 56 37 486 466 ;
+C -1 ; WX 663 ; N uni22A2 ; B 60 -41 638 548 ;
+C -1 ; WX 663 ; N uni22A3 ; B 25 -41 603 548 ;
+C -1 ; WX 629 ; N uni22A4 ; B 20 -10 609 568 ;
+C -1 ; WX 629 ; N perpendicular ; B 20 0 609 578 ;
+C -1 ; WX 373 ; N uni22A6 ; B 60 -40 348 548 ;
+C -1 ; WX 373 ; N uni22A7 ; B 60 -40 348 548 ;
+C -1 ; WX 663 ; N uni22A8 ; B 60 -50 638 538 ;
+C -1 ; WX 523 ; N uni22A9 ; B 60 -50 498 538 ;
+C -1 ; WX 633 ; N uni22AA ; B 60 -50 608 538 ;
+C -1 ; WX 773 ; N uni22AB ; B 60 -50 748 538 ;
+C -1 ; WX 663 ; N uni22AC ; B 60 -63 638 557 ;
+C -1 ; WX 663 ; N uni22AD ; B 59 -63 638 557 ;
+C -1 ; WX 523 ; N uni22AE ; B 60 -63 498 557 ;
+C -1 ; WX 773 ; N uni22AF ; B 59 -63 748 557 ;
+C -1 ; WX 567 ; N uni22B2 ; B 58 107 472 398 ;
+C -1 ; WX 567 ; N uni22B3 ; B 95 107 509 398 ;
+C -1 ; WX 567 ; N uni22B4 ; B 43 40 473 424 ;
+C -1 ; WX 567 ; N uni22B5 ; B 94 40 524 424 ;
+C -1 ; WX 750 ; N uni22B6 ; B 44 149 706 358 ;
+C -1 ; WX 750 ; N uni22B7 ; B 44 149 706 358 ;
+C -1 ; WX 825 ; N uni22C0 ; B 40 -236 785 739 ;
+C -1 ; WX 825 ; N uni22C1 ; B 40 -236 785 739 ;
+C -1 ; WX 823 ; N uni22C2 ; B 39 -236 784 739 ;
+C -1 ; WX 823 ; N uni22C3 ; B 39 -236 784 739 ;
+C -1 ; WX 483 ; N uni22C4 ; B 26 37 457 469 ;
+C -1 ; WX 250 ; N dotmath ; B 71 199 179 307 ;
+C -1 ; WX 593 ; N uni22C6 ; B 83 74 510 479 ;
+C -1 ; WX 658 ; N uni22C8 ; B 65 96 593 409 ;
+C -1 ; WX 660 ; N uni22C9 ; B 65 81 595 424 ;
+C -1 ; WX 660 ; N uni22CA ; B 65 81 595 424 ;
+C -1 ; WX 550 ; N uni22CD ; B 60 143 490 373 ;
+C -1 ; WX 483 ; N uni22CE ; B 22 -3 461 448 ;
+C -1 ; WX 483 ; N uni22CF ; B 22 -3 461 448 ;
+C -1 ; WX 499 ; N uni22D6 ; B 58 -13 408 519 ;
+C -1 ; WX 499 ; N uni22D7 ; B 91 -13 441 519 ;
+C -1 ; WX 919 ; N uni22D8 ; B 58 -13 828 519 ;
+C -1 ; WX 919 ; N uni22D9 ; B 91 -13 861 519 ;
+C -1 ; WX 550 ; N uni22DA ; B 40 -24 470 732 ;
+C -1 ; WX 550 ; N uni22DB ; B 70 -24 500 730 ;
+C -1 ; WX 550 ; N uni22DC ; B 40 0 470 432 ;
+C -1 ; WX 550 ; N uni22DD ; B 70 0 500 432 ;
+C -1 ; WX 542 ; N uni22DE ; B 58 83 449 503 ;
+C -1 ; WX 542 ; N uni22DF ; B 93 83 484 504 ;
+C -1 ; WX 542 ; N uni22E0 ; B 58 -69 449 552 ;
+C -1 ; WX 542 ; N uni22E1 ; B 93 -69 484 551 ;
+C -1 ; WX 522 ; N uni22E2 ; B 41 -61 483 559 ;
+C -1 ; WX 522 ; N uni22E3 ; B 39 -61 481 560 ;
+C -1 ; WX 522 ; N uni22E4 ; B 41 -78 483 458 ;
+C -1 ; WX 522 ; N uni22E5 ; B 39 -78 481 458 ;
+C -1 ; WX 550 ; N uni22E6 ; B 58 -105 467 418 ;
+C -1 ; WX 550 ; N uni22E7 ; B 84 -115 492 416 ;
+C -1 ; WX 542 ; N uni22E8 ; B 57 -105 449 424 ;
+C -1 ; WX 542 ; N uni22E9 ; B 93 -115 485 424 ;
+C -1 ; WX 567 ; N uni22EA ; B 58 -40 473 580 ;
+C -1 ; WX 567 ; N uni22EB ; B 95 -38 509 583 ;
+C -1 ; WX 567 ; N uni22EC ; B 43 -83 473 537 ;
+C -1 ; WX 567 ; N uni22ED ; B 93 -76 524 544 ;
+C -1 ; WX 204 ; N uni22EE ; B 51 36 157 671 ;
+C -1 ; WX 757 ; N uni22EF ; B 71 199 687 307 ;
+C -1 ; WX 625 ; N uni22F0 ; B 80 17 546 483 ;
+C -1 ; WX 625 ; N uni22F1 ; B 80 20 546 486 ;
+C -1 ; WX 566 ; N uni2300 ; B 56 -58 511 477 ;
+C -1 ; WX 865 ; N house ; B 73 0 792 646 ;
+C -1 ; WX 679 ; N uni2303 ; B 112 362 553 702 ;
+C -1 ; WX 356 ; N uni2308 ; B 108 -193 325 703 ;
+C -1 ; WX 356 ; N uni2309 ; B 31 -193 248 703 ;
+C -1 ; WX 356 ; N uni230A ; B 108 -193 325 703 ;
+C -1 ; WX 356 ; N uni230B ; B 31 -193 248 703 ;
+C -1 ; WX 560 ; N revlogicalnot ; B 24 133 537 401 ;
+C -1 ; WX 399 ; N integraltp ; B 134 0 370 893 ;
+C -1 ; WX 399 ; N integralbt ; B -22 0 214 893 ;
+C -1 ; WX 991 ; N uni2322 ; B 40 160 951 393 ;
+C -1 ; WX 991 ; N uni2323 ; B 40 160 951 393 ;
+C -1 ; WX 874 ; N uni2326 ; B 73 0 845 429 ;
+C -1 ; WX 723 ; N uni2327 ; B 73 0 650 430 ;
+C -1 ; WX 451 ; N angleleft ; B 36 -153 341 679 ;
+C -1 ; WX 451 ; N angleright ; B 110 -154 415 678 ;
+C -1 ; WX 874 ; N uni232B ; B 29 0 801 430 ;
+C -1 ; WX 250 ; N uni237D ; B -104 -203 354 -22 ;
+C -1 ; WX 569 ; N uni2380 ; B 44 -12 525 623 ;
+C -1 ; WX 319 ; N uni239B ; B 44 0 307 893 ;
+C -1 ; WX 319 ; N uni239C ; B 44 -50 127 893 ;
+C -1 ; WX 319 ; N uni239D ; B 44 0 308 893 ;
+C -1 ; WX 319 ; N uni239E ; B 11 0 275 893 ;
+C -1 ; WX 319 ; N uni239F ; B 192 -50 275 893 ;
+C -1 ; WX 319 ; N uni23A0 ; B 12 0 275 893 ;
+C -1 ; WX 356 ; N uni23A1 ; B 108 0 325 893 ;
+C -1 ; WX 356 ; N uni23A2 ; B 108 -50 175 893 ;
+C -1 ; WX 356 ; N uni23A3 ; B 108 0 325 893 ;
+C -1 ; WX 356 ; N uni23A4 ; B 31 0 248 893 ;
+C -1 ; WX 356 ; N uni23A5 ; B 181 -50 248 893 ;
+C -1 ; WX 356 ; N uni23A6 ; B 31 0 248 893 ;
+C -1 ; WX 700 ; N uni23A7 ; B 310 0 594 431 ;
+C -1 ; WX 700 ; N uni23A8 ; B 158 0 390 893 ;
+C -1 ; WX 700 ; N uni23A9 ; B 310 0 594 431 ;
+C -1 ; WX 700 ; N uni23AA ; B 310 -20 390 431 ;
+C -1 ; WX 700 ; N uni23AB ; B 106 0 390 431 ;
+C -1 ; WX 700 ; N uni23AC ; B 310 0 542 893 ;
+C -1 ; WX 700 ; N uni23AD ; B 106 0 390 431 ;
+C -1 ; WX 700 ; N uni23AE ; B 310 -20 390 431 ;
+C -1 ; WX 500 ; N uni23AF ; B 0 239 500 291 ;
+C -1 ; WX 700 ; N uni23B0 ; B 106 -326 594 827 ;
+C -1 ; WX 700 ; N uni23B1 ; B 106 -326 594 827 ;
+C -1 ; WX 620 ; N uni23B4 ; B 0 554 620 771 ;
+C -1 ; WX 620 ; N uni23B5 ; B 0 -388 620 -171 ;
+C -1 ; WX 607 ; N uni23B7 ; B 35 -20 704 1665 ;
+C -1 ; WX 462 ; N uni23D0 ; B 205 -52 257 252 ;
+C -1 ; WX 527 ; N uni23D3 ; B 57 113 461 377 ;
+C -1 ; WX 620 ; N uni23DC ; B 0 553 620 703 ;
+C -1 ; WX 620 ; N uni23DD ; B 0 -322 620 -172 ;
+C -1 ; WX 620 ; N uni23DE ; B 0 554 620 692 ;
+C -1 ; WX 620 ; N uni23DF ; B 0 -310 620 -172 ;
+C -1 ; WX 250 ; N uni2423 ; B -17 -203 267 -22 ;
+C -1 ; WX 759 ; N uni2460 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni2461 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni2462 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni2463 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni2464 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni2465 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni2466 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni2467 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni2468 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni2469 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni246A ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni246B ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni246C ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni246D ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni246E ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni246F ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni2470 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni2471 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni2472 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni2473 ; B 49 -16 709 646 ;
+C -1 ; WX 844 ; N uni2474 ; B 56 -79 775 620 ;
+C -1 ; WX 844 ; N uni2475 ; B 50 -79 771 620 ;
+C -1 ; WX 844 ; N uni2476 ; B 58 -79 778 620 ;
+C -1 ; WX 844 ; N uni2477 ; B 66 -79 788 620 ;
+C -1 ; WX 844 ; N uni2478 ; B 58 -79 786 620 ;
+C -1 ; WX 844 ; N uni2479 ; B 57 -79 778 620 ;
+C -1 ; WX 844 ; N uni247A ; B 45 -79 805 620 ;
+C -1 ; WX 844 ; N uni247B ; B 65 -79 786 620 ;
+C -1 ; WX 844 ; N uni247C ; B 59 -79 788 620 ;
+C -1 ; WX 1235 ; N uni247D ; B 64 -79 1165 620 ;
+C -1 ; WX 1235 ; N uni247E ; B 70 -79 1167 620 ;
+C -1 ; WX 1235 ; N uni247F ; B 70 -79 1167 620 ;
+C -1 ; WX 1235 ; N uni2480 ; B 70 -79 1167 620 ;
+C -1 ; WX 1235 ; N uni2481 ; B 70 -79 1167 620 ;
+C -1 ; WX 1235 ; N uni2482 ; B 70 -79 1167 620 ;
+C -1 ; WX 1235 ; N uni2483 ; B 70 -79 1167 620 ;
+C -1 ; WX 1235 ; N uni2484 ; B 60 -79 1157 620 ;
+C -1 ; WX 1235 ; N uni2485 ; B 70 -79 1167 620 ;
+C -1 ; WX 1235 ; N uni2486 ; B 65 -79 1162 620 ;
+C -1 ; WX 1235 ; N uni2487 ; B 68 -79 1165 620 ;
+C -1 ; WX 759 ; N uni24B6 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24B7 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24B8 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24B9 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24BA ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24BB ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24BC ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24BD ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24BE ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24BF ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24C0 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24C1 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24C2 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24C3 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24C4 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24C5 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24C6 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24C7 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24C8 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24C9 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24CA ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24CB ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24CC ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24CD ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24CE ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24CF ; B 49 -16 709 646 ;
+C -1 ; WX 758 ; N uni24D0 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24D1 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24D2 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24D3 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24D4 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24D5 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24D6 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24D7 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24D8 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24D9 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24DA ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24DB ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24DC ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24DD ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24DE ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24DF ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24E0 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24E1 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24E2 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24E3 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24E4 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24E5 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24E6 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24E7 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24E8 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24E9 ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24EA ; B 49 -16 709 646 ;
+C -1 ; WX 759 ; N uni24EB ; B 49 -15 707 646 ;
+C -1 ; WX 759 ; N uni24EC ; B 49 -15 707 646 ;
+C -1 ; WX 759 ; N uni24ED ; B 49 -15 707 646 ;
+C -1 ; WX 759 ; N uni24EE ; B 49 -15 707 646 ;
+C -1 ; WX 759 ; N uni24EF ; B 49 -15 707 646 ;
+C -1 ; WX 759 ; N uni24F0 ; B 49 -15 707 646 ;
+C -1 ; WX 759 ; N uni24F1 ; B 49 -15 707 646 ;
+C -1 ; WX 759 ; N uni24F2 ; B 49 -15 707 646 ;
+C -1 ; WX 759 ; N uni24F3 ; B 49 -15 707 646 ;
+C -1 ; WX 759 ; N uni24F4 ; B 49 -15 707 646 ;
+C -1 ; WX 777 ; N uni24F5 ; B 43 -16 733 670 ;
+C -1 ; WX 779 ; N uni24F6 ; B 43 -15 733 670 ;
+C -1 ; WX 777 ; N uni24F7 ; B 43 -16 733 670 ;
+C -1 ; WX 777 ; N uni24F8 ; B 43 -15 733 670 ;
+C -1 ; WX 777 ; N uni24F9 ; B 43 -15 733 670 ;
+C -1 ; WX 777 ; N uni24FA ; B 43 -16 733 670 ;
+C -1 ; WX 777 ; N uni24FB ; B 43 -15 733 670 ;
+C -1 ; WX 777 ; N uni24FC ; B 43 -15 733 670 ;
+C -1 ; WX 777 ; N uni24FD ; B 43 -15 733 670 ;
+C -1 ; WX 787 ; N uni24FE ; B 43 -16 733 670 ;
+C -1 ; WX 759 ; N uni24FF ; B 49 -15 707 646 ;
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+C -1 ; WX 572 ; N u1D492 ; B 76 -234 550 458 ;
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+C -1 ; WX 417 ; N u1D494 ; B 65 -12 427 444 ;
+C -1 ; WX 367 ; N u1D495 ; B 103 -10 416 573 ;
+C -1 ; WX 561 ; N u1D496 ; B 79 -10 570 444 ;
+C -1 ; WX 477 ; N u1D497 ; B 92 -12 530 444 ;
+C -1 ; WX 702 ; N u1D498 ; B 102 -12 735 444 ;
+C -1 ; WX 517 ; N u1D499 ; B 26 -11 568 440 ;
+C -1 ; WX 510 ; N u1D49A ; B 15 -232 550 444 ;
+C -1 ; WX 457 ; N u1D49B ; B 46 -15 489 457 ;
+C -1 ; WX 805 ; N u1D538 ; B 2 -3 800 658 ;
+C -1 ; WX 680 ; N u1D539 ; B 14 -2 639 647 ;
+C -1 ; WX 744 ; N u1D53B ; B 14 -2 696 647 ;
+C -1 ; WX 633 ; N u1D53C ; B 5 -2 606 649 ;
+C -1 ; WX 575 ; N u1D53D ; B 5 -2 554 649 ;
+C -1 ; WX 695 ; N u1D53E ; B 31 -11 676 658 ;
+C -1 ; WX 388 ; N u1D540 ; B 14 -2 373 647 ;
+C -1 ; WX 421 ; N u1D541 ; B -68 -172 395 647 ;
+C -1 ; WX 737 ; N u1D542 ; B 14 -3 722 647 ;
+C -1 ; WX 610 ; N u1D543 ; B 12 -2 595 647 ;
+C -1 ; WX 979 ; N u1D544 ; B 15 -6 955 647 ;
+C -1 ; WX 703 ; N u1D546 ; B 37 -10 666 658 ;
+C -1 ; WX 474 ; N u1D54A ; B 27 -10 445 658 ;
+C -1 ; WX 682 ; N u1D54B ; B 7 -2 672 659 ;
+C -1 ; WX 752 ; N u1D54C ; B 5 -12 747 647 ;
+C -1 ; WX 754 ; N u1D54D ; B 0 -13 750 647 ;
+C -1 ; WX 1078 ; N u1D54E ; B 1 -12 1076 647 ;
+C -1 ; WX 798 ; N u1D54F ; B 3 -2 789 647 ;
+C -1 ; WX 676 ; N u1D550 ; B 0 -2 667 647 ;
+C -1 ; WX 551 ; N u1D552 ; B 36 -20 549 445 ;
+C -1 ; WX 589 ; N u1D553 ; B 7 -12 552 698 ;
+C -1 ; WX 428 ; N u1D554 ; B 37 -10 398 439 ;
+C -1 ; WX 602 ; N u1D555 ; B 39 -13 598 698 ;
+C -1 ; WX 447 ; N u1D556 ; B 36 -10 407 438 ;
+C -1 ; WX 423 ; N u1D557 ; B 21 -2 445 707 ;
+C -1 ; WX 498 ; N u1D558 ; B 36 -238 420 442 ;
+C -1 ; WX 633 ; N u1D559 ; B 14 -2 622 698 ;
+C -1 ; WX 365 ; N u1D55A ; B 25 -2 352 647 ;
+C -1 ; WX 366 ; N u1D55B ; B -48 -225 290 647 ;
+C -1 ; WX 608 ; N u1D55C ; B 14 -2 604 698 ;
+C -1 ; WX 360 ; N u1D55D ; B 23 -2 347 698 ;
+C -1 ; WX 886 ; N u1D55E ; B 19 -2 877 442 ;
+C -1 ; WX 638 ; N u1D55F ; B 21 -2 625 442 ;
+C -1 ; WX 504 ; N u1D560 ; B 41 -10 463 439 ;
+C -1 ; WX 615 ; N u1D561 ; B 3 -234 577 442 ;
+C -1 ; WX 599 ; N u1D562 ; B 34 -234 598 442 ;
+C -1 ; WX 468 ; N u1D563 ; B 21 -2 454 442 ;
+C -1 ; WX 436 ; N u1D564 ; B 48 -10 396 440 ;
+C -1 ; WX 412 ; N u1D565 ; B 25 -17 397 582 ;
+C -1 ; WX 627 ; N u1D566 ; B 21 -13 616 436 ;
+C -1 ; WX 611 ; N u1D567 ; B 6 -13 574 431 ;
+C -1 ; WX 830 ; N u1D568 ; B 8 -13 823 431 ;
+C -1 ; WX 687 ; N u1D569 ; B 16 -2 662 431 ;
+C -1 ; WX 588 ; N u1D56A ; B 11 -232 581 431 ;
+C -1 ; WX 566 ; N u1D56B ; B 37 -3 546 439 ;
+C -1 ; WX 629 ; N u1D5A0 ; B 15 -3 613 658 ;
+C -1 ; WX 616 ; N u1D5A1 ; B 94 -3 554 648 ;
+C -1 ; WX 677 ; N u1D5A2 ; B 52 -10 613 658 ;
+C -1 ; WX 710 ; N u1D5A3 ; B 94 -3 658 648 ;
+C -1 ; WX 538 ; N u1D5A4 ; B 94 -3 482 648 ;
+C -1 ; WX 504 ; N u1D5A5 ; B 94 -3 472 648 ;
+C -1 ; WX 717 ; N u1D5A6 ; B 52 -10 642 658 ;
+C -1 ; WX 726 ; N u1D5A7 ; B 94 -3 632 648 ;
+C -1 ; WX 294 ; N u1D5A8 ; B 94 -3 200 648 ;
+C -1 ; WX 320 ; N u1D5A9 ; B -41 -172 236 648 ;
+C -1 ; WX 629 ; N u1D5AA ; B 93 -3 607 649 ;
+C -1 ; WX 515 ; N u1D5AB ; B 95 -3 483 648 ;
+C -1 ; WX 886 ; N u1D5AC ; B 64 -4 820 662 ;
+C -1 ; WX 718 ; N u1D5AD ; B 98 -10 632 648 ;
+C -1 ; WX 741 ; N u1D5AE ; B 52 -10 689 658 ;
+C -1 ; WX 559 ; N u1D5AF ; B 94 -3 519 652 ;
+C -1 ; WX 741 ; N u1D5B0 ; B 52 -140 811 659 ;
+C -1 ; WX 600 ; N u1D5B1 ; B 93 -3 575 652 ;
+C -1 ; WX 506 ; N u1D5B2 ; B 50 -10 452 658 ;
+C -1 ; WX 540 ; N u1D5B3 ; B 15 -3 525 648 ;
+C -1 ; WX 692 ; N u1D5B4 ; B 94 -10 608 648 ;
+C -1 ; WX 631 ; N u1D5B5 ; B 15 -11 613 648 ;
+C -1 ; WX 951 ; N u1D5B6 ; B 16 -11 933 648 ;
+C -1 ; WX 581 ; N u1D5B7 ; B 23 -4 564 648 ;
+C -1 ; WX 582 ; N u1D5B8 ; B 16 -3 564 648 ;
+C -1 ; WX 622 ; N u1D5B9 ; B 43 -3 577 651 ;
+C -1 ; WX 481 ; N u1D5BA ; B 44 -10 468 439 ;
+C -1 ; WX 504 ; N u1D5BB ; B 70 -10 471 698 ;
+C -1 ; WX 429 ; N u1D5BC ; B 38 -10 386 439 ;
+C -1 ; WX 530 ; N u1D5BD ; B 51 -10 458 698 ;
+C -1 ; WX 453 ; N u1D5BE ; B 34 -11 413 439 ;
+C -1 ; WX 323 ; N u1D5BF ; B 19 -3 323 698 ;
+C -1 ; WX 499 ; N u1D5C0 ; B 31 -237 473 449 ;
+C -1 ; WX 549 ; N u1D5C1 ; B 81 -3 476 698 ;
+C -1 ; WX 260 ; N u1D5C2 ; B 80 -3 182 648 ;
+C -1 ; WX 272 ; N u1D5C3 ; B -41 -216 192 648 ;
+C -1 ; WX 503 ; N u1D5C4 ; B 81 -3 496 699 ;
+C -1 ; WX 252 ; N u1D5C5 ; B 81 -3 179 698 ;
+C -1 ; WX 807 ; N u1D5C6 ; B 73 -3 741 439 ;
+C -1 ; WX 539 ; N u1D5C7 ; B 74 -3 469 439 ;
+C -1 ; WX 500 ; N u1D5C8 ; B 38 -10 462 439 ;
+C -1 ; WX 523 ; N u1D5C9 ; B 73 -235 473 439 ;
+C -1 ; WX 522 ; N u1D5CA ; B 49 -235 449 439 ;
+C -1 ; WX 355 ; N u1D5CB ; B 78 -3 337 439 ;
+C -1 ; WX 396 ; N u1D5CC ; B 33 -10 354 439 ;
+C -1 ; WX 340 ; N u1D5CD ; B 19 -11 297 585 ;
+C -1 ; WX 537 ; N u1D5CE ; B 74 -10 464 432 ;
+C -1 ; WX 462 ; N u1D5CF ; B 20 -3 442 433 ;
+C -1 ; WX 722 ; N u1D5D0 ; B 20 -4 703 433 ;
+C -1 ; WX 455 ; N u1D5D1 ; B 23 -3 431 432 ;
+C -1 ; WX 506 ; N u1D5D2 ; B 28 -237 478 433 ;
+C -1 ; WX 416 ; N u1D5D3 ; B 20 -4 395 436 ;
+C -1 ; WX 701 ; N u1D5D4 ; B 19 -3 679 653 ;
+C -1 ; WX 675 ; N u1D5D5 ; B 91 -3 634 648 ;
+C -1 ; WX 706 ; N u1D5D6 ; B 52 -11 653 658 ;
+C -1 ; WX 761 ; N u1D5D7 ; B 89 -3 709 648 ;
+C -1 ; WX 594 ; N u1D5D8 ; B 84 -3 546 648 ;
+C -1 ; WX 554 ; N u1D5D9 ; B 86 -3 533 648 ;
+C -1 ; WX 753 ; N u1D5DA ; B 51 -10 687 658 ;
+C -1 ; WX 764 ; N u1D5DB ; B 81 -3 683 648 ;
+C -1 ; WX 330 ; N u1D5DC ; B 81 -3 249 648 ;
+C -1 ; WX 375 ; N u1D5DD ; B -51 -201 294 648 ;
+C -1 ; WX 712 ; N u1D5DE ; B 81 -3 707 648 ;
+C -1 ; WX 588 ; N u1D5DF ; B 92 -3 543 648 ;
+C -1 ; WX 921 ; N u1D5E0 ; B 29 -3 881 653 ;
+C -1 ; WX 748 ; N u1D5E1 ; B 80 -3 677 648 ;
+C -1 ; WX 799 ; N u1D5E2 ; B 52 -10 747 658 ;
+C -1 ; WX 598 ; N u1D5E3 ; B 81 -3 573 652 ;
+C -1 ; WX 799 ; N u1D5E4 ; B 52 -144 811 659 ;
+C -1 ; WX 687 ; N u1D5E5 ; B 90 -4 662 652 ;
+C -1 ; WX 542 ; N u1D5E6 ; B 27 -10 483 658 ;
+C -1 ; WX 602 ; N u1D5E7 ; B 15 -3 587 648 ;
+C -1 ; WX 719 ; N u1D5E8 ; B 76 -10 642 648 ;
+C -1 ; WX 672 ; N u1D5E9 ; B 15 -7 654 648 ;
+C -1 ; WX 1043 ; N u1D5EA ; B 15 -7 1025 649 ;
+C -1 ; WX 672 ; N u1D5EB ; B 11 -4 661 648 ;
+C -1 ; WX 653 ; N u1D5EC ; B 16 -3 626 649 ;
+C -1 ; WX 645 ; N u1D5ED ; B 2 -4 618 651 ;
+C -1 ; WX 516 ; N u1D5EE ; B 34 -10 508 439 ;
+C -1 ; WX 586 ; N u1D5EF ; B 73 -11 548 699 ;
+C -1 ; WX 472 ; N u1D5F0 ; B 42 -10 439 439 ;
+C -1 ; WX 591 ; N u1D5F1 ; B 44 -10 524 698 ;
+C -1 ; WX 508 ; N u1D5F2 ; B 35 -10 464 439 ;
+C -1 ; WX 366 ; N u1D5F3 ; B 17 -4 416 698 ;
+C -1 ; WX 561 ; N u1D5F4 ; B 32 -239 530 439 ;
+C -1 ; WX 606 ; N u1D5F5 ; B 74 -3 528 698 ;
+C -1 ; WX 312 ; N u1D5F6 ; B 80 -3 232 676 ;
+C -1 ; WX 350 ; N u1D5F7 ; B -35 -232 269 676 ;
+C -1 ; WX 582 ; N u1D5F8 ; B 74 -3 575 698 ;
+C -1 ; WX 304 ; N u1D5F9 ; B 74 -3 230 698 ;
+C -1 ; WX 892 ; N u1D5FA ; B 68 -3 816 439 ;
+C -1 ; WX 600 ; N u1D5FB ; B 69 -3 523 439 ;
+C -1 ; WX 566 ; N u1D5FC ; B 41 -10 525 439 ;
+C -1 ; WX 585 ; N u1D5FD ; B 69 -235 543 439 ;
+C -1 ; WX 595 ; N u1D5FE ; B 53 -235 526 439 ;
+C -1 ; WX 421 ; N u1D5FF ; B 78 -3 401 439 ;
+C -1 ; WX 419 ; N u1D600 ; B 38 -10 379 439 ;
+C -1 ; WX 354 ; N u1D601 ; B 14 -10 341 578 ;
+C -1 ; WX 591 ; N u1D602 ; B 65 -10 521 432 ;
+C -1 ; WX 550 ; N u1D603 ; B 20 -3 530 432 ;
+C -1 ; WX 811 ; N u1D604 ; B 18 -4 794 432 ;
+C -1 ; WX 534 ; N u1D605 ; B 19 -3 514 432 ;
+C -1 ; WX 539 ; N u1D606 ; B 20 -238 519 432 ;
+C -1 ; WX 484 ; N u1D607 ; B 21 -3 453 435 ;
+C -1 ; WX 633 ; N u1D608 ; B 17 -3 615 658 ;
+C -1 ; WX 592 ; N u1D609 ; B 93 -3 583 649 ;
+C -1 ; WX 650 ; N u1D60A ; B 95 -10 695 658 ;
+C -1 ; WX 682 ; N u1D60B ; B 91 -3 713 648 ;
+C -1 ; WX 522 ; N u1D60C ; B 86 -3 602 648 ;
+C -1 ; WX 477 ; N u1D60D ; B 88 -3 604 648 ;
+C -1 ; WX 681 ; N u1D60E ; B 99 -10 711 658 ;
+C -1 ; WX 690 ; N u1D60F ; B 93 -3 735 648 ;
+C -1 ; WX 293 ; N u1D610 ; B 96 -3 340 648 ;
+C -1 ; WX 311 ; N u1D611 ; B -73 -172 362 648 ;
+C -1 ; WX 607 ; N u1D612 ; B 96 -3 713 648 ;
+C -1 ; WX 506 ; N u1D613 ; B 93 -3 475 648 ;
+C -1 ; WX 833 ; N u1D614 ; B 50 -4 836 662 ;
+C -1 ; WX 650 ; N u1D615 ; B 71 -10 738 648 ;
+C -1 ; WX 691 ; N u1D616 ; B 98 -11 729 658 ;
+C -1 ; WX 522 ; N u1D617 ; B 93 -3 604 652 ;
+C -1 ; WX 701 ; N u1D618 ; B 98 -141 764 658 ;
+C -1 ; WX 579 ; N u1D619 ; B 93 -4 597 652 ;
+C -1 ; WX 485 ; N u1D61A ; B 45 -10 534 658 ;
+C -1 ; WX 540 ; N u1D61B ; B 137 -3 663 648 ;
+C -1 ; WX 651 ; N u1D61C ; B 127 -10 712 648 ;
+C -1 ; WX 601 ; N u1D61D ; B 153 -11 721 648 ;
+C -1 ; WX 903 ; N u1D61E ; B 155 -11 1023 648 ;
+C -1 ; WX 571 ; N u1D61F ; B 22 -3 676 648 ;
+C -1 ; WX 591 ; N u1D620 ; B 153 -3 702 649 ;
+C -1 ; WX 604 ; N u1D621 ; B 25 -3 715 651 ;
+C -1 ; WX 474 ; N u1D622 ; B 60 -10 479 436 ;
+C -1 ; WX 491 ; N u1D623 ; B 63 -11 508 698 ;
+C -1 ; WX 395 ; N u1D624 ; B 76 -11 439 439 ;
+C -1 ; WX 494 ; N u1D625 ; B 73 -11 575 698 ;
+C -1 ; WX 427 ; N u1D626 ; B 77 -11 444 439 ;
+C -1 ; WX 318 ; N u1D627 ; B -110 -231 506 698 ;
+C -1 ; WX 458 ; N u1D628 ; B 1 -238 503 533 ;
+C -1 ; WX 514 ; N u1D629 ; B 67 -3 500 698 ;
+C -1 ; WX 268 ; N u1D62A ; B 83 -3 308 651 ;
+C -1 ; WX 282 ; N u1D62B ; B -68 -213 322 651 ;
+C -1 ; WX 462 ; N u1D62C ; B 67 -3 523 698 ;
+C -1 ; WX 261 ; N u1D62D ; B 91 -10 308 698 ;
+C -1 ; WX 752 ; N u1D62E ; B 65 -3 750 439 ;
+C -1 ; WX 504 ; N u1D62F ; B 66 -3 503 439 ;
+C -1 ; WX 490 ; N u1D630 ; B 74 -10 506 440 ;
+C -1 ; WX 506 ; N u1D631 ; B 15 -235 513 439 ;
+C -1 ; WX 488 ; N u1D632 ; B 74 -235 512 443 ;
+C -1 ; WX 347 ; N u1D633 ; B 71 -3 422 439 ;
+C -1 ; WX 366 ; N u1D634 ; B 34 -10 394 439 ;
+C -1 ; WX 302 ; N u1D635 ; B 99 -11 373 578 ;
+C -1 ; WX 514 ; N u1D636 ; B 105 -10 529 432 ;
+C -1 ; WX 414 ; N u1D637 ; B 109 -3 489 432 ;
+C -1 ; WX 664 ; N u1D638 ; B 110 -4 738 432 ;
+C -1 ; WX 455 ; N u1D639 ; B 17 -3 533 432 ;
+C -1 ; WX 486 ; N u1D63A ; B 43 -237 560 433 ;
+C -1 ; WX 416 ; N u1D63B ; B 20 -4 487 436 ;
+C -1 ; WX 276 ; N u1D6A4 ; B 107 -10 287 436 ;
+C -1 ; WX 259 ; N u1D6A5 ; B -78 -196 271 437 ;
+C -1 ; WX 699 ; N u1D6A8 ; B 2 -1 697 658 ;
+C -1 ; WX 620 ; N u1D6A9 ; B 22 0 577 647 ;
+C -1 ; WX 511 ; N u1D6AA ; B 22 -1 512 646 ;
+C -1 ; WX 692 ; N u1D6AB ; B 28 -2 658 651 ;
+C -1 ; WX 562 ; N u1D6AC ; B 24 0 542 646 ;
+C -1 ; WX 624 ; N u1D6AD ; B 20 0 598 658 ;
+C -1 ; WX 723 ; N u1D6AE ; B 22 -2 702 647 ;
+C -1 ; WX 730 ; N u1D6AF ; B 37 -10 694 658 ;
+C -1 ; WX 319 ; N u1D6B0 ; B 22 -2 298 647 ;
+C -1 ; WX 660 ; N u1D6B1 ; B 22 -2 658 647 ;
+C -1 ; WX 636 ; N u1D6B2 ; B 0 0 637 658 ;
+C -1 ; WX 853 ; N u1D6B3 ; B 24 -12 831 646 ;
+C -1 ; WX 710 ; N u1D6B4 ; B 22 -12 687 646 ;
+C -1 ; WX 648 ; N u1D6B5 ; B 53 -4 601 650 ;
+C -1 ; WX 730 ; N u1D6B6 ; B 37 -10 694 658 ;
+C -1 ; WX 750 ; N u1D6B7 ; B 17 -1 733 646 ;
+C -1 ; WX 550 ; N u1D6B8 ; B 22 -2 533 654 ;
+C -1 ; WX 730 ; N u1D6B9 ; B 37 -10 694 658 ;
+C -1 ; WX 615 ; N u1D6BA ; B 9 -1 577 646 ;
+C -1 ; WX 597 ; N u1D6BB ; B 8 -2 590 673 ;
+C -1 ; WX 617 ; N u1D6BC ; B 0 -1 617 647 ;
+C -1 ; WX 709 ; N u1D6BD ; B 37 -1 673 646 ;
+C -1 ; WX 708 ; N u1D6BE ; B 5 -2 704 646 ;
+C -1 ; WX 749 ; N u1D6BF ; B 22 -1 728 646 ;
+C -1 ; WX 729 ; N u1D6C0 ; B 44 0 685 658 ;
+C -1 ; WX 692 ; N u1D6C1 ; B 28 -2 658 651 ;
+C -1 ; WX 638 ; N u1D6C2 ; B 36 -12 627 448 ;
+C -1 ; WX 542 ; N u1D6C3 ; B 74 -233 506 698 ;
+C -1 ; WX 550 ; N u1D6C4 ; B 8 -263 521 445 ;
+C -1 ; WX 540 ; N u1D6C5 ; B 44 -12 505 698 ;
+C -1 ; WX 435 ; N u1D6C6 ; B 44 -12 397 445 ;
+C -1 ; WX 496 ; N u1D6C7 ; B 61 -204 464 672 ;
+C -1 ; WX 561 ; N u1D6C8 ; B 34 -237 508 447 ;
+C -1 ; WX 498 ; N u1D6C9 ; B 29 -12 469 681 ;
+C -1 ; WX 328 ; N u1D6CA ; B 34 -12 329 447 ;
+C -1 ; WX 530 ; N u1D6CB ; B 26 -28 511 447 ;
+C -1 ; WX 581 ; N u1D6CC ; B 16 -15 570 698 ;
+C -1 ; WX 529 ; N u1D6CD ; B 36 -232 518 448 ;
+C -1 ; WX 517 ; N u1D6CE ; B 11 -12 490 445 ;
+C -1 ; WX 460 ; N u1D6CF ; B 45 -209 438 664 ;
+C -1 ; WX 519 ; N u1D6D0 ; B 34 -10 485 444 ;
+C -1 ; WX 607 ; N u1D6D1 ; B 23 -12 580 459 ;
+C -1 ; WX 561 ; N u1D6D2 ; B 53 -248 528 445 ;
+C -1 ; WX 479 ; N u1D6D3 ; B 28 -222 451 445 ;
+C -1 ; WX 594 ; N u1D6D4 ; B 38 -12 572 465 ;
+C -1 ; WX 463 ; N u1D6D5 ; B 24 -12 434 459 ;
+C -1 ; WX 530 ; N u1D6D6 ; B 27 -12 499 445 ;
+C -1 ; WX 646 ; N u1D6D7 ; B 41 -237 614 446 ;
+C -1 ; WX 549 ; N u1D6D8 ; B 20 -190 538 448 ;
+C -1 ; WX 687 ; N u1D6D9 ; B 33 -220 628 538 ;
+C -1 ; WX 736 ; N u1D6DA ; B 37 -12 700 456 ;
+C -1 ; WX 481 ; N u1D6DB ; B 43 -11 453 617 ;
+C -1 ; WX 446 ; N u1D6DC ; B 29 -12 418 445 ;
+C -1 ; WX 618 ; N u1D6DD ; B 28 -12 596 681 ;
+C -1 ; WX 532 ; N u1D6DE ; B 10 -17 520 411 ;
+C -1 ; WX 604 ; N u1D6DF ; B 28 -220 576 647 ;
+C -1 ; WX 488 ; N u1D6E0 ; B 27 -249 462 445 ;
+C -1 ; WX 789 ; N u1D6E1 ; B 17 -12 740 456 ;
+C -1 ; WX 667 ; N u1D6E2 ; B 3 -2 667 659 ;
+C -1 ; WX 557 ; N u1D6E3 ; B 15 -2 562 648 ;
+C -1 ; WX 516 ; N u1D6E4 ; B 12 -2 614 645 ;
+C -1 ; WX 636 ; N u1D6E5 ; B 21 -2 609 651 ;
+C -1 ; WX 526 ; N u1D6E6 ; B 11 -2 553 649 ;
+C -1 ; WX 578 ; N u1D6E7 ; B 40 -2 674 658 ;
+C -1 ; WX 673 ; N u1D6E8 ; B 18 -3 778 647 ;
+C -1 ; WX 668 ; N u1D6E9 ; B 87 -11 707 658 ;
+C -1 ; WX 280 ; N u1D6EA ; B 18 -3 388 647 ;
+C -1 ; WX 637 ; N u1D6EB ; B 18 -3 722 647 ;
+C -1 ; WX 621 ; N u1D6EC ; B -10 0 612 660 ;
+C -1 ; WX 804 ; N u1D6ED ; B 16 -6 874 647 ;
+C -1 ; WX 666 ; N u1D6EE ; B 12 -10 788 647 ;
+C -1 ; WX 648 ; N u1D6EF ; B 59 -4 708 650 ;
+C -1 ; WX 668 ; N u1D6F0 ; B 87 -11 707 658 ;
+C -1 ; WX 691 ; N u1D6F1 ; B 17 -1 789 646 ;
+C -1 ; WX 499 ; N u1D6F2 ; B 16 -2 575 655 ;
+C -1 ; WX 693 ; N u1D6F3 ; B 85 -12 726 657 ;
+C -1 ; WX 594 ; N u1D6F4 ; B 9 0 629 646 ;
+C -1 ; WX 544 ; N u1D6F5 ; B 111 -2 657 659 ;
+C -1 ; WX 552 ; N u1D6F6 ; B 122 -2 664 647 ;
+C -1 ; WX 670 ; N u1D6F7 ; B 91 -1 694 647 ;
+C -1 ; WX 628 ; N u1D6F8 ; B 2 -2 732 647 ;
+C -1 ; WX 687 ; N u1D6F9 ; B 128 -1 772 647 ;
+C -1 ; WX 693 ; N u1D6FA ; B 49 0 721 661 ;
+C -1 ; WX 584 ; N u1D6FB ; B 126 -13 692 603 ;
+C -1 ; WX 522 ; N u1D6FC ; B 66 -12 588 442 ;
+C -1 ; WX 472 ; N u1D6FD ; B -4 -235 527 698 ;
+C -1 ; WX 458 ; N u1D6FE ; B 106 -235 553 442 ;
+C -1 ; WX 450 ; N u1D6FF ; B 72 -12 517 698 ;
+C -1 ; WX 369 ; N u1D700 ; B 64 -12 413 442 ;
+C -1 ; WX 402 ; N u1D701 ; B 74 -229 523 698 ;
+C -1 ; WX 490 ; N u1D702 ; B 89 -235 484 439 ;
+C -1 ; WX 447 ; N u1D703 ; B 94 -12 510 698 ;
+C -1 ; WX 258 ; N u1D704 ; B 88 -10 268 439 ;
+C -1 ; WX 506 ; N u1D705 ; B 90 -10 535 439 ;
+C -1 ; WX 494 ; N u1D706 ; B 21 -12 499 698 ;
+C -1 ; WX 451 ; N u1D707 ; B -13 -235 475 439 ;
+C -1 ; WX 440 ; N u1D708 ; B 107 -12 500 442 ;
+C -1 ; WX 391 ; N u1D709 ; B 70 -228 495 698 ;
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+KPX X U 24
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+KPX X Cacute -24
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+KPX X Q -24
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+KPX Y U 24
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+KPX Y dotlessi -40
+KPX Y z -40
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+KPX Y n -40
+KPX Y m -40
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+KPX Y aogonek -60
+KPX Y oslash -60
+KPX Y oacute -60
+KPX Y eacute -60
+KPX Y ae -60
+KPX Y aacute -60
+KPX Y s -60
+KPX Y g -60
+KPX Y a -60
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+KPX Y c_k -71
+KPX Y uni01DD -71
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+KPX Y eogonek -71
+KPX Y ccedilla -71
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+KPX Y d -71
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+KPX Y twodotenleader -44
+KPX Y onedotenleader -44
+KPX Y quotesinglbase -44
+KPX Y period -44
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+KPX Y yacute -44
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+KPX bracketleft Adieresis.alt -24
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+KPX bracketleft Cacute -10
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+KPX bracketleft Oacute -10
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+KPX underscore Otilde -10
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+KPX underscore Oacute -10
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+KPX underscore Q -10
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+KPX underscore Wacute -73
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+KPX underscore W -73
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+KPX underscore Yacute -73
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+KPX b Adieresis -20
+KPX b uni0226 -20
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+KPX b uni0200 -20
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+KPX b uni01E2 -20
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+KPX b uni01DE -20
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+KPX b Amacron -20
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+KPX b Aring -20
+KPX b Adieresis.alt -20
+KPX b Atilde -20
+KPX b Acircumflex -20
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+KPX b quotedblright -20
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+KPX b quotereversed -20
+KPX b quoteright -20
+KPX b quoteleft -20
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+KPX b quotesingle -20
+KPX b quotedbl -20
+KPX b uniE0EA -44
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+KPX b Wacute -44
+KPX b Wgrave -44
+KPX b Wcircumflex -44
+KPX b W -44
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+KPX b Ydieresis -37
+KPX b Yacute -37
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+KPX b uni021A -29
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+KPX b T -29
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+KPX e ccedilla 7
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+KPX e twodotenleader -10
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+KPX e period -10
+KPX e comma -10
+KPX e Adieresis -40
+KPX e uni0226 -40
+KPX e uni0202 -40
+KPX e uni0200 -40
+KPX e AEacute -40
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+KPX e uni01E2 -40
+KPX e uni01E0 -40
+KPX e uni01DE -40
+KPX e uni01CD -40
+KPX e Aogonek -40
+KPX e Abreve -40
+KPX e Amacron -40
+KPX e AE -40
+KPX e Aring -40
+KPX e Adieresis.alt -40
+KPX e Atilde -40
+KPX e Acircumflex -40
+KPX e Aacute -40
+KPX e Agrave -40
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+KPX e quotedblright -24
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+KPX e quotesingle -24
+KPX e quotedbl -24
+KPX e x -7
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+KPX e wacute -7
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+KPX e wcircumflex -7
+KPX e ydieresis -7
+KPX e yacute -7
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+KPX e w -7
+KPX e v -7
+KPX e uniE0EA -54
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+KPX e Wdieresis -54
+KPX e Wacute -54
+KPX e Wgrave -54
+KPX e Wcircumflex -54
+KPX e W -54
+KPX e V -54
+KPX e Ydieresis -54
+KPX e Yacute -54
+KPX e Y -54
+KPX e uni021A -49
+KPX e Tcaron -49
+KPX e uni0162 -49
+KPX e T -49
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+KPX f uni2099 88
+KPX f uni2098 88
+KPX f uni207F 88
+KPX f uni207E 88
+KPX f uni207D 88
+KPX f uni207C 88
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+KPX f uni207A 88
+KPX f uni2079 88
+KPX f uni2078 88
+KPX f uni2077 88
+KPX f uni2076 88
+KPX f uni2075 88
+KPX f uni2074 88
+KPX f uni2071 88
+KPX f uni2070 88
+KPX f uni00B9 88
+KPX f uni00B3 88
+KPX f uni00B2 88
+KPX f degree 88
+KPX f uni0180 40
+KPX f lslash 40
+KPX f ldot 40
+KPX f lcaron 40
+KPX f uni013C 40
+KPX f lacute 40
+KPX f uni0137 40
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+KPX f k 40
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+KPX f exclamdbl 80
+KPX f question 80
+KPX f exclam 80
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+KPX f uni201F 73
+KPX f quotedblright 73
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+KPX f quotereversed 73
+KPX f quoteright 73
+KPX f quoteleft 73
+KPX f asterisk 73
+KPX f quotesingle 73
+KPX f quotedbl 73
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+KPX f uni022E 24
+KPX f uni022C 24
+KPX f uni022A 24
+KPX f uni020E 24
+KPX f uni020C 24
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+KPX f uni01F4 24
+KPX f uni01EC 24
+KPX f uni01EA 24
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+KPX f uni019F 24
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+KPX f uni0187 24
+KPX f OE 24
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+KPX f Omacron 24
+KPX f uni0122 24
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+KPX f Gcircumflex 24
+KPX f Ccaron 24
+KPX f Cdotaccent 24
+KPX f Ccircumflex 24
+KPX f Cacute 24
+KPX f Oslash 24
+KPX f Otilde 24
+KPX f Ocircumflex 24
+KPX f Oacute 24
+KPX f Ograve 24
+KPX f Ccedilla 24
+KPX f Q 24
+KPX f O 24
+KPX f G 24
+KPX f C 24
+KPX f uniE0EA 98
+KPX f uniE0E9 98
+KPX f Wdieresis 98
+KPX f Wacute 98
+KPX f Wgrave 98
+KPX f Wcircumflex 98
+KPX f W 98
+KPX f V 98
+KPX f Ydieresis 98
+KPX f Yacute 98
+KPX f Y 98
+KPX f uni021A 98
+KPX f Tcaron 98
+KPX f uni0162 98
+KPX f T 98
+KPX g x 10
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+KPX g uniE0E9 -24
+KPX g Wdieresis -24
+KPX g Wacute -24
+KPX g Wgrave -24
+KPX g Wcircumflex -24
+KPX g W -24
+KPX g V -24
+KPX g Ydieresis -12
+KPX g Yacute -12
+KPX g Y -12
+KPX k x 10
+KPX k uniE0EA -24
+KPX k uniE0E9 -24
+KPX k Wdieresis -24
+KPX k Wacute -24
+KPX k Wgrave -24
+KPX k Wcircumflex -24
+KPX k W -24
+KPX k V -24
+KPX k Ydieresis -12
+KPX k Yacute -12
+KPX k Y -12
+KPX o c_h 7
+KPX o c_k 7
+KPX o uni01DD 7
+KPX o ohorn 7
+KPX o uni018D 7
+KPX o uni0188 7
+KPX o oe 7
+KPX o eogonek 7
+KPX o ccedilla 7
+KPX o q 7
+KPX o o 7
+KPX o e 7
+KPX o d 7
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+KPX o twodotenleader -10
+KPX o onedotenleader -10
+KPX o quotesinglbase -10
+KPX o period -10
+KPX o comma -10
+KPX o Adieresis -40
+KPX o uni0226 -40
+KPX o uni0202 -40
+KPX o uni0200 -40
+KPX o AEacute -40
+KPX o Aringacute -40
+KPX o uni01E2 -40
+KPX o uni01E0 -40
+KPX o uni01DE -40
+KPX o uni01CD -40
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+KPX o Abreve -40
+KPX o Amacron -40
+KPX o AE -40
+KPX o Aring -40
+KPX o Adieresis.alt -40
+KPX o Atilde -40
+KPX o Acircumflex -40
+KPX o Aacute -40
+KPX o Agrave -40
+KPX o A -40
+KPX o uni201F -24
+KPX o quotedblright -24
+KPX o quotedblleft -24
+KPX o quotereversed -24
+KPX o quoteright -24
+KPX o quoteleft -24
+KPX o asterisk -24
+KPX o quotesingle -24
+KPX o quotedbl -24
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+KPX o wdieresis -7
+KPX o wacute -7
+KPX o wgrave -7
+KPX o wcircumflex -7
+KPX o ydieresis -7
+KPX o yacute -7
+KPX o y -7
+KPX o w -7
+KPX o v -7
+KPX o uniE0EA -54
+KPX o uniE0E9 -54
+KPX o Wdieresis -54
+KPX o Wacute -54
+KPX o Wgrave -54
+KPX o Wcircumflex -54
+KPX o W -54
+KPX o V -54
+KPX o Ydieresis -54
+KPX o Yacute -54
+KPX o Y -54
+KPX o uni021A -49
+KPX o Tcaron -49
+KPX o uni0162 -49
+KPX o T -49
+KPX p c_h 7
+KPX p c_k 7
+KPX p uni01DD 7
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+KPX p uni018D 7
+KPX p uni0188 7
+KPX p oe 7
+KPX p eogonek 7
+KPX p ccedilla 7
+KPX p q 7
+KPX p o 7
+KPX p e 7
+KPX p d 7
+KPX p c 7
+KPX p ellipsis -10
+KPX p twodotenleader -10
+KPX p onedotenleader -10
+KPX p quotesinglbase -10
+KPX p period -10
+KPX p comma -10
+KPX p Adieresis -40
+KPX p uni0226 -40
+KPX p uni0202 -40
+KPX p uni0200 -40
+KPX p AEacute -40
+KPX p Aringacute -40
+KPX p uni01E2 -40
+KPX p uni01E0 -40
+KPX p uni01DE -40
+KPX p uni01CD -40
+KPX p Aogonek -40
+KPX p Abreve -40
+KPX p Amacron -40
+KPX p AE -40
+KPX p Aring -40
+KPX p Adieresis.alt -40
+KPX p Atilde -40
+KPX p Acircumflex -40
+KPX p Aacute -40
+KPX p Agrave -40
+KPX p A -40
+KPX p uni201F -24
+KPX p quotedblright -24
+KPX p quotedblleft -24
+KPX p quotereversed -24
+KPX p quoteright -24
+KPX p quoteleft -24
+KPX p asterisk -24
+KPX p quotesingle -24
+KPX p quotedbl -24
+KPX p x -7
+KPX p wdieresis -7
+KPX p wacute -7
+KPX p wgrave -7
+KPX p wcircumflex -7
+KPX p ydieresis -7
+KPX p yacute -7
+KPX p y -7
+KPX p w -7
+KPX p v -7
+KPX p uniE0EA -54
+KPX p uniE0E9 -54
+KPX p Wdieresis -54
+KPX p Wacute -54
+KPX p Wgrave -54
+KPX p Wcircumflex -54
+KPX p W -54
+KPX p V -54
+KPX p Ydieresis -54
+KPX p Yacute -54
+KPX p Y -54
+KPX p uni021A -49
+KPX p Tcaron -49
+KPX p uni0162 -49
+KPX p T -49
+KPX r braceright -17
+KPX r bracketright -17
+KPX r parenright -17
+KPX r c_h -8
+KPX r c_k -8
+KPX r uni01DD -8
+KPX r ohorn -8
+KPX r uni018D -8
+KPX r uni0188 -8
+KPX r oe -8
+KPX r eogonek -8
+KPX r ccedilla -8
+KPX r q -8
+KPX r o -8
+KPX r e -8
+KPX r d -8
+KPX r c -8
+KPX r ellipsis -59
+KPX r twodotenleader -59
+KPX r onedotenleader -59
+KPX r quotesinglbase -59
+KPX r period -59
+KPX r comma -59
+KPX r Adieresis -49
+KPX r uni0226 -49
+KPX r uni0202 -49
+KPX r uni0200 -49
+KPX r AEacute -49
+KPX r Aringacute -49
+KPX r uni01E2 -49
+KPX r uni01E0 -49
+KPX r uni01DE -49
+KPX r uni01CD -49
+KPX r Aogonek -49
+KPX r Abreve -49
+KPX r Amacron -49
+KPX r AE -49
+KPX r Aring -49
+KPX r Adieresis.alt -49
+KPX r Atilde -49
+KPX r Acircumflex -49
+KPX r Aacute -49
+KPX r Agrave -49
+KPX r A -49
+KPX r x 10
+KPX r wdieresis 15
+KPX r wacute 15
+KPX r wgrave 15
+KPX r wcircumflex 15
+KPX r ydieresis 15
+KPX r yacute 15
+KPX r y 15
+KPX r w 15
+KPX r v 15
+KPX r Odieresis 10
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+KPX y uni021A -39
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+KPX braceleft Ucircumflex 12
+KPX braceleft Uacute 12
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+KPX braceleft U 12
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+KPX braceleft l 12
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+KPX braceleft yacute -17
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+KPX braceleft uni022C -10
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+KPX braceleft uni0187 -10
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+KPX braceleft Ccaron -10
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+KPX braceleft Ccircumflex -10
+KPX braceleft Cacute -10
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+KPX braceleft Otilde -10
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+KPX braceleft Oacute -10
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+KPX braceleft Q -10
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+KPX asciitilde bracketright -10
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+KPX asciitilde Atilde -37
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+KPX asciitilde Aacute -37
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+KPX asciitilde A -37
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+KPX asciitilde uniE0E9 -49
+KPX asciitilde Wdieresis -49
+KPX asciitilde Wacute -49
+KPX asciitilde Wgrave -49
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+KPX asciitilde W -49
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+KPX asciitilde Ydieresis -49
+KPX asciitilde Yacute -49
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+KPX guillemotleft Atilde -37
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+KPX guillemotleft Aacute -37
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+KPX guillemotleft uniE0E9 -49
+KPX guillemotleft Wdieresis -49
+KPX guillemotleft Wacute -49
+KPX guillemotleft Wgrave -49
+KPX guillemotleft Wcircumflex -49
+KPX guillemotleft W -49
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+KPX guillemotleft Ydieresis -49
+KPX guillemotleft Yacute -49
+KPX guillemotleft Y -49
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+KPX guillemotleft T -49
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+KPX guillemotright bracketright -10
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+KPX guillemotright uni0202 -37
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+KPX guillemotright Adieresis.alt -37
+KPX guillemotright Atilde -37
+KPX guillemotright Acircumflex -37
+KPX guillemotright Aacute -37
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+KPX guillemotright A -37
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+KPX guillemotright uniE0E9 -49
+KPX guillemotright Wdieresis -49
+KPX guillemotright Wacute -49
+KPX guillemotright Wgrave -49
+KPX guillemotright Wcircumflex -49
+KPX guillemotright W -49
+KPX guillemotright V -49
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+KPX guillemotright Yacute -49
+KPX guillemotright Y -49
+KPX guillemotright uni021A -49
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+KPX guillemotright T -49
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+KPX Agrave guilsinglright -37
+KPX Agrave guilsinglleft -37
+KPX Agrave uni2015 -37
+KPX Agrave emdash -37
+KPX Agrave endash -37
+KPX Agrave figuredash -37
+KPX Agrave uni2011 -37
+KPX Agrave uni2010 -37
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+KPX Agrave guillemotright -37
+KPX Agrave periodcentered -37
+KPX Agrave uni00AD -37
+KPX Agrave guillemotleft -37
+KPX Agrave asciitilde -37
+KPX Agrave greater -37
+KPX Agrave equal -37
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+KPX Agrave hyphen -37
+KPX Agrave plus -37
+KPX Agrave braceright -12
+KPX Agrave bracketright -12
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+KPX Agrave uni022F -12
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+KPX Agrave cacute -12
+KPX Agrave aogonek -12
+KPX Agrave oslash -12
+KPX Agrave oacute -12
+KPX Agrave eacute -12
+KPX Agrave ae -12
+KPX Agrave aacute -12
+KPX Agrave s -12
+KPX Agrave g -12
+KPX Agrave a -12
+KPX Agrave c_h -12
+KPX Agrave c_k -12
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+KPX Agrave uni018D -12
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+KPX Agrave eogonek -12
+KPX Agrave ccedilla -12
+KPX Agrave q -12
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+KPX Agrave c -12
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+KPX Agrave quotedblright -73
+KPX Agrave quotedblleft -73
+KPX Agrave quotereversed -73
+KPX Agrave quoteright -73
+KPX Agrave quoteleft -73
+KPX Agrave asterisk -73
+KPX Agrave quotesingle -73
+KPX Agrave quotedbl -73
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+KPX Agrave wacute -65
+KPX Agrave wgrave -65
+KPX Agrave wcircumflex -65
+KPX Agrave ydieresis -65
+KPX Agrave yacute -65
+KPX Agrave y -65
+KPX Agrave w -65
+KPX Agrave v -65
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+KPX Agrave uni022E -34
+KPX Agrave uni022C -34
+KPX Agrave uni022A -34
+KPX Agrave uni020E -34
+KPX Agrave uni020C -34
+KPX Agrave Oslashacute -34
+KPX Agrave uni01F4 -34
+KPX Agrave uni01EC -34
+KPX Agrave uni01EA -34
+KPX Agrave Gcaron -34
+KPX Agrave Ohorn -34
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+KPX Agrave OE -34
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+KPX Agrave uni0122 -34
+KPX Agrave Gdotaccent -34
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+KPX Agrave Cdotaccent -34
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+KPX Agrave Cacute -34
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+KPX Agrave Otilde -34
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+KPX Agrave Oacute -34
+KPX Agrave Ograve -34
+KPX Agrave Ccedilla -34
+KPX Agrave Q -34
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+KPX Agrave G -34
+KPX Agrave C -34
+KPX Agrave uniE0EA -112
+KPX Agrave uniE0E9 -112
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+KPX Agrave Wacute -112
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+KPX Agrave W -112
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+KPX Agrave Ydieresis -73
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+KPX Agrave uni021A -63
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+KPX Aacute emdash -37
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+KPX Aacute divide -37
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+KPX Aacute braceright -12
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+KPX Aacute uni022F -12
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+KPX Aacute aogonek -12
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+KPX Aacute oacute -12
+KPX Aacute eacute -12
+KPX Aacute ae -12
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+KPX Aacute s -12
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+KPX Aacute a -12
+KPX Aacute c_h -12
+KPX Aacute c_k -12
+KPX Aacute uni01DD -12
+KPX Aacute ohorn -12
+KPX Aacute uni018D -12
+KPX Aacute uni0188 -12
+KPX Aacute oe -12
+KPX Aacute eogonek -12
+KPX Aacute ccedilla -12
+KPX Aacute q -12
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+KPX Aacute uni201F -73
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+KPX Aacute quotedbl -73
+KPX Aacute wdieresis -65
+KPX Aacute wacute -65
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+KPX Aacute ydieresis -65
+KPX Aacute yacute -65
+KPX Aacute y -65
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+KPX Aacute Odieresis -34
+KPX Aacute uni0230 -34
+KPX Aacute uni022E -34
+KPX Aacute uni022C -34
+KPX Aacute uni022A -34
+KPX Aacute uni020E -34
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+KPX Aacute Oslashacute -34
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+KPX Aacute uni019F -34
+KPX Aacute uni0193 -34
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+KPX Aacute OE -34
+KPX Aacute Ohungarumlaut -34
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+KPX Aacute uni0122 -34
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+KPX Aacute Cacute -34
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+KPX Aacute Ocircumflex -34
+KPX Aacute Oacute -34
+KPX Aacute Ograve -34
+KPX Aacute Ccedilla -34
+KPX Aacute Q -34
+KPX Aacute O -34
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+KPX Aacute uniE0EA -112
+KPX Aacute uniE0E9 -112
+KPX Aacute Wdieresis -112
+KPX Aacute Wacute -112
+KPX Aacute Wgrave -112
+KPX Aacute Wcircumflex -112
+KPX Aacute W -112
+KPX Aacute V -112
+KPX Aacute Ydieresis -73
+KPX Aacute Yacute -73
+KPX Aacute Y -73
+KPX Aacute uni021A -63
+KPX Aacute Tcaron -63
+KPX Aacute uni0162 -63
+KPX Aacute T -63
+KPX Acircumflex u -34
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+KPX Acircumflex figuredash -37
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+KPX Acircumflex uni2010 -37
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+KPX Acircumflex uni00AD -37
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+KPX Acircumflex hyphen -37
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+KPX Acircumflex braceright -12
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+KPX Acircumflex uni022F -12
+KPX Acircumflex edotaccent -12
+KPX Acircumflex cacute -12
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+KPX Acircumflex oacute -12
+KPX Acircumflex eacute -12
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+KPX Acircumflex aacute -12
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+KPX Acircumflex g -12
+KPX Acircumflex a -12
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+KPX Acircumflex c_k -12
+KPX Acircumflex uni01DD -12
+KPX Acircumflex ohorn -12
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+KPX Acircumflex uni0188 -12
+KPX Acircumflex oe -12
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+KPX Acircumflex ccedilla -12
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+KPX Acircumflex wdieresis -65
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+KPX Acircumflex yacute -65
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+KPX Acircumflex w -65
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+KPX Acircumflex Odieresis -34
+KPX Acircumflex uni0230 -34
+KPX Acircumflex uni022E -34
+KPX Acircumflex uni022C -34
+KPX Acircumflex uni022A -34
+KPX Acircumflex uni020E -34
+KPX Acircumflex uni020C -34
+KPX Acircumflex Oslashacute -34
+KPX Acircumflex uni01F4 -34
+KPX Acircumflex uni01EC -34
+KPX Acircumflex uni01EA -34
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+KPX Acircumflex Ohorn -34
+KPX Acircumflex uni019F -34
+KPX Acircumflex uni0193 -34
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+KPX Acircumflex OE -34
+KPX Acircumflex Ohungarumlaut -34
+KPX Acircumflex Obreve -34
+KPX Acircumflex Omacron -34
+KPX Acircumflex uni0122 -34
+KPX Acircumflex Gdotaccent -34
+KPX Acircumflex Gbreve -34
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+KPX Acircumflex Ccaron -34
+KPX Acircumflex Cdotaccent -34
+KPX Acircumflex Ccircumflex -34
+KPX Acircumflex Cacute -34
+KPX Acircumflex Oslash -34
+KPX Acircumflex Otilde -34
+KPX Acircumflex Ocircumflex -34
+KPX Acircumflex Oacute -34
+KPX Acircumflex Ograve -34
+KPX Acircumflex Ccedilla -34
+KPX Acircumflex Q -34
+KPX Acircumflex O -34
+KPX Acircumflex G -34
+KPX Acircumflex C -34
+KPX Acircumflex uniE0EA -112
+KPX Acircumflex uniE0E9 -112
+KPX Acircumflex Wdieresis -112
+KPX Acircumflex Wacute -112
+KPX Acircumflex Wgrave -112
+KPX Acircumflex Wcircumflex -112
+KPX Acircumflex W -112
+KPX Acircumflex V -112
+KPX Acircumflex Ydieresis -73
+KPX Acircumflex Yacute -73
+KPX Acircumflex Y -73
+KPX Acircumflex uni021A -63
+KPX Acircumflex Tcaron -63
+KPX Acircumflex uni0162 -63
+KPX Acircumflex T -63
+KPX Atilde u -34
+KPX Atilde guilsinglright -37
+KPX Atilde guilsinglleft -37
+KPX Atilde uni2015 -37
+KPX Atilde emdash -37
+KPX Atilde endash -37
+KPX Atilde figuredash -37
+KPX Atilde uni2011 -37
+KPX Atilde uni2010 -37
+KPX Atilde divide -37
+KPX Atilde guillemotright -37
+KPX Atilde periodcentered -37
+KPX Atilde uni00AD -37
+KPX Atilde guillemotleft -37
+KPX Atilde asciitilde -37
+KPX Atilde greater -37
+KPX Atilde equal -37
+KPX Atilde less -37
+KPX Atilde hyphen -37
+KPX Atilde plus -37
+KPX Atilde braceright -12
+KPX Atilde bracketright -12
+KPX Atilde parenright -12
+KPX Atilde uni022F -12
+KPX Atilde edotaccent -12
+KPX Atilde cacute -12
+KPX Atilde aogonek -12
+KPX Atilde oslash -12
+KPX Atilde oacute -12
+KPX Atilde eacute -12
+KPX Atilde ae -12
+KPX Atilde aacute -12
+KPX Atilde s -12
+KPX Atilde g -12
+KPX Atilde a -12
+KPX Atilde c_h -12
+KPX Atilde c_k -12
+KPX Atilde uni01DD -12
+KPX Atilde ohorn -12
+KPX Atilde uni018D -12
+KPX Atilde uni0188 -12
+KPX Atilde oe -12
+KPX Atilde eogonek -12
+KPX Atilde ccedilla -12
+KPX Atilde q -12
+KPX Atilde o -12
+KPX Atilde e -12
+KPX Atilde d -12
+KPX Atilde c -12
+KPX Atilde uni201F -73
+KPX Atilde quotedblright -73
+KPX Atilde quotedblleft -73
+KPX Atilde quotereversed -73
+KPX Atilde quoteright -73
+KPX Atilde quoteleft -73
+KPX Atilde asterisk -73
+KPX Atilde quotesingle -73
+KPX Atilde quotedbl -73
+KPX Atilde wdieresis -65
+KPX Atilde wacute -65
+KPX Atilde wgrave -65
+KPX Atilde wcircumflex -65
+KPX Atilde ydieresis -65
+KPX Atilde yacute -65
+KPX Atilde y -65
+KPX Atilde w -65
+KPX Atilde v -65
+KPX Atilde Odieresis -34
+KPX Atilde uni0230 -34
+KPX Atilde uni022E -34
+KPX Atilde uni022C -34
+KPX Atilde uni022A -34
+KPX Atilde uni020E -34
+KPX Atilde uni020C -34
+KPX Atilde Oslashacute -34
+KPX Atilde uni01F4 -34
+KPX Atilde uni01EC -34
+KPX Atilde uni01EA -34
+KPX Atilde Gcaron -34
+KPX Atilde Ohorn -34
+KPX Atilde uni019F -34
+KPX Atilde uni0193 -34
+KPX Atilde uni0187 -34
+KPX Atilde OE -34
+KPX Atilde Ohungarumlaut -34
+KPX Atilde Obreve -34
+KPX Atilde Omacron -34
+KPX Atilde uni0122 -34
+KPX Atilde Gdotaccent -34
+KPX Atilde Gbreve -34
+KPX Atilde Gcircumflex -34
+KPX Atilde Ccaron -34
+KPX Atilde Cdotaccent -34
+KPX Atilde Ccircumflex -34
+KPX Atilde Cacute -34
+KPX Atilde Oslash -34
+KPX Atilde Otilde -34
+KPX Atilde Ocircumflex -34
+KPX Atilde Oacute -34
+KPX Atilde Ograve -34
+KPX Atilde Ccedilla -34
+KPX Atilde Q -34
+KPX Atilde O -34
+KPX Atilde G -34
+KPX Atilde C -34
+KPX Atilde uniE0EA -112
+KPX Atilde uniE0E9 -112
+KPX Atilde Wdieresis -112
+KPX Atilde Wacute -112
+KPX Atilde Wgrave -112
+KPX Atilde Wcircumflex -112
+KPX Atilde W -112
+KPX Atilde V -112
+KPX Atilde Ydieresis -73
+KPX Atilde Yacute -73
+KPX Atilde Y -73
+KPX Atilde uni021A -63
+KPX Atilde Tcaron -63
+KPX Atilde uni0162 -63
+KPX Atilde T -63
+KPX Adieresis.alt u -34
+KPX Adieresis.alt guilsinglright -37
+KPX Adieresis.alt guilsinglleft -37
+KPX Adieresis.alt uni2015 -37
+KPX Adieresis.alt emdash -37
+KPX Adieresis.alt endash -37
+KPX Adieresis.alt figuredash -37
+KPX Adieresis.alt uni2011 -37
+KPX Adieresis.alt uni2010 -37
+KPX Adieresis.alt divide -37
+KPX Adieresis.alt guillemotright -37
+KPX Adieresis.alt periodcentered -37
+KPX Adieresis.alt uni00AD -37
+KPX Adieresis.alt guillemotleft -37
+KPX Adieresis.alt asciitilde -37
+KPX Adieresis.alt greater -37
+KPX Adieresis.alt equal -37
+KPX Adieresis.alt less -37
+KPX Adieresis.alt hyphen -37
+KPX Adieresis.alt plus -37
+KPX Adieresis.alt braceright -12
+KPX Adieresis.alt bracketright -12
+KPX Adieresis.alt parenright -12
+KPX Adieresis.alt uni022F -12
+KPX Adieresis.alt edotaccent -12
+KPX Adieresis.alt cacute -12
+KPX Adieresis.alt aogonek -12
+KPX Adieresis.alt oslash -12
+KPX Adieresis.alt oacute -12
+KPX Adieresis.alt eacute -12
+KPX Adieresis.alt ae -12
+KPX Adieresis.alt aacute -12
+KPX Adieresis.alt s -12
+KPX Adieresis.alt g -12
+KPX Adieresis.alt a -12
+KPX Adieresis.alt c_h -12
+KPX Adieresis.alt c_k -12
+KPX Adieresis.alt uni01DD -12
+KPX Adieresis.alt ohorn -12
+KPX Adieresis.alt uni018D -12
+KPX Adieresis.alt uni0188 -12
+KPX Adieresis.alt oe -12
+KPX Adieresis.alt eogonek -12
+KPX Adieresis.alt ccedilla -12
+KPX Adieresis.alt q -12
+KPX Adieresis.alt o -12
+KPX Adieresis.alt e -12
+KPX Adieresis.alt d -12
+KPX Adieresis.alt c -12
+KPX Adieresis.alt uni201F -73
+KPX Adieresis.alt quotedblright -73
+KPX Adieresis.alt quotedblleft -73
+KPX Adieresis.alt quotereversed -73
+KPX Adieresis.alt quoteright -73
+KPX Adieresis.alt quoteleft -73
+KPX Adieresis.alt asterisk -73
+KPX Adieresis.alt quotesingle -73
+KPX Adieresis.alt quotedbl -73
+KPX Adieresis.alt wdieresis -65
+KPX Adieresis.alt wacute -65
+KPX Adieresis.alt wgrave -65
+KPX Adieresis.alt wcircumflex -65
+KPX Adieresis.alt ydieresis -65
+KPX Adieresis.alt yacute -65
+KPX Adieresis.alt y -65
+KPX Adieresis.alt w -65
+KPX Adieresis.alt v -65
+KPX Adieresis.alt Odieresis -34
+KPX Adieresis.alt uni0230 -34
+KPX Adieresis.alt uni022E -34
+KPX Adieresis.alt uni022C -34
+KPX Adieresis.alt uni022A -34
+KPX Adieresis.alt uni020E -34
+KPX Adieresis.alt uni020C -34
+KPX Adieresis.alt Oslashacute -34
+KPX Adieresis.alt uni01F4 -34
+KPX Adieresis.alt uni01EC -34
+KPX Adieresis.alt uni01EA -34
+KPX Adieresis.alt Gcaron -34
+KPX Adieresis.alt Ohorn -34
+KPX Adieresis.alt uni019F -34
+KPX Adieresis.alt uni0193 -34
+KPX Adieresis.alt uni0187 -34
+KPX Adieresis.alt OE -34
+KPX Adieresis.alt Ohungarumlaut -34
+KPX Adieresis.alt Obreve -34
+KPX Adieresis.alt Omacron -34
+KPX Adieresis.alt uni0122 -34
+KPX Adieresis.alt Gdotaccent -34
+KPX Adieresis.alt Gbreve -34
+KPX Adieresis.alt Gcircumflex -34
+KPX Adieresis.alt Ccaron -34
+KPX Adieresis.alt Cdotaccent -34
+KPX Adieresis.alt Ccircumflex -34
+KPX Adieresis.alt Cacute -34
+KPX Adieresis.alt Oslash -34
+KPX Adieresis.alt Otilde -34
+KPX Adieresis.alt Ocircumflex -34
+KPX Adieresis.alt Oacute -34
+KPX Adieresis.alt Ograve -34
+KPX Adieresis.alt Ccedilla -34
+KPX Adieresis.alt Q -34
+KPX Adieresis.alt O -34
+KPX Adieresis.alt G -34
+KPX Adieresis.alt C -34
+KPX Adieresis.alt uniE0EA -112
+KPX Adieresis.alt uniE0E9 -112
+KPX Adieresis.alt Wdieresis -112
+KPX Adieresis.alt Wacute -112
+KPX Adieresis.alt Wgrave -112
+KPX Adieresis.alt Wcircumflex -112
+KPX Adieresis.alt W -112
+KPX Adieresis.alt V -112
+KPX Adieresis.alt Ydieresis -73
+KPX Adieresis.alt Yacute -73
+KPX Adieresis.alt Y -73
+KPX Adieresis.alt uni021A -63
+KPX Adieresis.alt Tcaron -63
+KPX Adieresis.alt uni0162 -63
+KPX Adieresis.alt T -63
+KPX Aring u -34
+KPX Aring guilsinglright -37
+KPX Aring guilsinglleft -37
+KPX Aring uni2015 -37
+KPX Aring emdash -37
+KPX Aring endash -37
+KPX Aring figuredash -37
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+KPX Aring uni2010 -37
+KPX Aring divide -37
+KPX Aring guillemotright -37
+KPX Aring periodcentered -37
+KPX Aring uni00AD -37
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+KPX Aring asciitilde -37
+KPX Aring greater -37
+KPX Aring equal -37
+KPX Aring less -37
+KPX Aring hyphen -37
+KPX Aring plus -37
+KPX Aring braceright -12
+KPX Aring bracketright -12
+KPX Aring parenright -12
+KPX Aring uni022F -12
+KPX Aring edotaccent -12
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+KPX Aring aogonek -12
+KPX Aring oslash -12
+KPX Aring oacute -12
+KPX Aring eacute -12
+KPX Aring ae -12
+KPX Aring aacute -12
+KPX Aring s -12
+KPX Aring g -12
+KPX Aring a -12
+KPX Aring c_h -12
+KPX Aring c_k -12
+KPX Aring uni01DD -12
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+KPX Aring uni018D -12
+KPX Aring uni0188 -12
+KPX Aring oe -12
+KPX Aring eogonek -12
+KPX Aring ccedilla -12
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+KPX Aring e -12
+KPX Aring d -12
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+KPX Aring uni201F -73
+KPX Aring quotedblright -73
+KPX Aring quotedblleft -73
+KPX Aring quotereversed -73
+KPX Aring quoteright -73
+KPX Aring quoteleft -73
+KPX Aring asterisk -73
+KPX Aring quotesingle -73
+KPX Aring quotedbl -73
+KPX Aring wdieresis -65
+KPX Aring wacute -65
+KPX Aring wgrave -65
+KPX Aring wcircumflex -65
+KPX Aring ydieresis -65
+KPX Aring yacute -65
+KPX Aring y -65
+KPX Aring w -65
+KPX Aring v -65
+KPX Aring Odieresis -34
+KPX Aring uni0230 -34
+KPX Aring uni022E -34
+KPX Aring uni022C -34
+KPX Aring uni022A -34
+KPX Aring uni020E -34
+KPX Aring uni020C -34
+KPX Aring Oslashacute -34
+KPX Aring uni01F4 -34
+KPX Aring uni01EC -34
+KPX Aring uni01EA -34
+KPX Aring Gcaron -34
+KPX Aring Ohorn -34
+KPX Aring uni019F -34
+KPX Aring uni0193 -34
+KPX Aring uni0187 -34
+KPX Aring OE -34
+KPX Aring Ohungarumlaut -34
+KPX Aring Obreve -34
+KPX Aring Omacron -34
+KPX Aring uni0122 -34
+KPX Aring Gdotaccent -34
+KPX Aring Gbreve -34
+KPX Aring Gcircumflex -34
+KPX Aring Ccaron -34
+KPX Aring Cdotaccent -34
+KPX Aring Ccircumflex -34
+KPX Aring Cacute -34
+KPX Aring Oslash -34
+KPX Aring Otilde -34
+KPX Aring Ocircumflex -34
+KPX Aring Oacute -34
+KPX Aring Ograve -34
+KPX Aring Ccedilla -34
+KPX Aring Q -34
+KPX Aring O -34
+KPX Aring G -34
+KPX Aring C -34
+KPX Aring uniE0EA -112
+KPX Aring uniE0E9 -112
+KPX Aring Wdieresis -112
+KPX Aring Wacute -112
+KPX Aring Wgrave -112
+KPX Aring Wcircumflex -112
+KPX Aring W -112
+KPX Aring V -112
+KPX Aring Ydieresis -73
+KPX Aring Yacute -73
+KPX Aring Y -73
+KPX Aring uni021A -63
+KPX Aring Tcaron -63
+KPX Aring uni0162 -63
+KPX Aring T -63
+KPX Igrave Udieresis 24
+KPX Igrave uni0216 24
+KPX Igrave uni0214 24
+KPX Igrave uni01DB 24
+KPX Igrave uni01D9 24
+KPX Igrave uni01D7 24
+KPX Igrave uni01D5 24
+KPX Igrave uni01D3 24
+KPX Igrave Uogonek 24
+KPX Igrave Uhungarumlaut 24
+KPX Igrave Uring 24
+KPX Igrave Ubreve 24
+KPX Igrave Umacron 24
+KPX Igrave Utilde 24
+KPX Igrave Ucircumflex 24
+KPX Igrave Uacute 24
+KPX Igrave Ugrave 24
+KPX Igrave U 24
+KPX Igrave uniE0EA 24
+KPX Igrave uniE0E9 24
+KPX Igrave Wdieresis 24
+KPX Igrave Wacute 24
+KPX Igrave Wgrave 24
+KPX Igrave Wcircumflex 24
+KPX Igrave W 24
+KPX Igrave V 24
+KPX Igrave Ydieresis 24
+KPX Igrave Yacute 24
+KPX Igrave Y 24
+KPX Igrave uni021A 37
+KPX Igrave Tcaron 37
+KPX Igrave uni0162 37
+KPX Igrave T 37
+KPX Iacute Udieresis 24
+KPX Iacute uni0216 24
+KPX Iacute uni0214 24
+KPX Iacute uni01DB 24
+KPX Iacute uni01D9 24
+KPX Iacute uni01D7 24
+KPX Iacute uni01D5 24
+KPX Iacute uni01D3 24
+KPX Iacute Uogonek 24
+KPX Iacute Uhungarumlaut 24
+KPX Iacute Uring 24
+KPX Iacute Ubreve 24
+KPX Iacute Umacron 24
+KPX Iacute Utilde 24
+KPX Iacute Ucircumflex 24
+KPX Iacute Uacute 24
+KPX Iacute Ugrave 24
+KPX Iacute U 24
+KPX Iacute uniE0EA 24
+KPX Iacute uniE0E9 24
+KPX Iacute Wdieresis 24
+KPX Iacute Wacute 24
+KPX Iacute Wgrave 24
+KPX Iacute Wcircumflex 24
+KPX Iacute W 24
+KPX Iacute V 24
+KPX Iacute Ydieresis 24
+KPX Iacute Yacute 24
+KPX Iacute Y 24
+KPX Iacute uni021A 37
+KPX Iacute Tcaron 37
+KPX Iacute uni0162 37
+KPX Iacute T 37
+KPX Icircumflex Udieresis 24
+KPX Icircumflex uni0216 24
+KPX Icircumflex uni0214 24
+KPX Icircumflex uni01DB 24
+KPX Icircumflex uni01D9 24
+KPX Icircumflex uni01D7 24
+KPX Icircumflex uni01D5 24
+KPX Icircumflex uni01D3 24
+KPX Icircumflex Uogonek 24
+KPX Icircumflex Uhungarumlaut 24
+KPX Icircumflex Uring 24
+KPX Icircumflex Ubreve 24
+KPX Icircumflex Umacron 24
+KPX Icircumflex Utilde 24
+KPX Icircumflex Ucircumflex 24
+KPX Icircumflex Uacute 24
+KPX Icircumflex Ugrave 24
+KPX Icircumflex U 24
+KPX Icircumflex uniE0EA 24
+KPX Icircumflex uniE0E9 24
+KPX Icircumflex Wdieresis 24
+KPX Icircumflex Wacute 24
+KPX Icircumflex Wgrave 24
+KPX Icircumflex Wcircumflex 24
+KPX Icircumflex W 24
+KPX Icircumflex V 24
+KPX Icircumflex Ydieresis 24
+KPX Icircumflex Yacute 24
+KPX Icircumflex Y 24
+KPX Icircumflex uni021A 37
+KPX Icircumflex Tcaron 37
+KPX Icircumflex uni0162 37
+KPX Icircumflex T 37
+KPX Idieresis Udieresis 24
+KPX Idieresis uni0216 24
+KPX Idieresis uni0214 24
+KPX Idieresis uni01DB 24
+KPX Idieresis uni01D9 24
+KPX Idieresis uni01D7 24
+KPX Idieresis uni01D5 24
+KPX Idieresis uni01D3 24
+KPX Idieresis Uogonek 24
+KPX Idieresis Uhungarumlaut 24
+KPX Idieresis Uring 24
+KPX Idieresis Ubreve 24
+KPX Idieresis Umacron 24
+KPX Idieresis Utilde 24
+KPX Idieresis Ucircumflex 24
+KPX Idieresis Uacute 24
+KPX Idieresis Ugrave 24
+KPX Idieresis U 24
+KPX Idieresis uniE0EA 24
+KPX Idieresis uniE0E9 24
+KPX Idieresis Wdieresis 24
+KPX Idieresis Wacute 24
+KPX Idieresis Wgrave 24
+KPX Idieresis Wcircumflex 24
+KPX Idieresis W 24
+KPX Idieresis V 24
+KPX Idieresis Ydieresis 24
+KPX Idieresis Yacute 24
+KPX Idieresis Y 24
+KPX Idieresis uni021A 37
+KPX Idieresis Tcaron 37
+KPX Idieresis uni0162 37
+KPX Idieresis T 37
+KPX Ntilde Udieresis 24
+KPX Ntilde uni0216 24
+KPX Ntilde uni0214 24
+KPX Ntilde uni01DB 24
+KPX Ntilde uni01D9 24
+KPX Ntilde uni01D7 24
+KPX Ntilde uni01D5 24
+KPX Ntilde uni01D3 24
+KPX Ntilde Uogonek 24
+KPX Ntilde Uhungarumlaut 24
+KPX Ntilde Uring 24
+KPX Ntilde Ubreve 24
+KPX Ntilde Umacron 24
+KPX Ntilde Utilde 24
+KPX Ntilde Ucircumflex 24
+KPX Ntilde Uacute 24
+KPX Ntilde Ugrave 24
+KPX Ntilde U 24
+KPX Ntilde uniE0EA 24
+KPX Ntilde uniE0E9 24
+KPX Ntilde Wdieresis 24
+KPX Ntilde Wacute 24
+KPX Ntilde Wgrave 24
+KPX Ntilde Wcircumflex 24
+KPX Ntilde W 24
+KPX Ntilde V 24
+KPX Ntilde Ydieresis 24
+KPX Ntilde Yacute 24
+KPX Ntilde Y 24
+KPX Ntilde uni021A 37
+KPX Ntilde Tcaron 37
+KPX Ntilde uni0162 37
+KPX Ntilde T 37
+KPX Ograve braceright -10
+KPX Ograve bracketright -10
+KPX Ograve parenright -10
+KPX Ograve ellipsis -29
+KPX Ograve twodotenleader -29
+KPX Ograve onedotenleader -29
+KPX Ograve quotesinglbase -29
+KPX Ograve period -29
+KPX Ograve comma -29
+KPX Ograve Adieresis -29
+KPX Ograve uni0226 -29
+KPX Ograve uni0202 -29
+KPX Ograve uni0200 -29
+KPX Ograve AEacute -29
+KPX Ograve Aringacute -29
+KPX Ograve uni01E2 -29
+KPX Ograve uni01E0 -29
+KPX Ograve uni01DE -29
+KPX Ograve uni01CD -29
+KPX Ograve Aogonek -29
+KPX Ograve Abreve -29
+KPX Ograve Amacron -29
+KPX Ograve AE -29
+KPX Ograve Aring -29
+KPX Ograve Adieresis.alt -29
+KPX Ograve Atilde -29
+KPX Ograve Acircumflex -29
+KPX Ograve Aacute -29
+KPX Ograve Agrave -29
+KPX Ograve A -29
+KPX Ograve x 10
+KPX Ograve wdieresis 10
+KPX Ograve wacute 10
+KPX Ograve wgrave 10
+KPX Ograve wcircumflex 10
+KPX Ograve ydieresis 10
+KPX Ograve yacute 10
+KPX Ograve y 10
+KPX Ograve w 10
+KPX Ograve v 10
+KPX Ograve uniE0EA 37
+KPX Ograve uniE0E9 37
+KPX Ograve Wdieresis 37
+KPX Ograve Wacute 37
+KPX Ograve Wgrave 37
+KPX Ograve Wcircumflex 37
+KPX Ograve W 37
+KPX Ograve V 37
+KPX Ograve Ydieresis -34
+KPX Ograve Yacute -34
+KPX Ograve Y -34
+KPX Ograve uni021A -5
+KPX Ograve Tcaron -5
+KPX Ograve uni0162 -5
+KPX Ograve T -5
+KPX Oacute braceright -10
+KPX Oacute bracketright -10
+KPX Oacute parenright -10
+KPX Oacute ellipsis -29
+KPX Oacute twodotenleader -29
+KPX Oacute onedotenleader -29
+KPX Oacute quotesinglbase -29
+KPX Oacute period -29
+KPX Oacute comma -29
+KPX Oacute Adieresis -29
+KPX Oacute uni0226 -29
+KPX Oacute uni0202 -29
+KPX Oacute uni0200 -29
+KPX Oacute AEacute -29
+KPX Oacute Aringacute -29
+KPX Oacute uni01E2 -29
+KPX Oacute uni01E0 -29
+KPX Oacute uni01DE -29
+KPX Oacute uni01CD -29
+KPX Oacute Aogonek -29
+KPX Oacute Abreve -29
+KPX Oacute Amacron -29
+KPX Oacute AE -29
+KPX Oacute Aring -29
+KPX Oacute Adieresis.alt -29
+KPX Oacute Atilde -29
+KPX Oacute Acircumflex -29
+KPX Oacute Aacute -29
+KPX Oacute Agrave -29
+KPX Oacute A -29
+KPX Oacute x 10
+KPX Oacute wdieresis 10
+KPX Oacute wacute 10
+KPX Oacute wgrave 10
+KPX Oacute wcircumflex 10
+KPX Oacute ydieresis 10
+KPX Oacute yacute 10
+KPX Oacute y 10
+KPX Oacute w 10
+KPX Oacute v 10
+KPX Oacute uniE0EA 37
+KPX Oacute uniE0E9 37
+KPX Oacute Wdieresis 37
+KPX Oacute Wacute 37
+KPX Oacute Wgrave 37
+KPX Oacute Wcircumflex 37
+KPX Oacute W 37
+KPX Oacute V 37
+KPX Oacute Ydieresis -34
+KPX Oacute Yacute -34
+KPX Oacute Y -34
+KPX Oacute uni021A -5
+KPX Oacute Tcaron -5
+KPX Oacute uni0162 -5
+KPX Oacute T -5
+KPX Ocircumflex braceright -10
+KPX Ocircumflex bracketright -10
+KPX Ocircumflex parenright -10
+KPX Ocircumflex ellipsis -29
+KPX Ocircumflex twodotenleader -29
+KPX Ocircumflex onedotenleader -29
+KPX Ocircumflex quotesinglbase -29
+KPX Ocircumflex period -29
+KPX Ocircumflex comma -29
+KPX Ocircumflex Adieresis -29
+KPX Ocircumflex uni0226 -29
+KPX Ocircumflex uni0202 -29
+KPX Ocircumflex uni0200 -29
+KPX Ocircumflex AEacute -29
+KPX Ocircumflex Aringacute -29
+KPX Ocircumflex uni01E2 -29
+KPX Ocircumflex uni01E0 -29
+KPX Ocircumflex uni01DE -29
+KPX Ocircumflex uni01CD -29
+KPX Ocircumflex Aogonek -29
+KPX Ocircumflex Abreve -29
+KPX Ocircumflex Amacron -29
+KPX Ocircumflex AE -29
+KPX Ocircumflex Aring -29
+KPX Ocircumflex Adieresis.alt -29
+KPX Ocircumflex Atilde -29
+KPX Ocircumflex Acircumflex -29
+KPX Ocircumflex Aacute -29
+KPX Ocircumflex Agrave -29
+KPX Ocircumflex A -29
+KPX Ocircumflex x 10
+KPX Ocircumflex wdieresis 10
+KPX Ocircumflex wacute 10
+KPX Ocircumflex wgrave 10
+KPX Ocircumflex wcircumflex 10
+KPX Ocircumflex ydieresis 10
+KPX Ocircumflex yacute 10
+KPX Ocircumflex y 10
+KPX Ocircumflex w 10
+KPX Ocircumflex v 10
+KPX Ocircumflex uniE0EA 37
+KPX Ocircumflex uniE0E9 37
+KPX Ocircumflex Wdieresis 37
+KPX Ocircumflex Wacute 37
+KPX Ocircumflex Wgrave 37
+KPX Ocircumflex Wcircumflex 37
+KPX Ocircumflex W 37
+KPX Ocircumflex V 37
+KPX Ocircumflex Ydieresis -34
+KPX Ocircumflex Yacute -34
+KPX Ocircumflex Y -34
+KPX Ocircumflex uni021A -5
+KPX Ocircumflex Tcaron -5
+KPX Ocircumflex uni0162 -5
+KPX Ocircumflex T -5
+KPX Otilde braceright -10
+KPX Otilde bracketright -10
+KPX Otilde parenright -10
+KPX Otilde ellipsis -29
+KPX Otilde twodotenleader -29
+KPX Otilde onedotenleader -29
+KPX Otilde quotesinglbase -29
+KPX Otilde period -29
+KPX Otilde comma -29
+KPX Otilde Adieresis -29
+KPX Otilde uni0226 -29
+KPX Otilde uni0202 -29
+KPX Otilde uni0200 -29
+KPX Otilde AEacute -29
+KPX Otilde Aringacute -29
+KPX Otilde uni01E2 -29
+KPX Otilde uni01E0 -29
+KPX Otilde uni01DE -29
+KPX Otilde uni01CD -29
+KPX Otilde Aogonek -29
+KPX Otilde Abreve -29
+KPX Otilde Amacron -29
+KPX Otilde AE -29
+KPX Otilde Aring -29
+KPX Otilde Adieresis.alt -29
+KPX Otilde Atilde -29
+KPX Otilde Acircumflex -29
+KPX Otilde Aacute -29
+KPX Otilde Agrave -29
+KPX Otilde A -29
+KPX Otilde x 10
+KPX Otilde wdieresis 10
+KPX Otilde wacute 10
+KPX Otilde wgrave 10
+KPX Otilde wcircumflex 10
+KPX Otilde ydieresis 10
+KPX Otilde yacute 10
+KPX Otilde y 10
+KPX Otilde w 10
+KPX Otilde v 10
+KPX Otilde uniE0EA 37
+KPX Otilde uniE0E9 37
+KPX Otilde Wdieresis 37
+KPX Otilde Wacute 37
+KPX Otilde Wgrave 37
+KPX Otilde Wcircumflex 37
+KPX Otilde W 37
+KPX Otilde V 37
+KPX Otilde Ydieresis -34
+KPX Otilde Yacute -34
+KPX Otilde Y -34
+KPX Otilde uni021A -5
+KPX Otilde Tcaron -5
+KPX Otilde uni0162 -5
+KPX Otilde T -5
+KPX Odieresis.alt braceright -10
+KPX Odieresis.alt bracketright -10
+KPX Odieresis.alt parenright -10
+KPX Odieresis.alt ellipsis -29
+KPX Odieresis.alt twodotenleader -29
+KPX Odieresis.alt onedotenleader -29
+KPX Odieresis.alt quotesinglbase -29
+KPX Odieresis.alt period -29
+KPX Odieresis.alt comma -29
+KPX Odieresis.alt Adieresis -29
+KPX Odieresis.alt uni0226 -29
+KPX Odieresis.alt uni0202 -29
+KPX Odieresis.alt uni0200 -29
+KPX Odieresis.alt AEacute -29
+KPX Odieresis.alt Aringacute -29
+KPX Odieresis.alt uni01E2 -29
+KPX Odieresis.alt uni01E0 -29
+KPX Odieresis.alt uni01DE -29
+KPX Odieresis.alt uni01CD -29
+KPX Odieresis.alt Aogonek -29
+KPX Odieresis.alt Abreve -29
+KPX Odieresis.alt Amacron -29
+KPX Odieresis.alt AE -29
+KPX Odieresis.alt Aring -29
+KPX Odieresis.alt Adieresis.alt -29
+KPX Odieresis.alt Atilde -29
+KPX Odieresis.alt Acircumflex -29
+KPX Odieresis.alt Aacute -29
+KPX Odieresis.alt Agrave -29
+KPX Odieresis.alt A -29
+KPX Odieresis.alt x 10
+KPX Odieresis.alt wdieresis 10
+KPX Odieresis.alt wacute 10
+KPX Odieresis.alt wgrave 10
+KPX Odieresis.alt wcircumflex 10
+KPX Odieresis.alt ydieresis 10
+KPX Odieresis.alt yacute 10
+KPX Odieresis.alt y 10
+KPX Odieresis.alt w 10
+KPX Odieresis.alt v 10
+KPX Odieresis.alt uniE0EA 37
+KPX Odieresis.alt uniE0E9 37
+KPX Odieresis.alt Wdieresis 37
+KPX Odieresis.alt Wacute 37
+KPX Odieresis.alt Wgrave 37
+KPX Odieresis.alt Wcircumflex 37
+KPX Odieresis.alt W 37
+KPX Odieresis.alt V 37
+KPX Odieresis.alt Ydieresis -34
+KPX Odieresis.alt Yacute -34
+KPX Odieresis.alt Y -34
+KPX Odieresis.alt uni021A -5
+KPX Odieresis.alt Tcaron -5
+KPX Odieresis.alt uni0162 -5
+KPX Odieresis.alt T -5
+KPX Oslash braceright -10
+KPX Oslash bracketright -10
+KPX Oslash parenright -10
+KPX Oslash ellipsis -29
+KPX Oslash twodotenleader -29
+KPX Oslash onedotenleader -29
+KPX Oslash quotesinglbase -29
+KPX Oslash period -29
+KPX Oslash comma -29
+KPX Oslash Adieresis -29
+KPX Oslash uni0226 -29
+KPX Oslash uni0202 -29
+KPX Oslash uni0200 -29
+KPX Oslash AEacute -29
+KPX Oslash Aringacute -29
+KPX Oslash uni01E2 -29
+KPX Oslash uni01E0 -29
+KPX Oslash uni01DE -29
+KPX Oslash uni01CD -29
+KPX Oslash Aogonek -29
+KPX Oslash Abreve -29
+KPX Oslash Amacron -29
+KPX Oslash AE -29
+KPX Oslash Aring -29
+KPX Oslash Adieresis.alt -29
+KPX Oslash Atilde -29
+KPX Oslash Acircumflex -29
+KPX Oslash Aacute -29
+KPX Oslash Agrave -29
+KPX Oslash A -29
+KPX Oslash x 10
+KPX Oslash wdieresis 10
+KPX Oslash wacute 10
+KPX Oslash wgrave 10
+KPX Oslash wcircumflex 10
+KPX Oslash ydieresis 10
+KPX Oslash yacute 10
+KPX Oslash y 10
+KPX Oslash w 10
+KPX Oslash v 10
+KPX Oslash uniE0EA 37
+KPX Oslash uniE0E9 37
+KPX Oslash Wdieresis 37
+KPX Oslash Wacute 37
+KPX Oslash Wgrave 37
+KPX Oslash Wcircumflex 37
+KPX Oslash W 37
+KPX Oslash V 37
+KPX Oslash Ydieresis -34
+KPX Oslash Yacute -34
+KPX Oslash Y -34
+KPX Oslash uni021A -5
+KPX Oslash Tcaron -5
+KPX Oslash uni0162 -5
+KPX Oslash T -5
+KPX Ugrave Udieresis 24
+KPX Ugrave uni0216 24
+KPX Ugrave uni0214 24
+KPX Ugrave uni01DB 24
+KPX Ugrave uni01D9 24
+KPX Ugrave uni01D7 24
+KPX Ugrave uni01D5 24
+KPX Ugrave uni01D3 24
+KPX Ugrave Uogonek 24
+KPX Ugrave Uhungarumlaut 24
+KPX Ugrave Uring 24
+KPX Ugrave Ubreve 24
+KPX Ugrave Umacron 24
+KPX Ugrave Utilde 24
+KPX Ugrave Ucircumflex 24
+KPX Ugrave Uacute 24
+KPX Ugrave Ugrave 24
+KPX Ugrave U 24
+KPX Ugrave ellipsis -24
+KPX Ugrave twodotenleader -24
+KPX Ugrave onedotenleader -24
+KPX Ugrave quotesinglbase -24
+KPX Ugrave period -24
+KPX Ugrave comma -24
+KPX Ugrave Adieresis -59
+KPX Ugrave uni0226 -59
+KPX Ugrave uni0202 -59
+KPX Ugrave uni0200 -59
+KPX Ugrave AEacute -59
+KPX Ugrave Aringacute -59
+KPX Ugrave uni01E2 -59
+KPX Ugrave uni01E0 -59
+KPX Ugrave uni01DE -59
+KPX Ugrave uni01CD -59
+KPX Ugrave Aogonek -59
+KPX Ugrave Abreve -59
+KPX Ugrave Amacron -59
+KPX Ugrave AE -59
+KPX Ugrave Aring -59
+KPX Ugrave Adieresis.alt -59
+KPX Ugrave Atilde -59
+KPX Ugrave Acircumflex -59
+KPX Ugrave Aacute -59
+KPX Ugrave Agrave -59
+KPX Ugrave A -59
+KPX Ugrave uniE0EA 24
+KPX Ugrave uniE0E9 24
+KPX Ugrave Wdieresis 24
+KPX Ugrave Wacute 24
+KPX Ugrave Wgrave 24
+KPX Ugrave Wcircumflex 24
+KPX Ugrave W 24
+KPX Ugrave V 24
+KPX Ugrave Ydieresis 24
+KPX Ugrave Yacute 24
+KPX Ugrave Y 24
+KPX Ugrave uni021A 37
+KPX Ugrave Tcaron 37
+KPX Ugrave uni0162 37
+KPX Ugrave T 37
+KPX Uacute Udieresis 24
+KPX Uacute uni0216 24
+KPX Uacute uni0214 24
+KPX Uacute uni01DB 24
+KPX Uacute uni01D9 24
+KPX Uacute uni01D7 24
+KPX Uacute uni01D5 24
+KPX Uacute uni01D3 24
+KPX Uacute Uogonek 24
+KPX Uacute Uhungarumlaut 24
+KPX Uacute Uring 24
+KPX Uacute Ubreve 24
+KPX Uacute Umacron 24
+KPX Uacute Utilde 24
+KPX Uacute Ucircumflex 24
+KPX Uacute Uacute 24
+KPX Uacute Ugrave 24
+KPX Uacute U 24
+KPX Uacute ellipsis -24
+KPX Uacute twodotenleader -24
+KPX Uacute onedotenleader -24
+KPX Uacute quotesinglbase -24
+KPX Uacute period -24
+KPX Uacute comma -24
+KPX Uacute Adieresis -59
+KPX Uacute uni0226 -59
+KPX Uacute uni0202 -59
+KPX Uacute uni0200 -59
+KPX Uacute AEacute -59
+KPX Uacute Aringacute -59
+KPX Uacute uni01E2 -59
+KPX Uacute uni01E0 -59
+KPX Uacute uni01DE -59
+KPX Uacute uni01CD -59
+KPX Uacute Aogonek -59
+KPX Uacute Abreve -59
+KPX Uacute Amacron -59
+KPX Uacute AE -59
+KPX Uacute Aring -59
+KPX Uacute Adieresis.alt -59
+KPX Uacute Atilde -59
+KPX Uacute Acircumflex -59
+KPX Uacute Aacute -59
+KPX Uacute Agrave -59
+KPX Uacute A -59
+KPX Uacute uniE0EA 24
+KPX Uacute uniE0E9 24
+KPX Uacute Wdieresis 24
+KPX Uacute Wacute 24
+KPX Uacute Wgrave 24
+KPX Uacute Wcircumflex 24
+KPX Uacute W 24
+KPX Uacute V 24
+KPX Uacute Ydieresis 24
+KPX Uacute Yacute 24
+KPX Uacute Y 24
+KPX Uacute uni021A 37
+KPX Uacute Tcaron 37
+KPX Uacute uni0162 37
+KPX Uacute T 37
+KPX Ucircumflex Udieresis 24
+KPX Ucircumflex uni0216 24
+KPX Ucircumflex uni0214 24
+KPX Ucircumflex uni01DB 24
+KPX Ucircumflex uni01D9 24
+KPX Ucircumflex uni01D7 24
+KPX Ucircumflex uni01D5 24
+KPX Ucircumflex uni01D3 24
+KPX Ucircumflex Uogonek 24
+KPX Ucircumflex Uhungarumlaut 24
+KPX Ucircumflex Uring 24
+KPX Ucircumflex Ubreve 24
+KPX Ucircumflex Umacron 24
+KPX Ucircumflex Utilde 24
+KPX Ucircumflex Ucircumflex 24
+KPX Ucircumflex Uacute 24
+KPX Ucircumflex Ugrave 24
+KPX Ucircumflex U 24
+KPX Ucircumflex ellipsis -24
+KPX Ucircumflex twodotenleader -24
+KPX Ucircumflex onedotenleader -24
+KPX Ucircumflex quotesinglbase -24
+KPX Ucircumflex period -24
+KPX Ucircumflex comma -24
+KPX Ucircumflex Adieresis -59
+KPX Ucircumflex uni0226 -59
+KPX Ucircumflex uni0202 -59
+KPX Ucircumflex uni0200 -59
+KPX Ucircumflex AEacute -59
+KPX Ucircumflex Aringacute -59
+KPX Ucircumflex uni01E2 -59
+KPX Ucircumflex uni01E0 -59
+KPX Ucircumflex uni01DE -59
+KPX Ucircumflex uni01CD -59
+KPX Ucircumflex Aogonek -59
+KPX Ucircumflex Abreve -59
+KPX Ucircumflex Amacron -59
+KPX Ucircumflex AE -59
+KPX Ucircumflex Aring -59
+KPX Ucircumflex Adieresis.alt -59
+KPX Ucircumflex Atilde -59
+KPX Ucircumflex Acircumflex -59
+KPX Ucircumflex Aacute -59
+KPX Ucircumflex Agrave -59
+KPX Ucircumflex A -59
+KPX Ucircumflex uniE0EA 24
+KPX Ucircumflex uniE0E9 24
+KPX Ucircumflex Wdieresis 24
+KPX Ucircumflex Wacute 24
+KPX Ucircumflex Wgrave 24
+KPX Ucircumflex Wcircumflex 24
+KPX Ucircumflex W 24
+KPX Ucircumflex V 24
+KPX Ucircumflex Ydieresis 24
+KPX Ucircumflex Yacute 24
+KPX Ucircumflex Y 24
+KPX Ucircumflex uni021A 37
+KPX Ucircumflex Tcaron 37
+KPX Ucircumflex uni0162 37
+KPX Ucircumflex T 37
+KPX Yacute u -39
+KPX Yacute Udieresis 24
+KPX Yacute uni0216 24
+KPX Yacute uni0214 24
+KPX Yacute uni01DB 24
+KPX Yacute uni01D9 24
+KPX Yacute uni01D7 24
+KPX Yacute uni01D5 24
+KPX Yacute uni01D3 24
+KPX Yacute Uogonek 24
+KPX Yacute Uhungarumlaut 24
+KPX Yacute Uring 24
+KPX Yacute Ubreve 24
+KPX Yacute Umacron 24
+KPX Yacute Utilde 24
+KPX Yacute Ucircumflex 24
+KPX Yacute Uacute 24
+KPX Yacute Ugrave 24
+KPX Yacute U 24
+KPX Yacute guilsinglright -49
+KPX Yacute guilsinglleft -49
+KPX Yacute uni2015 -49
+KPX Yacute emdash -49
+KPX Yacute endash -49
+KPX Yacute figuredash -49
+KPX Yacute uni2011 -49
+KPX Yacute uni2010 -49
+KPX Yacute divide -49
+KPX Yacute guillemotright -49
+KPX Yacute periodcentered -49
+KPX Yacute uni00AD -49
+KPX Yacute guillemotleft -49
+KPX Yacute asciitilde -49
+KPX Yacute greater -49
+KPX Yacute equal -49
+KPX Yacute less -49
+KPX Yacute hyphen -49
+KPX Yacute plus -49
+KPX Yacute dotlessi -40
+KPX Yacute z -40
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+KPX ycircumflex uniE0E9 -24
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+/.notdef
+/.notdef
+/.notdef
+/.notdef
+/.notdef
+] def \ No newline at end of file
diff --git a/Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusBMI.enc b/Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusBMI.enc
new file mode 100644
index 00000000000..270b44eec15
--- /dev/null
+++ b/Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusBMI.enc
@@ -0,0 +1,258 @@
+/libBMIenc[%
+/u1D71E %Gamma
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+/uni22AE
+/uni22AF
+/uni22B0
+/u1D752 % was /uni22B1
+/uni22B4
+] def \ No newline at end of file
diff --git a/Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusBMR.enc b/Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusBMR.enc
new file mode 100644
index 00000000000..1135a0a2728
--- /dev/null
+++ b/Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusBMR.enc
@@ -0,0 +1,258 @@
+/libusBMRenc[%
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+/u1D6DE % /uni224D moved to 184% '376
+/uni224E
+] def \ No newline at end of file
diff --git a/Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusEX.enc b/Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusEX.enc
new file mode 100644
index 00000000000..f4e83235e5f
--- /dev/null
+++ b/Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusEX.enc
@@ -0,0 +1,258 @@
+/libusEXenc[%
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+/uni222F
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+/.notdef
+/.notdef
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+/.notdef
+/.notdef
+/.notdef
+/.notdef
+/.notdef
+/.notdef
+/.notdef
+/.notdef
+/.notdef
+/.notdef
+/.notdef
+/.notdef
+/.notdef
+/.notdef
+/.notdef
+/.notdef
+/.notdef
+/.notdef
+/.notdef
+/.notdef
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+] def \ No newline at end of file
diff --git a/Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusFRK.enc b/Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusFRK.enc
new file mode 100644
index 00000000000..9855a00c61c
--- /dev/null
+++ b/Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusFRK.enc
@@ -0,0 +1,258 @@
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+] def \ No newline at end of file
diff --git a/Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusMI.enc b/Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusMI.enc
new file mode 100644
index 00000000000..adc64db7042
--- /dev/null
+++ b/Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusMI.enc
@@ -0,0 +1,258 @@
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+/uni22B4
+] def \ No newline at end of file
diff --git a/Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusMR.enc b/Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusMR.enc
new file mode 100644
index 00000000000..c4e0e1a5393
--- /dev/null
+++ b/Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusMR.enc
@@ -0,0 +1,258 @@
+/libusMRenc[%
+/Gamma % '0
+/uni0394 % '1
+/Theta % '2
+/Lambda % '3
+/Xi % '4
+/Pi % '5
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+/Upsilon % '7
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+/eta % '21
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+/xi % '30
+/pi % '31
+/rho % '32
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+/uni03F0 % '376 /uni224D moved to 184, '270
+/uni224E
+] def \ No newline at end of file
diff --git a/Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusSF.enc b/Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusSF.enc
new file mode 100644
index 00000000000..9a18c58dc1c
--- /dev/null
+++ b/Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusSF.enc
@@ -0,0 +1,258 @@
+/libusSFenc[%
+/.notdef
+/.notdef
+/.notdef
+/.notdef
+/.notdef
+/.notdef
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+/.notdef
+/.notdef
+/.notdef
+/.notdef
+/.notdef
+/.notdef
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+/.notdef
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+/u1D5C2.dtls
+/u1D5C3.dtls
+/.notdef
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+/.notdef
+/.notdef
+/.notdef
+/.notdef
+/.notdef
+/.notdef
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+/u1D7E2
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+/u1D7E6
+/u1D7E7
+/u1D7E8
+/u1D7E9
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+/.notdef
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+/u1D5A0
+/u1D5A1
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+/.notdef
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+/u1D5BA
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+] def \ No newline at end of file
diff --git a/Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusSFB.enc b/Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusSFB.enc
new file mode 100644
index 00000000000..69ea79b9f0b
--- /dev/null
+++ b/Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusSFB.enc
@@ -0,0 +1,258 @@
+/libusBBenc[%
+/.notdef
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+] def \ No newline at end of file
diff --git a/Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusSFI.enc b/Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusSFI.enc
new file mode 100644
index 00000000000..07b9b9f8a52
--- /dev/null
+++ b/Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusSFI.enc
@@ -0,0 +1,258 @@
+/libusBBenc[%
+/.notdef
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+] def \ No newline at end of file
diff --git a/Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusSYM.enc b/Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusSYM.enc
new file mode 100644
index 00000000000..7741ec8c4b2
--- /dev/null
+++ b/Master/texmf-dist/fonts/enc/dvips/libertinust1math/libusSYM.enc
@@ -0,0 +1,258 @@
+/libusSCRenc[%
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+/uni222C.sm % 4
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+/dotmath % 12
+/uni2A0C.smsl % 13
+/uni22C8 % 14
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+/product.sm % 17
+/uni2A3F % 18, small coproduct
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+/.notdef % was /u1D718 % 62 varkappa
+/uni03DD.ital % 63 italic digamma
+/uni03F6.ital % 64 ital rev lunate eps
+/uni21AA.left % 65 hooks
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+/arrowleft % 67
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+/uni21C0 % 86 harpoons rt
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+/uni21CB % 88 harpoons both
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+/uni2714 % 136 heavy checkmark
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+/uni23DC.md % 138 for 23DC. D
+/u1D4C1 % 139 ell
+/uni222F.sm % 140
+/uni222F.smsl % 141
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+/uni2906 % 252 ltArrow from bar
+/openbullet % 253
+/uni22C4 % 254 diamond operator
+/uni2907 % 255 rtArrow from bar
+] def \ No newline at end of file
diff --git a/Master/texmf-dist/fonts/map/dvips/libertinust1math/libertinust1math.map b/Master/texmf-dist/fonts/map/dvips/libertinust1math/libertinust1math.map
new file mode 100644
index 00000000000..952f5c475b9
--- /dev/null
+++ b/Master/texmf-dist/fonts/map/dvips/libertinust1math/libertinust1math.map
@@ -0,0 +1,10 @@
+libertinust1-mathit LibertinusT1Math " libMIenc ReEncodeFont " <[libusMI.enc <LibertinusT1Math.pfb
+libertinust1-mathit-bold LibertinusT1Math " libBMIenc ReEncodeFont " <[libusBMI.enc <LibertinusT1Math.pfb
+libertinust1-mathex LibertinusT1Math " libEXenc ReEncodeFont " <[libusEX.enc <LibertinusT1Math.pfb
+libertinust1-mathrm LibertinusT1Math " libMRenc ReEncodeFont " <[libusMR.enc <LibertinusT1Math.pfb
+libertinust1-mathrm-bold LibertinusT1Math " libBMRenc ReEncodeFont " <[libusBMR.enc <LibertinusT1Math.pfb
+libertinust1-mathbb LibertinusT1Math " libusBBenc ReEncodeFont " <[libusBB.enc <LibertinusT1Math.pfb
+libertinust1-mathsf LibertinusT1Math " libusSFenc ReEncodeFont " <[libusSF.enc <LibertinusT1Math.pfb
+libertinust1-mathsfi LibertinusT1Math " libusSFIenc ReEncodeFont " <[libusSFI.enc <LibertinusT1Math.pfb
+libertinust1-mathsfb LibertinusT1Math " libusSFBenc ReEncodeFont " <[libusSFB.enc <LibertinusT1Math.pfb
+libertinust1-mathsym LibertinusT1Math " libSYMenc ReEncodeFont " <[libusSYM.enc <LibertinusT1Math.pfb
diff --git a/Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathbb.tfm b/Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathbb.tfm
new file mode 100644
index 00000000000..7b3e20c212f
--- /dev/null
+++ b/Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathbb.tfm
Binary files differ
diff --git a/Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathex.tfm b/Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathex.tfm
new file mode 100644
index 00000000000..563c34d70e5
--- /dev/null
+++ b/Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathex.tfm
Binary files differ
diff --git a/Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathit-bold.tfm b/Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathit-bold.tfm
new file mode 100644
index 00000000000..84da7850cf5
--- /dev/null
+++ b/Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathit-bold.tfm
Binary files differ
diff --git a/Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathit.tfm b/Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathit.tfm
new file mode 100644
index 00000000000..f7df854ce01
--- /dev/null
+++ b/Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathit.tfm
Binary files differ
diff --git a/Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathrm-bold.tfm b/Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathrm-bold.tfm
new file mode 100644
index 00000000000..627e0b10e1d
--- /dev/null
+++ b/Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathrm-bold.tfm
Binary files differ
diff --git a/Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathrm.tfm b/Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathrm.tfm
new file mode 100644
index 00000000000..56174a016a7
--- /dev/null
+++ b/Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathrm.tfm
Binary files differ
diff --git a/Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathsf.tfm b/Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathsf.tfm
new file mode 100644
index 00000000000..ed7786eece8
--- /dev/null
+++ b/Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathsf.tfm
Binary files differ
diff --git a/Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathsfb.tfm b/Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathsfb.tfm
new file mode 100644
index 00000000000..f985a4319cb
--- /dev/null
+++ b/Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathsfb.tfm
Binary files differ
diff --git a/Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathsfi.tfm b/Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathsfi.tfm
new file mode 100644
index 00000000000..3057b07b10d
--- /dev/null
+++ b/Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathsfi.tfm
Binary files differ
diff --git a/Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathsym.tfm b/Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathsym.tfm
new file mode 100644
index 00000000000..0ecd4e66a9a
--- /dev/null
+++ b/Master/texmf-dist/fonts/tfm/public/libertinust1math/libertinust1-mathsym.tfm
Binary files differ
diff --git a/Master/texmf-dist/fonts/type1/public/libertinust1math/LibertinusT1Math.pfb b/Master/texmf-dist/fonts/type1/public/libertinust1math/LibertinusT1Math.pfb
new file mode 100644
index 00000000000..a9656958cd7
--- /dev/null
+++ b/Master/texmf-dist/fonts/type1/public/libertinust1math/LibertinusT1Math.pfb
Binary files differ
diff --git a/Master/texmf-dist/tex/latex/libertinust1math/libertinust1math.sty b/Master/texmf-dist/tex/latex/libertinust1math/libertinust1math.sty
new file mode 100644
index 00000000000..c88e011dc6b
--- /dev/null
+++ b/Master/texmf-dist/tex/latex/libertinust1math/libertinust1math.sty
@@ -0,0 +1,1284 @@
+\NeedsTeXFormat{LaTeX2e}[1999/12/01]
+\def\fileversion{1.0.0}
+\def\filedate{2016/03/25}
+\ProvidesPackage{libertinust1math}
+ [\filedate\space v\fileversion---latex support for LibertinusT1Math (msharpe)]
+
+\newif\iflibus@upint %\libus@upintfalse
+\newif\iflibus@frenchm
+\newif\iflibus@slantedG
+\let\libus@lcgc\mathord
+\DeclareOption{lcgreekalpha}{\let\libus@lcgc\mathalpha}
+\DeclareOption{upint} {\libus@upinttrue}
+\DeclareOption{frenchmath} {\libus@frenchmtrue}
+\DeclareOption{slantedGreek} {\libus@slantedGtrue}
+\DeclareOption{uprightGreek} {\libus@slantedGfalse}
+\ProcessOptions\relax
+\iflibus@frenchm\libus@slantedGfalse\fi
+\RequirePackage{amsmath}
+\def\libus@undefine#1{%
+ \if\relax\noexpand#1\let#1=\@undefined\fi}
+\def\libus@MathSymbol#1#2#3#4{%
+ \libus@undefine#1%
+ \DeclareMathSymbol{#1}{#2}{#3}{#4}}
+\def\libus@MathDelimiter#1#2#3#4#5#6{%
+ \libus@undefine#1%
+ \DeclareMathDelimiter{#1}{#2}{#3}{#4}{#5}{#6}}
+\def\libus@MathAccent#1#2#3#4{%
+ \libus@undefine#1%
+ \DeclareMathAccent{#1}{#2}{#3}{#4}}
+\def\libus@MathRadical#1#2#3#4{%
+ \libus@undefine#1%
+ \DeclareMathRadical{#1}{#2}{#3}{#4}}
+
+\DeclareFontEncoding{LS1}{}{}
+\DeclareFontEncoding{LS2}{}{\noaccents@}
+\DeclareFontSubstitution{LS1}{libertinust1math}{m}{n}
+\DeclareFontSubstitution{LS2}{libertinust1mathex}{m}{n}
+\DeclareFontSubstitution{LS2}{libertinust1mathsym}{m}{n}
+\DeclareSymbolFont{letters} {LS1}{libertinust1math} {m}{it}
+\DeclareSymbolFont{operators} {LS1}{libertinust1math} {m} {n}
+\DeclareSymbolFont{symbols} {LS2}{libertinust1mathsym} {m} {n}
+\DeclareSymbolFont{largesymbols} {LS2}{libertinust1mathex} {m} {n}
+\SetSymbolFont{letters} {bold}{LS1}{libertinust1math} {b}{it}
+\SetSymbolFont{operators} {bold}{LS1}{libertinust1math} {b} {n}
+\DeclareSymbolFont{bold-operators}{LS1}{libertinust1math} {b} {n}
+\DeclareSymbolFont{bold-letters}{LS1}{libertinust1math} {b} {it}
+\DeclareSymbolFontAlphabet{\mathit} {letters}
+\DeclareSymbolFontAlphabet{\mathrm} {operators}
+\DeclareSymbolFontAlphabet{\mathbf} {bold-operators}
+\DeclareMathAlphabet{\mathbfit} {LS1}{libertinust1math} {b}{it}
+
+\DeclareFontFamily{U}{stixcal}{\skewchar\font127 }
+\DeclareFontShape{U}{stixcal}{m}{n} {<-> stix-mathcal}{}
+\DeclareFontShape{U}{stixcal}{b}{n} {<-> stix-mathcal-bold}{}
+\DeclareMathAlphabet{\mathcal}{U}{stixcal}{m}{n}
+\SetMathAlphabet{\mathcal}{bold}{U}{stixcal}{b}{n}
+\DeclareMathAlphabet{\mathbcal} {U}{stixcal}{b}{n}
+
+\libus@MathSymbol{\upGamma} {\mathalpha}{operators}{"00}
+\libus@MathSymbol{\upDelta} {\mathalpha}{operators}{"01}
+\libus@MathSymbol{\upTheta} {\mathalpha}{operators}{"02}
+\libus@MathSymbol{\upLambda} {\mathalpha}{operators}{"03}
+\libus@MathSymbol{\upXi} {\mathalpha}{operators}{"04}
+\libus@MathSymbol{\upPi} {\mathalpha}{operators}{"05}
+\libus@MathSymbol{\upSigma} {\mathalpha}{operators}{"06}
+\libus@MathSymbol{\upUpsilon} {\mathalpha}{operators}{"07}
+\libus@MathSymbol{\upPhi} {\mathalpha}{operators}{"08}
+\libus@MathSymbol{\upPsi} {\mathalpha}{operators}{"09}
+\libus@MathSymbol{\upOmega} {\mathalpha}{operators}{"0A}
+\libus@MathSymbol{\upalpha} {\libus@lcgc}{operators}{"0B}
+\libus@MathSymbol{\upbeta} {\libus@lcgc}{operators}{"0C}
+\libus@MathSymbol{\upgamma} {\libus@lcgc}{operators}{"0D}
+\libus@MathSymbol{\updelta} {\libus@lcgc}{operators}{"0E}
+\libus@MathSymbol{\upepsilon} {\libus@lcgc}{operators}{"0F}
+\libus@MathSymbol{\upzeta} {\libus@lcgc}{operators}{"10}
+\libus@MathSymbol{\upeta} {\libus@lcgc}{operators}{"11}
+\libus@MathSymbol{\uptheta} {\libus@lcgc}{operators}{"12}
+\libus@MathSymbol{\upiota} {\libus@lcgc}{operators}{"13}
+\libus@MathSymbol{\upkappa} {\libus@lcgc}{operators}{"14}
+\libus@MathSymbol{\uplambda} {\libus@lcgc}{operators}{"15}
+\libus@MathSymbol{\upmu} {\libus@lcgc}{operators}{"16}
+\libus@MathSymbol{\upnu} {\libus@lcgc}{operators}{"17}
+\libus@MathSymbol{\upxi} {\libus@lcgc}{operators}{"18}
+\libus@MathSymbol{\uppi} {\libus@lcgc}{operators}{"19}
+\libus@MathSymbol{\uprho} {\libus@lcgc}{operators}{"1A}
+\libus@MathSymbol{\upsigma} {\libus@lcgc}{operators}{"1B}
+\libus@MathSymbol{\uptau} {\libus@lcgc}{operators}{"1C}
+\libus@MathSymbol{\upupsilon} {\libus@lcgc}{operators}{"1D}
+\libus@MathSymbol{\upphi} {\libus@lcgc}{operators}{"1E}
+\libus@MathSymbol{\upchi} {\libus@lcgc}{operators}{"1F}
+\libus@MathSymbol{\uppsi} {\libus@lcgc}{operators}{"20}
+\libus@MathSymbol{\upomega} {\libus@lcgc}{operators}{"21}
+\libus@MathSymbol{\upvarepsilon}{\libus@lcgc}{operators}{"22}
+\libus@MathSymbol{\upvartheta} {\libus@lcgc}{operators}{"23}
+\libus@MathSymbol{\upvarpi} {\libus@lcgc}{operators}{"24}
+\libus@MathSymbol{\upvarrho} {\libus@lcgc}{operators}{"25}
+\libus@MathSymbol{\upvarsigma} {\libus@lcgc}{operators}{"26}
+\libus@MathSymbol{\upvarphi} {\libus@lcgc}{operators}{"27}
+\libus@MathSymbol{\nabla} {\libus@lcgc}{operators}{"28}
+\libus@MathSymbol{\uppartial} {\libus@lcgc}{operators}{"29}
+\libus@MathSymbol{\partial} {\libus@lcgc}{letters}{"29}
+\libus@MathSymbol{\upvarkappa} {\libus@lcgc}{operators}{"FE}
+%
+\let\Gammaup\upGamma
+\let\Deltaup\upDelta
+\let\Thetaup\upTheta
+\let\Lambdaup\upLambda
+\let\Xiup\upXi
+\let\Piup\upPi
+\let\Gammaup\upGamma
+\let\Sigmaup\upSigma
+\let\Upsilonup\upUpsilon
+\let\Phiup\upPhi
+\let\Psiup\upPsi
+\let\Omegaup\upOmega
+\let\alphaup\upalpha
+\let\betaup\upbeta
+\let\gammaup\upgamma
+\let\deltaup\updelta
+\let\epsilonup\upepsilon
+\let\zetaup\upzeta
+\let\etaup\upeta
+\let\thetaup\uptheta
+\let\iotaup\upiota
+\let\kappaup\upkappa
+\let\lambdaup\uplambda
+\let\muup\upmu
+\let\nuup\upnu
+\let\xiup\upxi
+\let\piup\uppi
+\let\rhoup\uprho
+\let\sigmaup\upsigma
+\let\tauup\uptau
+\let\upsilonup\upupsilon
+\let\phiup\upphi
+\let\chiup\upchi
+\let\psiup\uppsi
+\let\omegaup\upomega
+\let\varepsilonup\upvarepsilon
+\let\varthetaup\upvartheta
+\let\varpiup\upvarpi
+\let\varrhoup\upvarrho
+\let\varsigmaup\upvarsigma
+\let\varphiup\upvarphi
+\let\varkappaup\upvarkappa
+%
+\libus@MathSymbol{\Gammait}{\mathalpha}{letters}{0}
+\libus@MathSymbol{\Deltait}{\mathalpha}{letters}{1}
+\libus@MathSymbol{\Thetait}{\mathalpha}{letters}{2}
+\libus@MathSymbol{\Lambdait}{\mathalpha}{letters}{3}
+\libus@MathSymbol{\Xiit}{\mathalpha}{letters}{4}
+\libus@MathSymbol{\Piit}{\mathalpha}{letters}{5}
+\libus@MathSymbol{\Sigmait}{\mathalpha}{letters}{6}
+\libus@MathSymbol{\Upsilonit}{\mathalpha}{letters}{7}
+\libus@MathSymbol{\Phiit}{\mathalpha}{letters}{8}
+\libus@MathSymbol{\Psiit}{\mathalpha}{letters}{9}
+\libus@MathSymbol{\Omegait}{\mathalpha}{letters}{10}
+\libus@MathSymbol{\alphait}{\libus@lcgc}{letters}{11}
+\libus@MathSymbol{\betait}{\libus@lcgc}{letters}{12}
+\libus@MathSymbol{\gammait}{\libus@lcgc}{letters}{13}
+\libus@MathSymbol{\deltait}{\libus@lcgc}{letters}{14}
+\libus@MathSymbol{\epsilonit}{\libus@lcgc}{letters}{15}
+\libus@MathSymbol{\zetait}{\libus@lcgc}{letters}{16}
+\libus@MathSymbol{\etait}{\libus@lcgc}{letters}{17}
+\libus@MathSymbol{\thetait}{\libus@lcgc}{letters}{18}
+\libus@MathSymbol{\iotait}{\libus@lcgc}{letters}{19}
+\libus@MathSymbol{\kappait}{\libus@lcgc}{letters}{20}
+\libus@MathSymbol{\lambdait}{\libus@lcgc}{letters}{21}
+\libus@MathSymbol{\muit}{\libus@lcgc}{letters}{22}
+\libus@MathSymbol{\nuit}{\libus@lcgc}{letters}{23}
+\libus@MathSymbol{\xiit}{\libus@lcgc}{letters}{24}
+\libus@MathSymbol{\piit}{\libus@lcgc}{letters}{25}
+\libus@MathSymbol{\rhoit}{\libus@lcgc}{letters}{26}
+\libus@MathSymbol{\sigmait}{\libus@lcgc}{letters}{27}
+\libus@MathSymbol{\tauit}{\libus@lcgc}{letters}{28}
+\libus@MathSymbol{\upsilonit}{\libus@lcgc}{letters}{29}
+\libus@MathSymbol{\phiit}{\libus@lcgc}{letters}{30}
+\libus@MathSymbol{\chiit}{\libus@lcgc}{letters}{31}
+\libus@MathSymbol{\psiit}{\libus@lcgc}{letters}{32}
+\libus@MathSymbol{\omegait}{\libus@lcgc}{letters}{33}
+\libus@MathSymbol{\varepsilonit}{\libus@lcgc}{letters}{34}
+\libus@MathSymbol{\varthetait}{\libus@lcgc}{letters}{35}
+\libus@MathSymbol{\varpiit}{\libus@lcgc}{letters}{36}
+\libus@MathSymbol{\varrhoit}{\libus@lcgc}{letters}{37}
+\libus@MathSymbol{\varsigmait}{\libus@lcgc}{letters}{38}
+\libus@MathSymbol{\varphiit}{\libus@lcgc}{letters}{39}
+\libus@MathSymbol{\varkappait}{\libus@lcgc}{letters}{"FE}
+\iflibus@slantedG
+ \let\Gamma\Gammait
+ \let\Delta\Deltait
+ \let\Theta\Thetait
+ \let\Lambda\Lambdait
+ \let\Xi\Xiit
+ \let\Pi\Piit
+ \let\Sigma\Sigmait
+ \let\Upsilon\Upsilonit
+ \let\Phi\Phiit
+ \let\Psi\Psiit
+ \let\Omega\Omegait
+\else
+ \let\Gamma\upGamma
+ \let\Delta\upDelta
+ \let\Theta\upTheta
+ \let\Lambda\upLambda
+ \let\Xi\upXi
+ \let\Pi\upPi
+ \let\Sigma\upSigma
+ \let\Upsilon\upUpsilon
+ \let\Phi\upPhi
+ \let\Psi\upPsi
+ \let\Omega\upOmega
+\fi
+%
+
+\libus@MathSymbol{0} {\mathalpha}{operators}{`0}
+\libus@MathSymbol{1} {\mathalpha}{operators}{`1}
+\libus@MathSymbol{2} {\mathalpha}{operators}{`2}
+\libus@MathSymbol{3} {\mathalpha}{operators}{`3}
+\libus@MathSymbol{4} {\mathalpha}{operators}{`4}
+\libus@MathSymbol{5} {\mathalpha}{operators}{`5}
+\libus@MathSymbol{6} {\mathalpha}{operators}{`6}
+\libus@MathSymbol{7} {\mathalpha}{operators}{`7}
+\libus@MathSymbol{8} {\mathalpha}{operators}{`8}
+\libus@MathSymbol{9} {\mathalpha}{operators}{`9}
+\libus@MathSymbol{A} {\mathalpha}{letters} {`A}
+\libus@MathSymbol{B} {\mathalpha}{letters} {`B}
+\libus@MathSymbol{C} {\mathalpha}{letters} {`C}
+\libus@MathSymbol{D} {\mathalpha}{letters} {`D}
+\libus@MathSymbol{E} {\mathalpha}{letters} {`E}
+\libus@MathSymbol{F} {\mathalpha}{letters} {`F}
+\libus@MathSymbol{G} {\mathalpha}{letters} {`G}
+\libus@MathSymbol{H} {\mathalpha}{letters} {`H}
+\libus@MathSymbol{I} {\mathalpha}{letters} {`I}
+\libus@MathSymbol{J} {\mathalpha}{letters} {`J}
+\libus@MathSymbol{K} {\mathalpha}{letters} {`K}
+\libus@MathSymbol{L} {\mathalpha}{letters} {`L}
+\libus@MathSymbol{M} {\mathalpha}{letters} {`M}
+\libus@MathSymbol{N} {\mathalpha}{letters} {`N}
+\libus@MathSymbol{O} {\mathalpha}{letters} {`O}
+\libus@MathSymbol{P} {\mathalpha}{letters} {`P}
+\libus@MathSymbol{Q} {\mathalpha}{letters} {`Q}
+\libus@MathSymbol{R} {\mathalpha}{letters} {`R}
+\libus@MathSymbol{S} {\mathalpha}{letters} {`S}
+\libus@MathSymbol{T} {\mathalpha}{letters} {`T}
+\libus@MathSymbol{U} {\mathalpha}{letters} {`U}
+\libus@MathSymbol{V} {\mathalpha}{letters} {`V}
+\libus@MathSymbol{W} {\mathalpha}{letters} {`W}
+\libus@MathSymbol{X} {\mathalpha}{letters} {`X}
+\libus@MathSymbol{Y} {\mathalpha}{letters} {`Y}
+\libus@MathSymbol{Z} {\mathalpha}{letters} {`Z}
+\libus@MathSymbol{a} {\mathalpha}{letters} {`a}
+\libus@MathSymbol{b} {\mathalpha}{letters} {`b}
+\libus@MathSymbol{c} {\mathalpha}{letters} {`c}
+\libus@MathSymbol{d} {\mathalpha}{letters} {`d}
+\libus@MathSymbol{e} {\mathalpha}{letters} {`e}
+\libus@MathSymbol{f} {\mathalpha}{letters} {`f}
+\libus@MathSymbol{g} {\mathalpha}{letters} {`g}
+\libus@MathSymbol{h} {\mathalpha}{letters} {`h}
+\libus@MathSymbol{i} {\mathalpha}{letters} {`i}
+\libus@MathSymbol{j} {\mathalpha}{letters} {`j}
+\libus@MathSymbol{k} {\mathalpha}{letters} {`k}
+\libus@MathSymbol{l} {\mathalpha}{letters} {`l}
+\libus@MathSymbol{m} {\mathalpha}{letters} {`m}
+\libus@MathSymbol{n} {\mathalpha}{letters} {`n}
+\libus@MathSymbol{o} {\mathalpha}{letters} {`o}
+\libus@MathSymbol{p} {\mathalpha}{letters} {`p}
+\libus@MathSymbol{q} {\mathalpha}{letters} {`q}
+\libus@MathSymbol{r} {\mathalpha}{letters} {`r}
+\libus@MathSymbol{s} {\mathalpha}{letters} {`s}
+\libus@MathSymbol{t} {\mathalpha}{letters} {`t}
+\libus@MathSymbol{u} {\mathalpha}{letters} {`u}
+\libus@MathSymbol{v} {\mathalpha}{letters} {`v}
+\libus@MathSymbol{w} {\mathalpha}{letters} {`w}
+\libus@MathSymbol{x} {\mathalpha}{letters} {`x}
+\libus@MathSymbol{y} {\mathalpha}{letters} {`y}
+\libus@MathSymbol{z} {\mathalpha}{letters} {`z}
+\libus@MathSymbol{\imath}{\mathalpha}{letters} {"7B}
+\libus@MathSymbol{\jmath}{\mathalpha}{letters} {"7C}
+\libus@MathSymbol{\aleph} {\mathord}{letters}{"2A}
+\libus@MathSymbol{\beth} {\mathord}{letters}{"2B}
+\libus@MathSymbol{\gimel} {\mathord}{letters}{"2C}
+\libus@MathSymbol{\daleth}{\mathord}{letters}{"2D}
+\libus@MathSymbol{\hbar} {\mathord}{letters}{"60}
+\libus@MathSymbol{\hslash}{\mathord}{letters}{"3D}
+%%\libus@MathSymbol{\ell} {\mathord} {symbols}{`l}
+%\libus@MathSymbol{\wp} {\mathord} {symbols}{"7D}
+%\libus@MathSymbol{\Re} {\mathord} {symbols}{"7B}
+%\libus@MathSymbol{\Im} {\mathord} {symbols}{"7C}
+\libus@MathSymbol{-} {\mathbin} {operators}{"2A}
+\libus@MathSymbol{+} {\mathbin} {operators}{`+}
+\libus@MathSymbol{\pm} {\mathbin} {operators}{"2C}
+\libus@MathSymbol{\mp} {\mathbin} {operators}{"2D}
+\libus@MathSymbol{:} {\mathrel} {operators}{`:}
+\libus@MathSymbol{;} {\mathpunct}{operators}{`;}
+\libus@MathSymbol{*} {\mathrel} {operators}{"3C}
+\libus@MathSymbol{\ast} {\mathrel} {operators}{"3C}
+\libus@MathSymbol{=} {\mathrel} {operators}{`=}
+\libus@MathSymbol{\mathdollar}{\mathord} {operators}{"3E}
+\libus@MathSymbol{?} {\mathclose}{operators}{`?}
+\libus@MathSymbol{!} {\mathclose}{operators}{"40}
+\libus@MathSymbol{#} {\mathord} {operators}{"7D}
+\mathcode`\%="007E % can't use \libus@MathSymbol
+\libus@MathSymbol{&} {\mathord} {operators}{"99}
+\libus@MathSymbol{@} {\mathord} {operators}{"9A}
+\libus@MathSymbol{.} {\mathord} {letters} {"3A}
+\libus@MathSymbol{\ldotp} {\mathpunct}{letters} {"3A}
+\libus@MathSymbol{,} {\mathpunct}{letters} {"3B}
+\libus@MathSymbol{\star} {\mathbin} {letters} {"3F}
+\libus@MathSymbol{\flat} {\mathord} {letters} {"5B}
+\libus@MathSymbol{\natural} {\mathord} {letters} {"5C}
+\libus@MathSymbol{\sharp} {\mathord} {letters} {"5D}
+\libus@MathSymbol{\smile} {\mathrel} {letters} {"5E}
+\libus@MathSymbol{\frown} {\mathrel} {letters} {"5F}
+\libus@MathSymbol{\triangleright} {\mathbin}{letters}{"2E}
+\libus@MathSymbol{\triangleleft} {\mathbin}{letters}{"2F}
+
+\iflibus@frenchm
+ \let\alpha\alphaup
+ \let\beta\betaup
+ \let\gamma\gammaup
+ \let\delta\deltaup
+ \let\epsilon\epsilonup
+ \let\zeta\zetaup
+ \let\eta\etaup
+ \let\theta\thetaup
+ \let\iota\iotaup
+ \let\kappa\kappaup
+ \let\lambda\lambdaup
+ \let\mu\muup
+ \let\nu\nuup
+ \let\xi\xiup
+ \let\pi\piup
+ \let\rho\rhoup
+ \let\sigma\sigmaup
+ \let\tau\tauup
+ \let\upsilon\upsilonup
+ \let\phi\phiup
+ \let\chi\chiup
+ \let\psi\psiup
+ \let\omega\omegaup
+ \let\varepsilon\varepsilonup
+ \let\vartheta\varthetaup
+ \let\varpi\varpiup
+ \let\varrho\varrhoup
+ \let\varsigma\varsigmaup
+ \let\varphi\varphiup
+ \let\varkappa\varkappaup
+ \DeclareMathSymbol{A}{\mathalpha}{operators}{65}
+ \DeclareMathSymbol{B}{\mathalpha}{operators}{66}
+ \DeclareMathSymbol{C}{\mathalpha}{operators}{67}
+ \DeclareMathSymbol{D}{\mathalpha}{operators}{68}
+ \DeclareMathSymbol{E}{\mathalpha}{operators}{69}
+ \DeclareMathSymbol{F}{\mathalpha}{operators}{70}
+ \DeclareMathSymbol{G}{\mathalpha}{operators}{71}
+ \DeclareMathSymbol{H}{\mathalpha}{operators}{72}
+ \DeclareMathSymbol{I}{\mathalpha}{operators}{73}
+ \DeclareMathSymbol{J}{\mathalpha}{operators}{74}
+ \DeclareMathSymbol{K}{\mathalpha}{operators}{75}
+ \DeclareMathSymbol{L}{\mathalpha}{operators}{76}
+ \DeclareMathSymbol{M}{\mathalpha}{operators}{77}
+ \DeclareMathSymbol{N}{\mathalpha}{operators}{78}
+ \DeclareMathSymbol{O}{\mathalpha}{operators}{79}
+ \DeclareMathSymbol{P}{\mathalpha}{operators}{80}
+ \DeclareMathSymbol{Q}{\mathalpha}{operators}{81}
+ \DeclareMathSymbol{R}{\mathalpha}{operators}{82}
+ \DeclareMathSymbol{S}{\mathalpha}{operators}{83}
+ \DeclareMathSymbol{T}{\mathalpha}{operators}{84}
+ \DeclareMathSymbol{U}{\mathalpha}{operators}{85}
+ \DeclareMathSymbol{V}{\mathalpha}{operators}{86}
+ \DeclareMathSymbol{W}{\mathalpha}{operators}{87}
+ \DeclareMathSymbol{X}{\mathalpha}{operators}{88}
+ \DeclareMathSymbol{Y}{\mathalpha}{operators}{89}
+ \DeclareMathSymbol{Z}{\mathalpha}{operators}{90}
+\else
+ \let\alpha\alphait
+ \let\beta\betait
+ \let\gamma\gammait
+ \let\delta\deltait
+ \let\epsilon\epsilonit
+ \let\zeta\zetait
+ \let\eta\etait
+ \let\theta\thetait
+ \let\iota\iotait
+ \let\kappa\kappait
+ \let\lambda\lambdait
+ \let\mu\muit
+ \let\nu\nuit
+ \let\xi\xiit
+ \let\pi\piit
+ \let\rho\rhoit
+ \let\sigma\sigmait
+ \let\tau\tauit
+ \let\upsilon\upsilonit
+ \let\phi\phiit
+ \let\chi\chiit
+ \let\psi\psiit
+ \let\omega\omegait
+ \let\varepsilon\varepsilonit
+ \let\vartheta\varthetait
+ \let\varpi\varpiit
+ \let\varrho\varrhoit
+ \let\varsigma\varsigmait
+ \let\varphi\varphiit
+ \let\varkappa\varkappait
+\fi
+
+%\@ifpackageloaded{amsmath}{}{
+% \libus@MathSymbol{\colon} {\mathpunct}{operators}{`:}
+%}
+\libus@MathDelimiter{(} {\mathopen} {operators} {"2E}{largesymbols}{"00}
+\libus@MathDelimiter{)} {\mathclose}{operators} {"2F}{largesymbols}{"01}
+%\libus@MathDelimiter{\lParen} {\mathopen} {largesymbols}{"DE}{largesymbols}{"02}
+%\libus@MathDelimiter{\rParen} {\mathclose}{largesymbols}{"DF}{largesymbols}{"03}
+\libus@MathDelimiter{[} {\mathopen} {operators} {"5B}{largesymbols}{"04}
+\libus@MathDelimiter{]} {\mathclose}{operators} {"5D}{largesymbols}{"05}
+\libus@MathDelimiter{\lBrack} {\mathopen} {largesymbols}{"E0}{largesymbols}{"E0} % was "06
+\let\dlb\lBrack
+\libus@MathDelimiter{\rBrack} {\mathclose}{largesymbols}{"E1}{largesymbols}{"E1} % was 07
+\let\drb\rBrack
+\libus@MathDelimiter{\lfloor} {\mathopen} {largesymbols}{"E2}{largesymbols}{"08}
+\libus@MathDelimiter{\rfloor} {\mathclose}{largesymbols}{"E3}{largesymbols}{"09}
+\libus@MathDelimiter{\lceil} {\mathopen} {largesymbols}{"E4}{largesymbols}{"0A}
+\libus@MathDelimiter{\rceil} {\mathclose}{largesymbols}{"E5}{largesymbols}{"0B}
+\libus@MathDelimiter{\lmoustache}{\mathopen} {largesymbols}{"E6}{largesymbols}{"EC} % was "EC
+\libus@MathDelimiter{\rmoustache}{\mathclose}{largesymbols}{"E7}{largesymbols}{"ED} % was "ED
+\libus@MathDelimiter{\lbrace} {\mathopen} {operators} {"5E}{largesymbols}{"0C}
+\libus@MathDelimiter{\rbrace} {\mathclose}{operators} {"60}{largesymbols}{"0D}
+%\libus@MathDelimiter{\lBrace} {\mathopen} {largesymbols}{"E8}{largesymbols}{"0E}
+%\libus@MathDelimiter{\rBrace} {\mathclose}{largesymbols}{"E9}{largesymbols}{"0F}
+\libus@MathDelimiter{\langle} {\mathopen} {largesymbols}{"EA}{largesymbols}{"10}
+\libus@MathDelimiter{\rangle} {\mathclose}{largesymbols}{"EB}{largesymbols}{"11}
+\libus@MathDelimiter{<} {\mathopen} {largesymbols}{"EA}{largesymbols}{"10}
+\libus@MathDelimiter{>} {\mathclose}{largesymbols}{"EB}{largesymbols}{"11}
+\libus@MathSymbol {<} {\mathrel} {letters}{"3C}
+\libus@MathSymbol {>} {\mathrel} {letters}{"3E}
+%\libus@MathDelimiter{\lAngle} {\mathopen} {largesymbols}{"EC}{largesymbols}{"12}
+%\libus@MathDelimiter{\rAngle} {\mathclose}{largesymbols}{"ED}{largesymbols}{"13}
+%\libus@MathDelimiter{\lbrbrak} {\mathopen} {largesymbols}{"EE}{largesymbols}{"14}
+%\libus@MathDelimiter{\rbrbrak} {\mathclose}{largesymbols}{"EF}{largesymbols}{"15}
+\libus@MathDelimiter{/} {\mathord} {operators} {"5F}{largesymbols}{"16}
+\libus@MathDelimiter{\backslash} {\mathord} {operators} {"5C}{largesymbols}{"17}
+\expandafter\DeclareMathDelimiter\@backslashchar{\mathord}{operators}{"5C}{largesymbols}{"17}
+\libus@MathDelimiter{\lgroup} {\mathopen} {largesymbols}{"DC}{largesymbols}{"6A}
+\libus@MathDelimiter{\rgroup} {\mathclose}{largesymbols}{"DD}{largesymbols}{"6B}
+\libus@MathDelimiter{\bracevert} {\mathord} {largesymbols}{"6E}{largesymbols}{"6E}
+\libus@MathDelimiter{|} {\mathord} {largesymbols}{"F0}{largesymbols}{"F3}
+\libus@MathDelimiter{\vert} {\mathord} {largesymbols}{"F0}{largesymbols}{"F3}
+\libus@MathDelimiter{\Vert} {\mathord} {largesymbols}{"F1}{largesymbols}{"F4}
+ \let\|=\Vert
+\libus@MathDelimiter{\Vvert} {\mathord} {largesymbols}{"F2}{largesymbols}{"F5}
+%\@ifpackageloaded{amsmath}{
+ \libus@MathDelimiter{\lvert} {\mathopen} {largesymbols}{"F0}{largesymbols}{"F3}
+ \libus@MathDelimiter{\rvert} {\mathclose} {largesymbols}{"F0}{largesymbols}{"F3}
+ \libus@MathDelimiter{\lVert} {\mathopen} {largesymbols}{"F1}{largesymbols}{"F4}
+ \libus@MathDelimiter{\rVert} {\mathclose} {largesymbols}{"F1}{largesymbols}{"F4}
+%}{}
+\libus@MathDelimiter{\uparrow} {\mathrel}{symbols}{"44}{symbols}{"44}
+\libus@MathDelimiter{\downarrow} {\mathrel}{symbols}{"46}{symbols}{"46}
+\libus@MathDelimiter{\updownarrow}{\mathrel}{symbols}{"48}{symbols}{"48}
+\libus@MathDelimiter{\Uparrow} {\mathrel}{symbols}{"F3}{symbols}{"F3}
+\libus@MathDelimiter{\Downarrow} {\mathrel}{symbols}{"F5}{symbols}{"F5}
+\libus@MathDelimiter{\Updownarrow}{\mathrel}{symbols}{"F7}{symbols}{"F7}
+\libus@MathDelimiter{\arrowvert} {\mathrel}{symbols}{"74}{symbols}{"74}
+\libus@MathDelimiter{\Arrowvert} {\mathrel}{symbols}{"75}{symbols}{"74}
+\libus@MathRadical{\sqrtsign} {largesymbols}{"F9}{largesymbols}{"74}
+%\libus@MathRadical{\longdivision}{largesymbols}{"FA}{largesymbols}{"FA}
+\def\surd{{\mathchar"13F9}}
+\libus@MathSymbol{\smallintsl} {\mathop}{symbols}{"08}
+\libus@MathSymbol{\smalliintsl} {\mathop}{symbols}{"09}
+\libus@MathSymbol{\smalliiintsl} {\mathop}{symbols}{"0A}
+\libus@MathSymbol{\smallointsl} {\mathop}{symbols}{"0B}
+\libus@MathSymbol{\smalloiintsl} {\mathop}{symbols}{"8D}
+\libus@MathSymbol{\smalliiiintsl} {\mathop}{symbols}{"0D}
+\libus@MathSymbol{\smallintup} {\mathop}{symbols}{"03}
+\libus@MathSymbol{\smalliintup} {\mathop}{symbols}{"04}
+\libus@MathSymbol{\smalliiintup} {\mathop}{symbols}{"05}
+\libus@MathSymbol{\smallointup} {\mathop}{symbols}{"06}
+\libus@MathSymbol{\smalloiintup} {\mathop}{symbols}{"8C}
+%\libus@MathSymbol{\smalloiiintup} {\mathop}{integrals}{"20}
+\libus@MathSymbol{\smalliiiintup} {\mathop}{symbols}{"07}
+\libus@MathSymbol{\intslop} {\mathop}{largesymbols}{"88}
+\libus@MathSymbol{\iintslop} {\mathop}{largesymbols}{"8A}
+\libus@MathSymbol{\iiintslop} {\mathop}{largesymbols}{"8C}
+\libus@MathSymbol{\ointslop} {\mathop}{largesymbols}{"8D}
+\libus@MathSymbol{\oiintslop} {\mathop}{largesymbols}{"92}
+\libus@MathSymbol{\iiiintslop} {\mathop}{largesymbols}{"90}
+\libus@MathSymbol{\intupop} {\mathop}{largesymbols}{"7E}
+\libus@MathSymbol{\iintupop} {\mathop}{largesymbols}{"80}
+\libus@MathSymbol{\iiintupop} {\mathop}{largesymbols}{"82}
+\libus@MathSymbol{\ointupop} {\mathop}{largesymbols}{"84}
+\libus@MathSymbol{\oiintupop} {\mathop}{largesymbols}{"92}
+\libus@MathSymbol{\iiiintupop} {\mathop}{largesymbols}{"86}
+
+%\libus@MathSymbol{\circledS} {\mathord}{integrals}{"3B}
+%\libus@MathSymbol{\diagdown} {\mathord}{integrals}{"3C}
+%\libus@MathSymbol{\diagup} {\mathord}{integrals}{"3D}
+%\libus@MathSymbol{\eth} {\mathord}{integrals}{"3E}
+%\libus@MathSymbol{\smallfrown} {\mathrel}{integrals}{"3F}
+%\libus@MathSymbol{\smallsmile} {\mathrel}{integrals}{"40}
+%\libus@MathSymbol{\maltesemath} {\mathord}{arrows3}{"83}
+%\libus@MathSymbol{\circledstar} {\mathord}{arrows3}{"84}
+%\DeclareRobustCommand\yen{%
+% \ifmmode\yenmath\else{\fontencoding{TS1}\selectfont\char"A5}\fi}
+%\DeclareRobustCommand\circledR{%
+% \ifmmode\circledRmath\else{\fontencoding{TS1}\selectfont\char"AE}\fi}
+\DeclareRobustCommand\checkmark{\ensuremath{\checkmarkmath}}
+%\DeclareRobustCommand\maltese{\ensuremath{\maltesemath}}
+\iflibus@upint
+ \let\smallint=\smallintup
+ \let\smalliint=\smalliintup
+ \let\smalliiint=\smalliiintup
+ \let\smalloint=\smallointup
+ \let\smalloiint=\smalloiintup
+ \let\smalliiiint=\smalliiiintup
+ \let\intop=\intupop
+ \let\iintop=\iintupop
+ \let\iiintop=\iiintupop
+ \let\ointop=\ointupop
+ \let\oiintop=\oiintupop
+ \let\iiiintop=\iiiintupop
+\else
+ \let\smallint=\smallintsl
+ \let\smalliint=\smalliintsl
+ \let\smalliiint=\smalliiintsl
+ \let\smalloint=\smallointsl
+ \let\smalloiint=\smalloiintsl
+ \let\smalliiiint=\smalliiiintsl
+ \let\intop=\intslop
+ \let\iintop=\iintslop
+ \let\iiintop=\iiintslop
+ \let\ointop=\ointslop
+ \let\oiintop=\oiintslop
+ \let\iiiintop=\iiiintslop
+\fi
+\def\int{\DOTSI\intop\ilimits@}
+\def\iint{\DOTSI\iintop\ilimits@}
+\def\iiint{\DOTSI\iiintop\ilimits@}
+\def\oint{\DOTSI\ointop\ilimits@}
+\def\oiint{\DOTSI\oiintop\ilimits@}
+\def\iiiint{\DOTSI\iiiintop\ilimits@}
+%\def\iintup{\DOTSI\iintupop\ilimits@}
+%\def\iiintup{\DOTSI\iiintupop\ilimits@}
+%\def\ointup{\DOTSI\ointupop\ilimits@}
+%\def\oiintup{\DOTSI\oiintupop\ilimits@}
+%\def\oiiintup{\DOTSI\oiiintupop\ilimits@}
+%\libus@MathSymbol{\Bbbsumop} {\mathop}{largesymbols}{"B0}
+\libus@MathSymbol{\prodop} {\mathop}{largesymbols}{"B1}
+\libus@MathSymbol{\coprodop} {\mathop}{largesymbols}{"B2}
+\libus@MathSymbol{\sumop} {\mathop}{largesymbols}{"B3}
+\libus@MathSymbol{\bigwedgeop} {\mathop}{largesymbols}{"B4}
+\libus@MathSymbol{\bigveeop} {\mathop}{largesymbols}{"B5}
+\libus@MathSymbol{\bigcapop} {\mathop}{largesymbols}{"B6}
+\libus@MathSymbol{\bigcupop} {\mathop}{largesymbols}{"B7}
+\libus@MathSymbol{\xsolop} {\mathop}{largesymbols}{"B8}
+\libus@MathSymbol{\xbsolop} {\mathop}{largesymbols}{"B9}
+\libus@MathSymbol{\bigodotop} {\mathop}{largesymbols}{"BA}
+\libus@MathSymbol{\bigoplusop} {\mathop}{largesymbols}{"BB}
+\libus@MathSymbol{\bigotimesop} {\mathop}{largesymbols}{"BC}
+\libus@MathSymbol{\bigcupdotop} {\mathop}{largesymbols}{"BD}
+\libus@MathSymbol{\biguplusop} {\mathop}{largesymbols}{"BE}
+\libus@MathSymbol{\bigsqcapop} {\mathop}{largesymbols}{"BF}
+\libus@MathSymbol{\bigsqcupop} {\mathop}{largesymbols}{"C0}
+%\def\Bbbsum{\DOTSI\Bbbsumop\slimits@}
+\def\prod{\DOTSI\prodop\slimits@}
+\def\coprod{\DOTSI\coprodop\slimits@}
+\def\sum{\DOTSI\sumop\slimits@}
+\def\bigwedge{\DOTSI\bigwedgeop\slimits@}
+\def\bigvee{\DOTSI\bigveeop\slimits@}
+\def\bigcap{\DOTSI\bigcapop\slimits@}
+\def\bigcup{\DOTSI\bigcupop\slimits@}
+\def\xsol{\DOTSI\xsolop\slimits@}
+\def\xbsol{\DOTSI\xbsolop\slimits@}
+\def\bigodot{\DOTSI\bigodotop\slimits@}
+\def\bigoplus{\DOTSI\bigoplusop\slimits@}
+\def\bigotimes{\DOTSI\bigotimesop\slimits@}
+\def\bigcupdot{\DOTSI\bigcupdotop\slimits@}
+\def\biguplus{\DOTSI\biguplusop\slimits@}
+\def\bigsqcap{\DOTSI\bigsqcapop\slimits@}
+\def\bigsqcup{\DOTSI\bigsqcupop\slimits@}
+\libus@MathAccent{\grave} {\mathalpha}{letters}{"80}
+\libus@MathAccent{\acute} {\mathalpha}{letters}{"81}
+\libus@MathAccent{\hat} {\mathalpha}{letters}{"82}
+\libus@MathAccent{\tilde} {\mathalpha}{letters}{"83}
+\libus@MathAccent{\bar} {\mathalpha}{letters}{"84}
+\libus@MathAccent{\breve} {\mathalpha}{letters}{"85}
+\libus@MathAccent{\dot} {\mathalpha}{letters}{"86}
+\libus@MathAccent{\ddot} {\mathalpha}{letters}{"87}
+\libus@MathAccent{\ovhook} {\mathalpha}{letters}{"88}
+\libus@MathAccent{\mathring} {\mathalpha}{letters}{"89}
+\libus@MathAccent{\check} {\mathalpha}{letters}{"8A}
+\libus@MathAccent{\candra} {\mathalpha}{letters}{"8B}
+\libus@MathAccent{\oturnedcomma} {\mathalpha}{letters}{"8C}
+\libus@MathAccent{\ocommatopright} {\mathalpha}{letters}{"8D}
+\libus@MathAccent{\droang} {\mathalpha}{letters}{"8E}
+\libus@MathAccent{\leftharpoonaccent} {\mathalpha}{letters}{"8F}
+\libus@MathAccent{\rightharpoonaccent} {\mathalpha}{letters}{"90}
+\libus@MathAccent{\leftarrowaccent} {\mathalpha}{letters}{"91}
+\libus@MathAccent{\vec} {\mathalpha}{letters}{"92}
+ % not \let because amsmath redefines \vec
+ \def\rightarrowaccent{\vec}
+\libus@MathAccent{\dddot} {\mathalpha}{letters}{"93}
+\libus@MathAccent{\ddddot} {\mathalpha}{letters}{"94}
+\libus@MathAccent{\leftrightarrowaccent} {\mathalpha}{letters}{"95}
+\libus@MathAccent{\annuity} {\mathalpha}{letters}{"96}
+\libus@MathAccent{\widebridgeabove} {\mathalpha}{letters}{"97}
+\libus@MathAccent{\asteraccent} {\mathalpha}{letters}{"98}
+\begingroup
+ \def\set@mathaccent#1#2#3#4{%
+ \xdef#2{\mathaccent"\mathchar@type#3\hexnumber@#1#4\relax}}
+ %\libus@MathAccent{\widehat} {\mathord}{letters}{"9A}
+ %\libus@MathAccent{\widetilde} {\mathord}{letters}{"9B}
+ %\libus@MathAccent{\widecheck} {\mathord}{letters}{"9C}
+%temporary, perhaps
+\xdef\widehat#1{\mathaccent"0\hexnumber@\symletters 9A{#1}}
+\xdef\widetilde#1{\mathaccent"0\hexnumber@\symletters 9B{#1}}
+\xdef\widecheck#1{\mathaccent"0\hexnumber@\symletters 9C{#1}}
+
+\endgroup
+\libus@MathSymbol{\braceld}{\mathord}{letters}{"A9}
+\libus@MathSymbol{\bracerd}{\mathord}{letters}{"AA}
+\libus@MathSymbol{\bracelu}{\mathord}{letters}{"AB}
+\libus@MathSymbol{\braceru}{\mathord}{letters}{"AC}
+\libus@MathSymbol{\braceex}{\mathord}{letters}{"AD}
+\libus@MathSymbol{\bracemu}{\mathord}{letters}{"AE}
+\libus@MathSymbol{\bracemd}{\mathord}{letters}{"AF}
+\libus@MathSymbol{\parenld}{\mathord}{letters}{"B0}
+\libus@MathSymbol{\parenrd}{\mathord}{letters}{"B1}
+\libus@MathSymbol{\parenlu}{\mathord}{letters}{"B2}
+\libus@MathSymbol{\parenru}{\mathord}{letters}{"B3}
+\libus@MathSymbol{\bracketld}{\mathord}{letters}{"B4}
+\libus@MathSymbol{\bracketrd}{\mathord}{letters}{"B5}
+\libus@MathSymbol{\bracketlu}{\mathord}{letters}{"B6}
+\libus@MathSymbol{\bracketru}{\mathord}{letters}{"B7}
+\libus@MathSymbol{\bracketex}{\mathord}{symbols}{"89}
+\libus@MathSymbol{\parenex}{\mathord}{symbols}{"90}
+\def\libus@braceglue{\hskip -.10em plus .05em}
+\def\downbracefill{$\m@th%
+ \braceld\libus@braceglue%
+ \cleaders\hbox{$\braceex$}\hfill%
+ \libus@braceglue\bracemu\libus@braceglue%
+ \cleaders\hbox{$\braceex$}\hfill%
+ \libus@braceglue\bracerd$}
+\def\upbracefill{$\m@th%
+ \bracelu\libus@braceglue%
+ \cleaders\hbox{$\braceex$}\hfill%
+ \libus@braceglue\bracemd\libus@braceglue%
+ \cleaders\hbox{$\braceex$}\hfill%
+ \libus@braceglue\braceru$}
+\def\libus@parenglue{\hskip -.2em plus .2em}
+\def\downparenfill{$\m@th%
+ \parenld\libus@parenglue%
+ \cleaders\hbox{$\parenex$}\hfill%
+ \libus@parenglue\parenrd$}
+\def\upparenfill{$\m@th%
+ \parenlu\libus@parenglue%
+ \cleaders\hbox{$\parenex$}\hfill%
+ \libus@parenglue\parenru$}
+\def\libus@overbrace#1#2{%
+ \mathop {%
+ \vbox {%
+ \m@th%
+ \ialign{##\crcr%
+ \noalign{\kern.3\fontdimen5\textfont2}%
+ \csname down#1fill\endcsname\crcr%
+ \noalign{\kern.5\fontdimen5\textfont2\nointerlineskip}%
+ $\hfil\displaystyle{#2}\hfil$\crcr%
+ }%
+ }%
+ }%
+ \limits%
+}
+\def\libus@underbrace#1#2{
+ \mathop {%
+ \vtop {%
+ \m@th%
+ \ialign{##\crcr%
+ $\hfil\displaystyle{#2}\hfil$\crcr%
+ \noalign{\kern.5\fontdimen5\textfont2\nointerlineskip}%
+ \csname up#1fill\endcsname\crcr%
+ \noalign{\kern.3\fontdimen5\textfont2}%
+ }%
+ }%
+ }%
+ \limits%
+}
+\def\overbrace#1{\libus@overbrace{brace}{#1}}
+\def\overparen#1{\libus@overbrace{paren}{#1}}
+\def\underbrace#1{\libus@underbrace{brace}{#1}}
+\def\underparen#1{\libus@underbrace{paren}{#1}}
+\AtBeginDocument{
+ \@ifpackageloaded{mathtools}{}{
+ \def\libus@bracketglue{\hskip -.85em plus .85em}
+ \def\downbracketfill{$\m@th%
+ \bracketld\libus@bracketglue%
+ \cleaders\hbox{$\bracketex$}\hfill%
+ \libus@bracketglue\bracketrd$}
+ \def\upbracketfill{$\m@th%
+ \bracketlu\libus@bracketglue%
+ \cleaders\hbox{$\bracketex$}\hfill%
+ \libus@bracketglue\bracketru$}
+ \def\underbracket#1{\libus@underbrace{bracket}{#1}}
+ \def\overbracket#1{\libus@overbrace{bracket}{#1}}
+ }
+}
+\libus@MathSymbol{\arrowaccentex} {\mathord}{letters}{"99}
+\libus@MathSymbol{\harpoonaccentlt}{\mathord}{letters}{"8F}
+\libus@MathSymbol{\harpoonaccentrt}{\mathord}{letters}{"90}
+\libus@MathSymbol{\arrowaccentlt} {\mathord}{letters}{"91}
+\libus@MathSymbol{\arrowaccentrt} {\mathord}{letters}{"92}
+\def\libus@arrowaccentglue{\hskip -.23em plus .01em}
+\def\overleftarrowfill{$\m@th%
+ \arrowaccentlt\libus@arrowaccentglue%
+ \cleaders\hbox{$\arrowaccentex$}\hfill$}
+\def\overrightarrowfill{$\m@th%
+ \cleaders\hbox{$\arrowaccentex$}\hfill%
+ \libus@arrowaccentglue\arrowaccentrt$}
+\def\overleftrightarrowfill{$\m@th%
+ \arrowaccentlt\libus@arrowaccentglue%
+ \cleaders\hbox{$\arrowaccentex$}\hfill%
+ \libus@arrowaccentglue\arrowaccentrt$}
+\def\overleftharpoonfill{$\m@th%
+ \harpoonaccentlt\libus@arrowaccentglue%
+ \cleaders\hbox{$\arrowaccentex$}\hfill$}
+\def\overrightharpoonfill{$\m@th%
+ \cleaders\hbox{$\arrowaccentex$}\hfill%
+ \libus@arrowaccentglue\harpoonaccentrt$}
+\def\libus@overarrow#1#2#3{%
+ \vbox {%
+ \m@th%
+ \ialign{##\crcr%
+ \csname over#1fill\endcsname\crcr%
+ \noalign{\kern -1ex\nointerlineskip}%
+ $\hfil#2#3\hfil$\crcr%
+ }%
+ }%
+}
+\def\libus@underarrow#1#2#3{
+ \vtop {%
+ \m@th%
+ \ialign{##\crcr%
+ $\hfil#2#3\hfil$\crcr%
+ \noalign{\kern .2ex\nointerlineskip}%
+ \csname over#1fill\endcsname\crcr%
+ \noalign{\kern -1ex\nointerlineskip}%
+ }%
+ }%
+}
+\def\overleftarrow{\mathpalette{\libus@overarrow{leftarrow}}}
+\def\overrightarrow{\mathpalette{\libus@overarrow{rightarrow}}}
+\def\overleftrightarrow{\mathpalette{\libus@overarrow{leftrightarrow}}}
+\def\overleftharpoon{\mathpalette{\libus@overarrow{leftharpoon}}}
+\def\overrightharpoon{\mathpalette{\libus@overarrow{rightharpoon}}}
+\def\underleftarrow{\mathpalette{\libus@underarrow{leftarrow}}}
+\def\underrightarrow{\mathpalette{\libus@underarrow{rightarrow}}}
+\def\underleftrightarrow{\mathpalette{\libus@underarrow{leftrightarrow}}}
+\def\underleftharpoon{\mathpalette{\libus@underarrow{leftharpoon}}}
+\def\underrightharpoon{\mathpalette{\libus@underarrow{rightharpoon}}}
+%\libus@MathSymbol{\lhook} {\mathrel}{arrows1}{"2A}
+%\libus@MathSymbol{\rhook} {\mathrel}{arrows1}{"2B}
+%\libus@MathSymbol{\relbar} {\mathrel}{arrows1}{"2C}
+%\libus@MathSymbol{\Relbar} {\mathrel}{arrows1}{"2D}
+%\libus@MathSymbol{\Rrelbar} {\mathrel}{arrows1}{"2E}
+%\libus@MathSymbol{\RRelbar} {\mathrel}{arrows1}{"2F}
+%
+%\libus@MathSymbol{\mapsfromchar} {\mathrel}{arrows1}{"3A}
+%\libus@MathSymbol{\mapstochar} {\mathrel}{arrows1}{"3B}
+%\libus@MathSymbol{\leftarrow} {\mathrel}{arrows1}{"7D} \let\gets=\leftarrow
+%\libus@MathSymbol{\rightarrow} {\mathrel}{arrows1}{"99} \let\to=\rightarrow
+\libus@MathSymbol{\neg} {\mathord}{operators}{"9B} \let\lnot=\neg
+\libus@MathSymbol{\cdotp} {\mathbin}{operators}{"9C} \let\centerdot=\cdotp
+\libus@MathSymbol{\times} {\mathbin}{operators}{"9D}
+\libus@MathSymbol{\preceq} {\mathrel}{operators}{"9E}
+\libus@MathSymbol{\div} {\mathbin}{operators}{"9F}
+
+\libus@MathSymbol{\Zbar} {\mathord}{operators}{"A0}
+\libus@MathSymbol{\notchar} {\mathrel}{operators}{"A1}
+\libus@MathSymbol{\upbackepsilon} {\mathord}{operators}{"A2}
+\libus@MathSymbol{\dagger} {\mathbin}{operators}{"A3}
+\libus@MathSymbol{\ddagger} {\mathbin}{operators}{"A4}
+\libus@MathSymbol{\smblkcircle} {\mathbin}{operators}{"A5}
+\libus@MathSymbol{\enleadertwodots} {\mathord}{operators}{"A6}
+\libus@MathSymbol{\unicodeellipsis} {\mathord}{operators}{"A7} \def\mathellipsis{\mathinner{\unicodeellipsis}}
+\libus@MathSymbol{\prime} {\mathord}{operators}{"A8}
+\libus@MathSymbol{\dprime} {\mathord}{operators}{"A9}
+\libus@MathSymbol{\trprime} {\mathord}{operators}{"AA}
+\libus@MathSymbol{\backprime} {\mathord}{operators}{"AB}
+\libus@MathSymbol{\backdprime} {\mathord}{operators}{"AC}
+\libus@MathSymbol{\backtrprime} {\mathord}{operators}{"AD}
+\libus@MathSymbol{\caretinsert} {\mathord}{operators}{"AE}
+\libus@MathSymbol{\Exclam} {\mathord}{operators}{"AF}
+
+\libus@MathSymbol{\hyphenbullet} {\mathord}{operators}{"B0}
+\libus@MathSymbol{\fracslash} {\mathbin}{operators}{"B1}
+\libus@MathSymbol{\Question} {\mathord}{operators}{"B2}
+\libus@MathSymbol{\closure} {\mathrel}{operators}{"B3}
+\libus@MathSymbol{\qprime} {\mathord}{operators}{"B4}
+\libus@MathSymbol{\vertoverlay} {\mathrel}{operators}{"B5}
+\libus@MathSymbol{\enclosecircle} {\mathord}{operators}{"B6}
+\libus@MathSymbol{\enclosesquare} {\mathord}{operators}{"B7}
+\libus@MathSymbol{\asymp} {\mathrel}{operators}{"B8}
+%\libus@MathSymbol{\enclosediamond} {\mathord}{operators}{"B8}
+\libus@MathSymbol{\enclosetriangle} {\mathord}{operators}{"B9}
+\libus@MathSymbol{\Eulerconst} {\mathord}{operators}{"BA}
+\libus@MathSymbol{\mho} {\mathord}{operators}{"BB}
+\libus@MathSymbol{\turnediota} {\mathord}{operators}{"BC}
+\libus@MathSymbol{\Angstrom} {\mathord}{operators}{"BD}
+\libus@MathSymbol{\Finv} {\mathord}{operators}{"BE}
+\libus@MathSymbol{\Game} {\mathord}{operators}{"BF}
+
+\libus@MathSymbol{\sansLturned} {\mathord}{operators}{"C0}
+\libus@MathSymbol{\sansLmirrored} {\mathord}{operators}{"C1}
+\libus@MathSymbol{\Yup} {\mathord}{operators}{"C2}
+%\libus@MathSymbol{\PropertyLine} {\mathord}{operators}{"C3}
+\libus@MathSymbol{\upand} {\mathbin}{operators}{"C4}
+\libus@MathSymbol{\forall} {\mathord}{operators}{"C5}
+\libus@MathSymbol{\complement} {\mathord}{operators}{"C6}
+\libus@MathSymbol{\exists} {\mathord}{operators}{"C7}
+\libus@MathSymbol{\nexists} {\mathord}{operators}{"C8}
+\libus@MathSymbol{\varnothing} {\mathord}{operators}{"C9}
+\libus@MathSymbol{\increment} {\mathord}{operators}{"CA}
+\libus@MathSymbol{\in} {\mathrel}{operators}{"CB}
+\libus@MathSymbol{\notin} {\mathrel}{operators}{"CC}
+\libus@MathSymbol{\smallin} {\mathrel}{operators}{"CD}
+\libus@MathSymbol{\ni} {\mathrel}{operators}{"CE} \let\owns=\ni
+\libus@MathSymbol{\nni} {\mathrel}{operators}{"CF}
+
+\libus@MathSymbol{\smallni} {\mathrel}{operators}{"D0}
+\libus@MathSymbol{\QED} {\mathord}{operators}{"D1}
+\libus@MathSymbol{\dotplus} {\mathbin}{operators}{"D2}
+\libus@MathSymbol{\succeq} {\mathrel}{operators}{"D3}
+\libus@MathSymbol{\smallsetminus} {\mathbin}{operators}{"D4}
+\libus@MathSymbol{\vysmwhtcircle} {\mathbin}{operators}{"D5}
+\libus@MathSymbol{\vysmblkcircle} {\mathbin}{operators}{"D6} \let\bullet=\vysmblkcircle
+\libus@MathSymbol{\propto} {\mathrel}{operators}{"D7}
+\libus@MathSymbol{\infty} {\mathord}{operators}{"D8}
+\libus@MathSymbol{\rightangle} {\mathord}{operators}{"D9}
+\libus@MathSymbol{\angle} {\mathord}{operators}{"DA}
+\libus@MathSymbol{\measuredangle} {\mathord}{operators}{"DB}
+\libus@MathSymbol{\sphericalangle} {\mathord}{operators}{"DC}
+\libus@MathSymbol{\mid} {\mathrel}{operators}{"DD}
+\libus@MathSymbol{\nmid} {\mathrel}{operators}{"DE}
+\libus@MathSymbol{\parallel} {\mathrel}{operators}{"DF}
+
+\libus@MathSymbol{\nparallel} {\mathrel}{operators}{"E0}
+\libus@MathSymbol{\wedge} {\mathbin}{operators}{"E1} \let\land=\wedge
+\libus@MathSymbol{\vee} {\mathbin}{operators}{"E2} \let\lor=\vee
+\libus@MathSymbol{\cap} {\mathbin}{operators}{"E3}
+\libus@MathSymbol{\cup} {\mathbin}{operators}{"E4}
+\libus@MathSymbol{\therefore} {\mathord}{operators}{"E5}
+\libus@MathSymbol{\because} {\mathord}{operators}{"E6}
+\libus@MathSymbol{\emptyset} {\mathord}{operators}{"E7}
+\libus@MathSymbol{\Colon} {\mathrel}{operators}{"E8}
+\libus@MathSymbol{\dotminus} {\mathbin}{operators}{"E9}
+\libus@MathSymbol{\dashcolon} {\mathrel}{operators}{"EA}
+\libus@MathSymbol{\dotsminusdots} {\mathrel}{operators}{"EB}
+\libus@MathSymbol{\kernelcontraction} {\mathrel}{operators}{"EC}
+\libus@MathSymbol{\sim} {\mathrel}{operators}{"ED} \libus@MathSymbol{\thicksim}{\mathrel}{bold-operators}{"ED}
+\libus@MathSymbol{\backsim} {\mathrel}{operators}{"EE}
+\libus@MathSymbol{\invlazys} {\mathbin}{operators}{"EF}
+
+\libus@MathSymbol{\sinewave} {\mathord}{operators}{"F0}
+\libus@MathSymbol{\wr} {\mathbin}{operators}{"F1}
+\libus@MathSymbol{\nsim} {\mathrel}{operators}{"F2}
+\libus@MathSymbol{\eqsim} {\mathrel}{operators}{"F3}
+\libus@MathSymbol{\simeq} {\mathrel}{operators}{"F4}
+\libus@MathSymbol{\nsime} {\mathrel}{operators}{"F5}
+\libus@MathSymbol{\cong} {\mathrel}{operators}{"F6}
+\libus@MathSymbol{\simneqq} {\mathrel}{operators}{"F7}
+\libus@MathSymbol{\ncong} {\mathrel}{operators}{"F8}
+\libus@MathSymbol{\approx} {\mathrel}{operators}{"F9} \libus@MathSymbol{\thickapprox} {\mathrel}{bold-operators}{"F9}
+\libus@MathSymbol{\napprox} {\mathrel}{operators}{"FA}
+\libus@MathSymbol{\approxeq} {\mathrel}{operators}{"FB}
+\libus@MathSymbol{\approxident} {\mathrel}{operators}{"FC}
+\libus@MathSymbol{\backcong} {\mathrel}{operators}{"FD}
+%\libus@MathSymbol{\upvarkappa} {\mathrel}{operators}{"FE}
+\libus@MathSymbol{\Bumpeq} {\mathrel}{operators}{"FF}
+
+\libus@MathSymbol{\lneqq} {\mathrel}{letters}{"40}
+\libus@MathSymbol{\gneqq} {\mathrel}{letters}{"7D}
+\libus@MathSymbol{\ll} {\mathrel}{letters}{"7E}
+\libus@MathSymbol{\gg} {\mathrel}{letters}{"B8}
+\libus@MathSymbol{\between} {\mathrel}{letters}{"B9}
+\libus@MathSymbol{\nasymp} {\mathrel}{letters}{"BA}
+\libus@MathSymbol{\nless} {\mathrel}{letters}{"BB}
+\libus@MathSymbol{\ngtr} {\mathrel}{letters}{"BC}
+\libus@MathSymbol{\nleq} {\mathrel}{letters}{"BD}
+\libus@MathSymbol{\ngeq} {\mathrel}{letters}{"BE}
+\libus@MathSymbol{\lesssim} {\mathrel}{letters}{"BF}
+\libus@MathSymbol{\gtrsim} {\mathrel}{letters}{"C0}
+\libus@MathSymbol{\nlesssim} {\mathrel}{letters}{"C1}
+\libus@MathSymbol{\ngtrsim} {\mathrel}{letters}{"C2}
+\libus@MathSymbol{\lessgtr} {\mathrel}{letters}{"C3}
+\libus@MathSymbol{\gtrless} {\mathrel}{letters}{"C4}
+\libus@MathSymbol{\nlessgtr} {\mathrel}{letters}{"C5}
+\libus@MathSymbol{\ngtrless} {\mathrel}{letters}{"C6}
+\libus@MathSymbol{\prec} {\mathrel}{letters}{"C7}
+\libus@MathSymbol{\succ} {\mathrel}{letters}{"C8}
+\libus@MathSymbol{\preccurlyeq} {\mathrel}{letters}{"C9}
+\libus@MathSymbol{\succcurlyeq} {\mathrel}{letters}{"CA}
+\libus@MathSymbol{\precsim} {\mathrel}{letters}{"CB}
+\libus@MathSymbol{\succsim} {\mathrel}{letters}{"CC}
+\libus@MathSymbol{\nprec} {\mathrel}{letters}{"CD}
+\libus@MathSymbol{\nsucc} {\mathrel}{letters}{"CE}
+\libus@MathSymbol{\subset} {\mathrel}{letters}{"CF}
+\libus@MathSymbol{\supset} {\mathrel}{letters}{"D0}
+\libus@MathSymbol{\nsubset} {\mathrel}{letters}{"D1}
+\libus@MathSymbol{\nsupset} {\mathrel}{letters}{"D2}
+\libus@MathSymbol{\subseteq} {\mathrel}{letters}{"D3}
+\libus@MathSymbol{\supseteq} {\mathrel}{letters}{"D4}
+\libus@MathSymbol{\nsubseteq} {\mathrel}{letters}{"D5}
+\libus@MathSymbol{\nsupseteq} {\mathrel}{letters}{"D6}
+\libus@MathSymbol{\subsetneq} {\mathrel}{letters}{"D7}
+\libus@MathSymbol{\supsetneq} {\mathrel}{letters}{"D8}
+\libus@MathSymbol{\cupleftarrow} {\mathbin}{letters}{"D9}
+\libus@MathSymbol{\cupdot} {\mathbin}{letters}{"DA}
+\libus@MathSymbol{\uplus} {\mathbin}{letters}{"DB}
+\libus@MathSymbol{\sqsubset} {\mathrel}{letters}{"DC}
+\libus@MathSymbol{\sqsupset} {\mathrel}{letters}{"DD}
+\libus@MathSymbol{\sqsubseteq} {\mathrel}{letters}{"DE}
+\libus@MathSymbol{\sqsupseteq} {\mathrel}{letters}{"DF}
+\libus@MathSymbol{\sqcap} {\mathbin}{letters}{"E0}
+\libus@MathSymbol{\sqcup} {\mathbin}{letters}{"E1}
+\libus@MathSymbol{\oplus} {\mathbin}{letters}{"E2}
+\libus@MathSymbol{\ominus} {\mathbin}{letters}{"E3}
+\libus@MathSymbol{\otimes} {\mathbin}{letters}{"E4}
+\libus@MathSymbol{\oslash} {\mathbin}{letters}{"E5}
+\libus@MathSymbol{\odot} {\mathbin}{letters}{"E6}
+\libus@MathSymbol{\circledcirc} {\mathbin}{letters}{"E7}
+\libus@MathSymbol{\circledast} {\mathbin}{letters}{"E8}
+\libus@MathSymbol{\circledequal} {\mathbin}{letters}{"E9}
+\libus@MathSymbol{\circleddash} {\mathbin}{letters}{"EA}
+\libus@MathSymbol{\boxplus} {\mathbin}{letters}{"EB}
+\libus@MathSymbol{\boxminus} {\mathbin}{letters}{"EC}
+\libus@MathSymbol{\boxtimes} {\mathbin}{letters}{"ED}
+\libus@MathSymbol{\boxdot} {\mathbin}{letters}{"EE}
+\libus@MathSymbol{\vdash} {\mathrel}{letters}{"EF}
+\libus@MathSymbol{\dashv} {\mathrel}{letters}{"F0}
+\libus@MathSymbol{\top} {\mathord}{letters}{"F1}
+\libus@MathSymbol{\bot} {\mathord}{letters}{"F2}
+\libus@MathSymbol{\assert} {\mathrel}{letters}{"F3}
+\libus@MathSymbol{\models} {\mathrel}{letters}{"F4}
+\libus@MathSymbol{\vDash} {\mathrel}{letters}{"F5}
+\libus@MathSymbol{\Vdash} {\mathrel}{letters}{"F6}
+\libus@MathSymbol{\Vvdash} {\mathrel}{letters}{"F7}
+\libus@MathSymbol{\VDash} {\mathrel}{letters}{"F8}
+\libus@MathSymbol{\nvdash} {\mathrel}{letters}{"F9}
+\libus@MathSymbol{\nvDash} {\mathrel}{letters}{"FA}
+\libus@MathSymbol{\nVdash} {\mathrel}{letters}{"FB}
+\libus@MathSymbol{\nVDash} {\mathrel}{letters}{"FC}
+\libus@MathSymbol{\prurel} {\mathrel}{letters}{"FD}
+%\libus@MathSymbol{\varkappait} {\mathrel}{letters}{"FE}
+%\libus@MathSymbol{\scurel} {\mathrel}{letters}{"FE}
+\libus@MathSymbol{\trianglelefteq} {\mathrel}{letters}{"FF}
+\libus@MathSymbol{\unlhd} {\mathbin}{letters}{"FF}
+%symbols
+\libus@MathSymbol{\trianglerighteq} {\mathrel}{symbols}{"00}
+\libus@MathSymbol{\unrhd} {\mathbin}{symbols}{"00}
+\libus@MathSymbol{\origof} {\mathrel}{symbols}{"01}
+% Small integrals are in "03.."0B, "0D
+\libus@MathSymbol{\cdot} {\mathbin}{symbols}{"0C}
+\libus@MathSymbol{\bowtie} {\mathrel}{symbols}{"0E}
+\libus@MathSymbol{\ltimes} {\mathbin}{symbols}{"0F}
+\libus@MathSymbol{\rtimes} {\mathbin}{symbols}{"10}
+%\libus@MathSymbol{\smallintsl} {\mathop}{symbols}{"08}
+\libus@MathSymbol{\smallprod} {\mathop}{symbols}{"11}
+\libus@MathSymbol{\smallcoprod} {\mathop}{symbols}{"12}
+\libus@MathSymbol{\backsimeq} {\mathrel}{symbols}{"13}
+\libus@MathSymbol{\curlyvee} {\mathbin}{symbols}{"14}
+\libus@MathSymbol{\curlywedge} {\mathbin}{symbols}{"15}
+\libus@MathSymbol{\smallsum} {\mathop}{symbols}{"16}
+\libus@MathSymbol{\perp} {\mathrel}{symbols}{"17}
+\libus@MathSymbol{\Hfraktur} {\mathord}{symbols}{"18}
+\libus@MathSymbol{\setminus} {\mathbin}{symbols}{"19}
+\libus@MathSymbol{\dsol} {\mathbin}{symbols}{"1A}
+\libus@MathSymbol{\rsolbar} {\mathbin}{symbols}{"1B}
+\libus@MathSymbol{\lessdot} {\mathrel}{symbols}{"1C}
+\libus@MathSymbol{\gtrdot} {\mathrel}{symbols}{"1D}
+\libus@MathSymbol{\lll} {\mathrel}{symbols}{"1E}
+ \let\llless=\lll
+\libus@MathSymbol{\ggg} {\mathrel}{symbols}{"1F}
+ \let\gggtr=\ggg
+\libus@MathSymbol{\lesseqgtr} {\mathrel}{symbols}{"20}
+\libus@MathSymbol{\gtreqless} {\mathrel}{symbols}{"21}
+\libus@MathSymbol{\eqless} {\mathrel}{symbols}{"22}
+\libus@MathSymbol{\eqgtr} {\mathrel}{symbols}{"23}
+\libus@MathSymbol{\curlyeqprec} {\mathrel}{symbols}{"24}
+\libus@MathSymbol{\curlyeqsucc} {\mathrel}{symbols}{"25}
+\libus@MathSymbol{\npreccurlyeq} {\mathrel}{symbols}{"26}
+\libus@MathSymbol{\nsucccurlyeq} {\mathrel}{symbols}{"27}
+\libus@MathSymbol{\nsqsubseteq} {\mathrel}{symbols}{"28}
+\libus@MathSymbol{\nsqsupseteq} {\mathrel}{symbols}{"29}
+\libus@MathSymbol{\sqsubsetneq} {\mathrel}{symbols}{"2A}
+\libus@MathSymbol{\sqsupsetneq} {\mathrel}{symbols}{"2B}
+\libus@MathSymbol{\lnsim} {\mathrel}{symbols}{"2C}
+\libus@MathSymbol{\gnsim} {\mathrel}{symbols}{"2D}
+\libus@MathSymbol{\precnsim} {\mathrel}{symbols}{"2E}
+\libus@MathSymbol{\succnsim} {\mathrel}{symbols}{"2F}
+\libus@MathSymbol{\nvartriangleleft} {\mathrel}{symbols}{"30}
+\libus@MathSymbol{\nvartriangleright} {\mathrel}{symbols}{"31}
+\libus@MathSymbol{\ntrianglelefteq} {\mathrel}{symbols}{"32}
+\libus@MathSymbol{\ntrianglerighteq} {\mathrel}{symbols}{"33}
+\libus@MathSymbol{\vdotsmath} {\mathrel}{symbols}{"34}
+ \DeclareRobustCommand\vdots{%
+ \ifmmode\vdotsmath\else%
+ {\usefont{LS1}{libusscr}{\f@series}{n}\char"34}%
+ \fi}
+\libus@MathSymbol{\unicodecdots} {\mathord}{symbols}{"35} \let\@cdots=\unicodecdots \DeclareRobustCommand\cdots{\mathinner{\unicodecdots}}
+\libus@MathSymbol{\adots} {\mathrel}{symbols}{"36}
+\libus@MathSymbol{\ddots} {\mathrel}{symbols}{"37}
+\libus@MathSymbol{\succneq} {\mathrel}{symbols}{"38}
+\libus@MathSymbol{\preceqq} {\mathrel}{symbols}{"39}
+\libus@MathSymbol{\succeqq} {\mathrel}{symbols}{"3A}
+\libus@MathSymbol{\precneqq} {\mathrel}{symbols}{"3B}
+\libus@MathSymbol{\succneqq} {\mathrel}{symbols}{"3C}
+\libus@MathSymbol{\precneq} {\mathrel}{symbols}{"3D}
+%\libus@MathSymbol{\varkappa} {\mathord}{symbols}{"3E}
+\libus@MathSymbol{\digamma} {\mathord}{symbols}{"3F}
+\libus@MathSymbol{\backepsilon} {\mathord}{symbols}{"40}
+%\libus@MathSymbol{\top}
+\libus@MathSymbol{\lhook} {\mathrel}{symbols}{"41}
+\libus@MathSymbol{\rhook} {\mathrel}{symbols}{"42}
+\libus@MathSymbol{\leftarrow} {\mathrel}{symbols}{"43} \let\gets=\leftarrow
+%\libus@MathSymbol{\uparrow} {\mathrel}{symbols}{"44}
+\libus@MathSymbol{\rightarrow} {\mathrel}{symbols}{"45}
+ \let\to=\rightarrow
+%\libus@MathSymbol{\downarrow} {\mathrel}{symbols}{"46}
+ \libus@MathSymbol{\leftrightarrow} {\mathrel}{symbols}{"47}
+\libus@MathSymbol{\updownarrow} {\mathrel}{symbols}{"48}
+\libus@MathSymbol{\nwarrow} {\mathrel}{symbols}{"49}
+\libus@MathSymbol{\nearrow} {\mathrel}{symbols}{"4A}
+\libus@MathSymbol{\searrow} {\mathrel}{symbols}{"4B}
+
+\libus@MathSymbol{\swarrow} {\mathrel}{symbols}{"4C}
+\libus@MathSymbol{\nleftarrow} {\mathrel}{symbols}{"4D}
+\libus@MathSymbol{\nrightarrow} {\mathrel}{symbols}{"4E}
+\libus@MathSymbol{\mapsfrom} {\mathrel}{symbols}{"4F}
+\libus@MathSymbol{\mapsto} {\mathrel}{symbols}{"50}
+\libus@MathSymbol{\hookleftarrow} {\mathrel}{symbols}{"51}
+\libus@MathSymbol{\hookrightarrow} {\mathrel}{symbols}{"52}
+\libus@MathSymbol{\nleftrightarrow} {\mathrel}{symbols}{"53}
+\libus@MathSymbol{\leftharpoonup} {\mathrel}{symbols}{"54}
+\libus@MathSymbol{\leftharpoondown} {\mathrel}{symbols}{"55}
+\libus@MathSymbol{\rightharpoonup} {\mathrel}{symbols}{"56}
+\libus@MathSymbol{\rightharpoondown} {\mathrel}{symbols}{"57}
+\libus@MathSymbol{\leftrightharpoons} {\mathrel}{symbols}{"58}
+\libus@MathSymbol{\rightleftharpoons} {\mathrel}{symbols}{"59}
+\libus@MathSymbol{\longleftarrow} {\mathrel}{symbols}{"5A}
+\libus@MathSymbol{\longrightarrow} {\mathrel}{symbols}{"5B}
+\libus@MathSymbol{\longleftrightarrow} {\mathrel}{symbols}{"5C}
+\libus@MathSymbol{\longmapsfrom} {\mathrel}{symbols}{"5D}
+\libus@MathSymbol{\longmapsto} {\mathrel}{symbols}{"5E}
+%\libus@MathSymbol{\downharpoonright} {\mathrel}{arrows1}{"C9}
+%\libus@MathSymbol{\downharpoonleft} {\mathrel}{arrows1}{"CA}
+%\libus@MathSymbol{\rightleftarrows} {\mathrel}{arrows1}{"CB}
+%\libus@MathSymbol{\updownarrows} {\mathrel}{arrows1}{"CC}
+%\libus@MathSymbol{\leftrightarrows} {\mathrel}{arrows1}{"CD}
+%\libus@MathSymbol{\leftleftarrows} {\mathrel}{arrows1}{"CE}
+%\libus@MathSymbol{\upuparrows} {\mathrel}{arrows1}{"CF}
+\libus@MathSymbol{\diameter} {\mathord}{symbols}{"5F}
+\libus@MathSymbol{\bumpeq} {\mathrel}{symbols}{"60}
+\libus@MathSymbol{\doteq} {\mathrel}{symbols}{"61}
+\libus@MathSymbol{\Doteq} {\mathrel}{symbols}{"62}
+ \let\doteqdot=\Doteq
+\libus@MathSymbol{\fallingdotseq} {\mathrel}{symbols}{"63}
+\libus@MathSymbol{\risingdotseq} {\mathrel}{symbols}{"64}
+\libus@MathSymbol{\coloneq} {\mathrel}{symbols}{"65}
+\libus@MathSymbol{\eqcolon} {\mathrel}{symbols}{"66}
+\libus@MathSymbol{\eqcirc} {\mathrel}{symbols}{"67}
+\libus@MathSymbol{\circeq} {\mathrel}{symbols}{"68}
+\libus@MathSymbol{\arceq} {\mathrel}{symbols}{"69}
+\libus@MathSymbol{\wedgeq} {\mathrel}{symbols}{"6A}
+\libus@MathSymbol{\veeeq} {\mathrel}{symbols}{"6B}
+\libus@MathSymbol{\stareq} {\mathrel}{symbols}{"6C}
+\libus@MathSymbol{\triangleq} {\mathrel}{symbols}{"6D}
+\libus@MathSymbol{\eqdef} {\mathrel}{symbols}{"6E}
+\libus@MathSymbol{\measeq} {\mathrel}{symbols}{"6F}
+\libus@MathSymbol{\questeq} {\mathrel}{symbols}{"70}
+\libus@MathSymbol{\ne} {\mathrel}{symbols}{"71}
+ \let\neq=\ne
+\libus@MathSymbol{\equiv} {\mathrel}{symbols}{"72}
+\libus@MathSymbol{\nequiv} {\mathrel}{symbols}{"73}
+\libus@MathSymbol{\Equiv} {\mathrel}{symbols}{"76}
+\libus@MathSymbol{\leq} {\mathrel}{symbols}{"77}
+ \let\le=\leq
+\libus@MathSymbol{\geq} {\mathrel}{symbols}{"78}
+ \let\ge=\geq
+\libus@MathSymbol{\leqq} {\mathrel}{symbols}{"79}
+\libus@MathSymbol{\geqq} {\mathrel}{symbols}{"7A}
+
+\libus@MathSymbol{\Re} {\mathord} {symbols}{"7B}
+\libus@MathSymbol{\Im} {\mathord} {symbols}{"7C}
+\libus@MathSymbol{\wp} {\mathord} {symbols}{"7D}
+\libus@MathSymbol{\house} {\mathord}{symbols}{"7E}
+
+\libus@MathSymbol{\clubsuit} {\mathord}{symbols}{"80}
+\libus@MathSymbol{\diamondsuit} {\mathord}{symbols}{"81}
+\libus@MathSymbol{\heartsuit} {\mathord}{symbols}{"82}
+\libus@MathSymbol{\spadesuit} {\mathord}{symbols}{"83}
+\libus@MathSymbol{\musicalnote} {\mathord}{symbols}{"84}
+\libus@MathSymbol{\degree} {\mathord}{symbols}{"85}
+\libus@MathSymbol{\mathsection} {\mathord}{symbols}{"86}
+\libus@MathSymbol{\mathparagraph} {\mathord}{symbols}{"87}
+\libus@MathSymbol{\checkmarkmath} {\mathord}{symbols}{"88}
+% two extension glyphs in "89, "8A
+\libus@MathSymbol{\ell} {\mathord} {symbols}{"8B}
+% "8E--"8F currently .notdef
+
+
+%\libus@MathSymbol{\varbarwedge} {\mathbin}{symbols}{"99}
+%\libus@MathSymbol{\vardoublebarwedge} {\mathbin}{symbols}{"9A}
+\libus@MathSymbol{\invnot} {\mathord}{symbols}{"9B}
+%\libus@MathSymbol{\sqlozenge} {\mathord}{symbols}{"9C}
+%\libus@MathSymbol{\profline} {\mathord}{symbols}{"9D}
+%\libus@MathSymbol{\profsurf} {\mathord}{symbols}{"9E}
+%\libus@MathSymbol{\viewdata} {\mathord}{symbols}{"9F}
+
+%\libus@MathSymbol{\turnednot} {\mathord}{symbols}{"A0}
+%\libus@MathSymbol{\ulcorner} {\mathopen}{symbols}{"A1}
+%\libus@MathSymbol{\urcorner} {\mathclose}{symbols}{"A2}
+%\libus@MathSymbol{\llcorner} {\mathopen}{symbols}{"A3}
+%\libus@MathSymbol{\lrcorner} {\mathclose}{symbols}{"A4}
+%\libus@MathSymbol{\varhexagonlrbonds} {\mathord}{symbols}{"A5}
+%\libus@MathSymbol{\conictaper} {\mathord}{symbols}{"A6}
+%\libus@MathSymbol{\topbot} {\mathord}{symbols}{"A7}
+%\libus@MathSymbol{\obar} {\mathbin}{symbols}{"A8}
+%\libus@MathSymbol{\APLnotslash} {\mathrel}{symbols}{"A9}
+%\libus@MathSymbol{\APLnotbackslash} {\mathord}{symbols}{"AA}
+%\libus@MathSymbol{\APLboxupcaret} {\mathord}{symbols}{"AB}
+%\libus@MathSymbol{\APLboxquestion} {\mathord}{symbols}{"AC}
+%\libus@MathSymbol{\rangledownzigzagarrow} {\mathord}{symbols}{"AD}
+%\libus@MathSymbol{\hexagon} {\mathord}{symbols}{"AE}
+%\libus@MathSymbol{\varcarriagereturn} {\mathord}{symbols}{"AF}
+
+%\libus@MathSymbol{\trapezium} {\mathord}{symbols}{"B0}
+%\libus@MathSymbol{\benzenr} {\mathord}{symbols}{"B1}
+%\libus@MathSymbol{\strns} {\mathord}{symbols}{"B2}
+%\libus@MathSymbol{\fltns} {\mathord}{symbols}{"B3}
+%\libus@MathSymbol{\accurrent} {\mathord}{symbols}{"B4}
+%\libus@MathSymbol{\elinters} {\mathord}{symbols}{"B5}
+\libus@MathSymbol{\mathvisiblespace} {\mathord}{symbols}{"B6}
+\libus@MathSymbol{\mdlgblksquare} {\mathord}{symbols}{"B7} \let\blacksquare=\mdlgblksquare
+\libus@MathSymbol{\mdlgwhtsquare} {\mathord}{symbols}{"B8} \let\square=\mdlgwhtsquare \let\Box=\mdlgwhtsquare
+%\libus@MathSymbol{\squoval} {\mathord}{symbols}{"B9}
+%\libus@MathSymbol{\blackinwhitesquare} {\mathord}{symbols}{"BA}
+%\libus@MathSymbol{\squarehfill} {\mathord}{symbols}{"BB}
+%\libus@MathSymbol{\squarevfill} {\mathord}{symbols}{"BC}
+%\libus@MathSymbol{\squarehvfill} {\mathord}{symbols}{"BD}
+%\libus@MathSymbol{\squarenwsefill} {\mathord}{symbols}{"BE}
+%\libus@MathSymbol{\squareneswfill} {\mathord}{symbols}{"BF}
+
+%\libus@MathSymbol{\squarecrossfill} {\mathord}{symbols}{"C0}
+%\libus@MathSymbol{\smblksquare} {\mathord}{symbols}{"C1}
+%\libus@MathSymbol{\smwhtsquare} {\mathord}{symbols}{"C2}
+%\libus@MathSymbol{\hrectangleblack} {\mathord}{symbols}{"C3}
+%\libus@MathSymbol{\hrectangle} {\mathord}{symbols}{"C4}
+%\libus@MathSymbol{\vrectangleblack} {\mathord}{symbols}{"C5}
+%\libus@MathSymbol{\vrectangle} {\mathord}{symbols}{"C6}
+%\libus@MathSymbol{\parallelogramblack} {\mathord}{symbols}{"C7}
+%\libus@MathSymbol{\parallelogram} {\mathord}{symbols}{"C8}
+\libus@MathSymbol{\bigblacktriangleup} {\mathord}{symbols}{"C9}
+\libus@MathSymbol{\bigtriangleup} {\mathbin}{symbols}{"CA} \let\varbigtriangleup=\bigtriangleup \let\triangle=\bigtriangleup
+%\libus@MathSymbol{\blacktriangle} {\mathord}{symbols}{"CB}
+%\libus@MathSymbol{\vartriangle} {\mathrel}{symbols}{"CC}
+\libus@MathSymbol{\blacktriangleright} {\mathord}{symbols}{"CD}
+\libus@MathSymbol{\vartriangleright} {\mathrel}{symbols}{"CE} \libus@MathSymbol{\rhd}{\mathbin}{symbols}{"CE}
+%\libus@MathSymbol{\smallblacktriangleright} {\mathord}{symbols}{"CF}
+
+%\libus@MathSymbol{\smalltriangleright} {\mathord}{symbols}{"D0}
+%\libus@MathSymbol{\blackpointerright} {\mathord}{symbols}{"D1}
+%\libus@MathSymbol{\whitepointerright} {\mathord}{symbols}{"D2}
+\libus@MathSymbol{\bigblacktriangledown} {\mathord}{symbols}{"D3}
+\libus@MathSymbol{\bigtriangledown} {\mathord}{symbols}{"D4} \let\varbigtriangledown=\bigtriangledown
+\libus@MathSymbol{\blacktriangledown} {\mathord}{symbols}{"D5}
+\libus@MathSymbol{\triangledown} {\mathord}{symbols}{"D6}
+\libus@MathSymbol{\blacktriangleleft} {\mathord}{symbols}{"D7}
+\libus@MathSymbol{\vartriangleleft} {\mathrel}{symbols}{"D8} \libus@MathSymbol{\lhd} {\mathbin}{symbols}{"D8}
+\libus@MathSymbol{\Longleftarrow} {\mathrel}{symbols}{"D9}
+\libus@MathSymbol{\Longrightarrow} {\mathrel}{symbols}{"DA}
+\libus@MathSymbol{\Longleftrightarrow} {\mathrel}{symbols}{"DB}
+\libus@MathSymbol{\Longmapsfrom} {\mathrel}{symbols}{"DC}
+\libus@MathSymbol{\mdlgblkdiamond} {\mathord}{symbols}{"DE}
+\libus@MathSymbol{\mdlgwhtdiamond} {\mathord}{symbols}{"DE}
+\libus@MathSymbol{\Longmapsto} {\mathrel}{symbols}{"DF}
+
+\libus@MathSymbol{\fisheye} {\mathord}{symbols}{"E0}
+\libus@MathSymbol{\mdlgwhtlozenge} {\mathord}{symbols}{"E1} \let\lozenge=\mdlgwhtlozenge \let\Diamond=\mdlgwhtlozenge
+\libus@MathSymbol{\mdlgwhtcircle} {\mathbin}{symbols}{"E2} \let\bigcirc=\mdlgwhtcircle
+\libus@MathSymbol{\relbar} {\mathord}{symbols}{"E3}
+\libus@MathSymbol{\Relbar} {\mathord}{symbols}{"E4}
+\libus@MathSymbol{\bullseye} {\mathord}{symbols}{"E5}
+\libus@MathSymbol{\mdlgblkcircle} {\mathord}{symbols}{"E6}
+
+\libus@MathSymbol{\nLeftarrow} {\mathrel}{symbols}{"EF}
+\libus@MathSymbol{\nLeftrightarrow} {\mathrel}{symbols}{"F0}
+\libus@MathSymbol{\nRightarrow} {\mathrel}{symbols}{"F1}
+\libus@MathSymbol{\Leftarrow} {\mathrel}{symbols}{"F2}
+%\libus@MathSymbol{\Uparrow} {\mathrel}{symbols}{"F3}
+\libus@MathSymbol{\Rightarrow} {\mathrel}{symbols}{"F4}
+%\libus@MathSymbol{\Downarrow} {\mathrel}{symbols}{"F5}
+\libus@MathSymbol{\Leftrightarrow} {\mathrel}{symbols}{"F6}
+%\libus@MathSymbol{\Updownarrow} {\mathrel}{symbols}{"F7}
+
+\libus@MathSymbol{\Nwarrow} {\mathrel}{symbols}{"F8}
+\libus@MathSymbol{\Nearrow} {\mathrel}{symbols}{"F9}
+\libus@MathSymbol{\Searrow} {\mathrel}{symbols}{"FA}
+\libus@MathSymbol{\Swarrow} {\mathrel}{symbols}{"FB}
+
+\libus@MathSymbol{\Mapsfrom} {\mathord}{symbols}{"FC}
+\libus@MathSymbol{\smwhtcircle} {\mathord}{symbols}{"FD} \let\circ=\smwhtcircle
+\libus@MathSymbol{\smwhtdiamond} {\mathbin}{symbols}{"FE}
+ \let\diamond=\smwhtdiamond
+\libus@MathSymbol{\Mapsto} {\mathord}{symbols}{"FF}
+%
+\DeclareMathSizes{10}{10}{8}{6.5}
+\AtBeginDocument{
+ \renewcommand{\big}{\bBigg@{1.2}}
+ \renewcommand{\Bigg}{\bBigg@{2.7}}
+ \let\dotsb@\@cdots
+ \let\dotsb\cdots
+ \let\dotsm\cdots
+}
+\@ifpackageloaded{amsopn}{
+ \begingroup \catcode`\"=12
+ \gdef\newmcodes@{%
+ \mathcode`\'="007F\relax%
+ \mathcode`\*="003C\relax%
+ \mathcode`\.="613A\relax%
+ \ifnum\mathcode`\-="002A \else
+ \mathchardef\std@minus\mathcode`\-\relax
+ \fi
+ \mathcode`\-="002A\relax%
+ \mathcode`\/="005F\relax%
+ \mathcode`\:="603A\relax%
+ }
+ \endgroup
+}{}
+\DeclareTextSymbol{\i}{LS1}{123}
+\DeclareTextSymbol{\j}{LS1}{124}
+\@namedef{not=}{\ne}
+\@namedef{not>}{\ngtr}
+\@namedef{not<}{\nless}
+\let\ngets\nleftarrow
+\let\nsimeq\nsime
+\let\nforksnot\forks
+\let\nle\nleq
+\let\nge\ngeq
+\DeclareRobustCommand*{\not}[1]{%
+ \begingroup \escapechar\m@ne\xdef\@gtempa{not\string#1}\endgroup
+ \@ifundefined{\@gtempa}%
+ {\not@n@{#1}}%
+ {\@nameuse{\@gtempa}}}
+\def\not@n@#1{%
+ \begingroup \escapechar\m@ne\xdef\@gtempa{n\string#1}\endgroup
+ \@ifundefined{\@gtempa}%
+ {\notchar #1}%
+ {\@nameuse{\@gtempa}}}
+\def\libus@dotlessi{\ifmmode\imath\else\i\fi}
+\@ifundefined{es@dotlessi}{}{\let\es@dotlessi\libus@dotlessi}
+
+\def\txf@ntname#1{\expandafter\let\expandafter\@ntx@\csname sym#1\endcsname
+ \ifx\@ntx@\relax %
+ \else
+ \expandafter\def\csname @@@X\number\@ntx@ \endcsname{#1}
+ \fi}
+\newcommand{\ShowMathFonts}{%
+\txf@ntname{operators}
+\txf@ntname{symbols}
+\txf@ntname{largesymbols}
+\txf@ntname{letters}
+\txf@ntname{bold-operators}
+\txf@ntname{bold-letters}
+ \typeout{*** Mathgroups ***}
+ \count@\z@
+ \loop\ifnum\count@<16
+ \def\@@ntx@{}
+ \expandafter\let\expandafter\@ntx@\csname @@@X\the\count@\endcsname
+ \ifx\@ntx@\relax\else\def\@@ntx@{\space[\@ntx@]}\fi
+ \typeout{(\the\count@: \the\textfont\count@ = \fontname\textfont\count@\@@ntx@)}
+ \advance\count@\@ne
+ \repeat
+ \typeout{***}}
+
+
+\endinput
diff --git a/Master/texmf-dist/tex/latex/libertinust1math/ls1libertinust1math.fd b/Master/texmf-dist/tex/latex/libertinust1math/ls1libertinust1math.fd
new file mode 100644
index 00000000000..d37e1a4bd53
--- /dev/null
+++ b/Master/texmf-dist/tex/latex/libertinust1math/ls1libertinust1math.fd
@@ -0,0 +1,44 @@
+%Filename: ls1libertinust1math.fd
+%Created by: tex ex-drv
+%Created using fontinst v1.933
+
+%THIS FILE SHOULD BE PUT IN A TEX INPUTS DIRECTORY
+
+\ProvidesFile{ls1libertinust1math.fd}
+ [2016/03/23 Fontinst v1.933 font definitions for LS1/libertinust1math.]
+
+\expandafter\ifx\csname LinuxLibertineT@scale\endcsname\relax
+ \let\LinuxLibertineT@@scale\@empty
+\else
+ \edef\LinuxLibertineT@@scale{s*[\csname LinuxLibertineT@scale\endcsname]}%
+\fi
+
+\DeclareFontFamily{LS1}{libertinust1math}{\skewchar \font =127}
+
+\DeclareFontShape{LS1}{libertinust1math}{m}{it}{
+ <-> \LinuxLibertineT@@scale
+ libertinust1-mathit
+}{}
+
+\DeclareFontShape{LS1}{libertinust1math}{b}{it}{
+ <-> \LinuxLibertineT@@scale
+ libertinust1-mathit-bold
+}{}
+
+\DeclareFontShape{LS1}{libertinust1math}{m}{n}{
+ <-> \LinuxLibertineT@@scale
+ libertinust1-mathrm
+}{}
+
+\DeclareFontShape{LS1}{libertinust1math}{b}{n}{
+ <-> \LinuxLibertineT@@scale
+ libertinust1-mathrm-bold
+}{}
+
+\DeclareFontShape{LS1}{libertinust1math}{m}{sl}{<->ssub * libertinust1math/m/it}{}
+\DeclareFontShape{LS1}{libertinust1math}{bx}{it}{<->ssub * libertinust1math/b/it}{}
+\DeclareFontShape{LS1}{libertinust1math}{b}{sl}{<->ssub * libertinust1math/b/it}{}
+\DeclareFontShape{LS1}{libertinust1math}{bx}{sl}{<->ssub * libertinust1math/b/it}{}
+\DeclareFontShape{LS1}{libertinust1math}{bx}{n}{<->ssub * libertinust1math/b/n}{}
+
+\endinput
diff --git a/Master/texmf-dist/tex/latex/libertinust1math/ls2libertinust1mathex.fd b/Master/texmf-dist/tex/latex/libertinust1math/ls2libertinust1mathex.fd
new file mode 100644
index 00000000000..2d9d6ba142b
--- /dev/null
+++ b/Master/texmf-dist/tex/latex/libertinust1math/ls2libertinust1mathex.fd
@@ -0,0 +1,21 @@
+\ProvidesFile{ls2libertinust1mathex.fd}
+[2016/03/15 v1.0.0-latex LibertinusMath %
+extensions LS2 %
+font definitions]
+\DeclareFontFamily{LS2}{libertinust1mathex}{}
+
+\expandafter\ifx\csname LinuxLibertineT@scale\endcsname\relax
+ \let\LinuxLibertineT@@scale\@empty
+\else
+ \edef\LinuxLibertineT@@scale{s*[\csname LinuxLibertineT@scale\endcsname]}%
+\fi
+
+\DeclareFontShape{LS2}{libertinust1mathex}{m}{n} {<-> \LinuxLibertineT@@scale libertinust1-mathex}{}
+
+\DeclareFontShape{LS2}{libertinust1mathex}{b}{n}{<->ssub * libertinust1mathsym/m/n}{}
+\DeclareFontShape{LS2}{libertinust1mathex}{b}{it}{<->ssub * libertinust1mathsym/m/n}{}
+\DeclareFontShape{LS2}{libertinust1mathex}{bx}{n}{<->ssub * libertinust1mathsym/m/n}{}
+\DeclareFontShape{LS2}{libertinust1mathex}{bx}{it}{<->ssub * libertinust1mathsym/m/n}{}
+\DeclareFontShape{LS2}{libertinust1mathex}{m}{it}{<->ssub * libertinust1mathsym/m/n}{}
+
+\endinput
diff --git a/Master/texmf-dist/tex/latex/libertinust1math/ls2libertinust1mathsym.fd b/Master/texmf-dist/tex/latex/libertinust1math/ls2libertinust1mathsym.fd
new file mode 100644
index 00000000000..c9d71d48b39
--- /dev/null
+++ b/Master/texmf-dist/tex/latex/libertinust1math/ls2libertinust1mathsym.fd
@@ -0,0 +1,19 @@
+\ProvidesFile{ls2libertinust1mathsym.fd}
+[2015/04/17 v1.1.2-latex LibertinusT1Mathsym LS2 font definitions]
+
+\expandafter\ifx\csname LinuxLibertineT@scale\endcsname\relax
+ \let\LinuxLibertineT@@scale\@empty
+\else
+ \edef\LinuxLibertineT@@scale{s*[\csname LinuxLibertineT@scale\endcsname]}%
+\fi
+
+\DeclareFontFamily{LS2}{libertinust1mathsym}{\skewchar\font127 }
+
+\DeclareFontShape{LS2}{libertinust1mathsym}{m}{n} {<-> \LinuxLibertineT@@scale libertinust1-mathsym}{}
+
+\DeclareFontShape{LS2}{libertinust1mathsym}{b}{n}{<->ssub * libertinust1mathsym/m/n}{}
+\DeclareFontShape{LS2}{libertinust1mathsym}{b}{it}{<->ssub * libertinust1mathsym/m/n}{}
+\DeclareFontShape{LS2}{libertinust1mathsym}{bx}{n}{<->ssub * libertinust1mathsym/m/n}{}
+\DeclareFontShape{LS2}{libertinust1mathsym}{bx}{it}{<->ssub * libertinust1mathsym/m/n}{}
+\DeclareFontShape{LS2}{libertinust1mathsym}{m}{it}{<->ssub * libertinust1mathsym/m/n}{}
+\endinput
diff --git a/Master/texmf-dist/tex/latex/libertinust1math/ot1libertinust1mathsf.fd b/Master/texmf-dist/tex/latex/libertinust1math/ot1libertinust1mathsf.fd
new file mode 100644
index 00000000000..fd16d595251
--- /dev/null
+++ b/Master/texmf-dist/tex/latex/libertinust1math/ot1libertinust1mathsf.fd
@@ -0,0 +1,37 @@
+%Filename: ot1libertinust1mathsf.fd
+%Created by: tex ex-drv
+%Created using fontinst v1.933
+
+%THIS FILE SHOULD BE PUT IN A TEX INPUTS DIRECTORY
+
+\ProvidesFile{ot1libertinust1mathsf.fd}
+ [2016/03/23 Fontinst v1.933 font definitions for OT1/libertinust1mathsf.]
+
+\expandafter\ifx\csname LinuxLibertineT@scale\endcsname\relax
+ \let\LinuxLibertineT@@scale\@empty
+\else
+ \edef\LinuxLibertineT@@scale{s*[\csname LinuxLibertineT@scale\endcsname]}%
+\fi
+
+\DeclareFontFamily{OT1}{libertinust1mathsf}{\skewchar \font =127}
+
+\DeclareFontShape{OT1}{libertinust1mathsf}{m}{n}{
+ <-> \LinuxLibertineT@@scale libertinust1-mathsf
+}{}
+
+\DeclareFontShape{OT1}{libertinust1mathsf}{m}{it}{
+ <-> \LinuxLibertineT@@scale libertinust1-mathsfi
+}{}
+
+\DeclareFontShape{OT1}{libertinust1mathsf}{b}{n}{
+ <-> \LinuxLibertineT@@scale libertinust1-mathsfb
+}{}
+
+\DeclareFontShape{OT1}{libertinust1mathsf}{m}{sl}{<->ssub * libertinust1mathsf/m/it}{}
+\DeclareFontShape{OT1}{libertinust1mathsf}{b}{it}{<->ssub * libertinust1mathsf/m/it}{}
+\DeclareFontShape{OT1}{libertinust1mathsf}{b}{sl}{<->ssub * libertinust1mathsf/m/it}{}
+\DeclareFontShape{OT1}{libertinust1mathsf}{bx}{sl}{<->ssub * libertinust1mathsf/m/it}{}
+\DeclareFontShape{OT1}{libertinust1mathsf}{bx}{it}{<->ssub * libertinust1mathsf/m/it}{}
+\DeclareFontShape{OT1}{libertinust1mathsf}{bx}{n}{<->ssub * libertinust1mathsf/b/n}{}
+
+\endinput
diff --git a/Master/tlpkg/bin/tlpkg-ctan-check b/Master/tlpkg/bin/tlpkg-ctan-check
index be6562e1e7e..34ba3b3dfc5 100755
--- a/Master/tlpkg/bin/tlpkg-ctan-check
+++ b/Master/tlpkg/bin/tlpkg-ctan-check
@@ -338,7 +338,7 @@ my @TLP_working = qw(
lcd lcg lcyw leading leadsheets leaflet
lecturer ledmac leftidx leipzig lengthconvert
lettre lettrine levy lewis lexikon lexref lfb lgreek lh lhcyr lhelp
- libertine libertinegc libertinus
+ libertine libertinegc libertinus libertinust1math
libgreek librarian librebaskerville librebodoni librecaslon
libris lilyglyphs limap linearA linegoal
lineno linguex
diff --git a/Master/tlpkg/tlpsrc/collection-fontsextra.tlpsrc b/Master/tlpkg/tlpsrc/collection-fontsextra.tlpsrc
index e33fb0dca18..5a39fb78e53 100644
--- a/Master/tlpkg/tlpsrc/collection-fontsextra.tlpsrc
+++ b/Master/tlpkg/tlpsrc/collection-fontsextra.tlpsrc
@@ -153,6 +153,7 @@ depend lfb
depend libertine
depend libertinegc
depend libertinus
+depend libertinust1math
depend librebaskerville
depend librebodoni
depend librecaslon
diff --git a/Master/tlpkg/tlpsrc/libertinust1math.tlpsrc b/Master/tlpkg/tlpsrc/libertinust1math.tlpsrc
new file mode 100644
index 00000000000..d228d2f032a
--- /dev/null
+++ b/Master/tlpkg/tlpsrc/libertinust1math.tlpsrc
@@ -0,0 +1 @@
+execute addMap libertinust1math.map