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|
% Copyright (c) 2001..2020 by Michael Lee Finney.
%
% logix.sty - 2020-05-24 v1.06
%
% This work may be distributed and/or modified under the conditions of the
% LaTeX Project Public License, either version 1.3 of this license or (at your
% option) any later version. The latest version of this license is in
%
% http://www.latex-project.org/lppl.txt
%
% and version 1.3c or later is part of all distributions of LaTeX version
% 2005/12/01 or later.
%
% This work has the LPPL maintenance status `maintained'.
%
% The Current Maintainer of this work is Michael Lee Finney.
%
% This work consists of the file logix.sty.
%
% - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
%
% This package provides a font and associated commands which are complementary
% to the STIX2 OpenType mathematic fonts. Usage in logic is emphasized as
% opposed to mathematical usage. A large set of stretchy delimiters is provided
% along with numerous arrows and geometric symbols and Rational Knot drawing
% symbols. Many other additional symbols are provided.
%
\NeedsTeXFormat{LaTeX2e}[2020/02/02]
\ProvidesPackage{logix}
[2020-05-24 v1.06 (Michael Lee Finney) Supplemental logical and mathematical symbols for XeLaTex / LuaLaTeX.]
\ProvidesFile{logix.otf}
[2020-05-24 v1.06 (Michael Lee Finney) OpenType Unicode font.]
\RequirePackage{iftex}
\RequirePackage[bold-style=ISO]{unicode-math}
\RequirePackage{arydshln}
% Checks for LuaTex or XeTex as engines.
\ifluatex \else \ifxetex \else
\PackageError{logix}{LuaLaTeX or XeLaTeX is required.}{Compile using LuaLaTeX or XeLaTeX.}
\fi \fi
% This source file loads the logix font and defines associated commands.
\IfFontExistsTF{logix.otf} {}
{ \PackageError{logix}{logix.otf required}{Make sure that the logix.otf font file is installed} }
% Load / define logix font.
\ifluatex
\newfontface \logix {logix.otf}[Renderer=Basic,Script=Math,Scale=1.0,NFSSFamily=logix]
\else
\newfontface \logix {logix.otf}[Scale=1.0,NFSSFamily=logix]
\fi
\DeclareSymbolFont{Logix}{TU}{logix}{m}{n}
% - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
%
% Environments are defined for logic definitions, logic proofs and building rational
% knots. There are four environments: KnotGrid, LogixDefn, LogixProof and LogixSeqnt.
%
% KnotGrid provides a grid (based on tabular, but the use of ampersand (&) separators
% is not required between grid cells. Each knot symbol has an exact width and height --
% most are 1em x 1em, but a few are half or quarter height or width. Every symbol (or
% symbols) in a grid cell must have the same height as all other knot symbols in the
% same row and same width as all other knot symbols in the same column. The KnotGrid
% environment has no options and is used as follows (this example has 3 rows and 5
% columns):
%
% \begin{KnotGrid}
% \KntLFC \KntTSN \KntHXSOSU \KntTSFN \KntTRSC \\
% \KntNF \KntHXSUSO \KntNN \KntRQC \KntNQ \KntRSN \\
% \KntLFC \KntBSN \KntHXSOSU \KntBSFN \KntRBSC
% \end{KnotGrid}
%
% where a grid cell would otheriwse be empty or where padding is required to satisfy
% the size requirements for a cell, 16 KntxxSpace symbols are provided which are
% exactly sized both horizontally and vertically to assist. The knot symbosl are
% typeset in math mode so that spaces are ignored. This allows the grid structure to
% be explicit, making readability and maintenance easier.
%
% LogixDefn provides structured formatting for logic definitions. There is an
% optional parameter, which must be a horizontal length. If present, all of the
% definitions must fit within that length. The LogixDefn environment defines the
% Line macro, which has three parameters if the optional LogixDefn parameter is not
% present and otherwise four. The optional fourth parameter may not be omitted if
% the length parameter is present and contains a comment to placed at the end of
% the line. The basic three parameters for the Line macro are the definition's name,
% optional number (but the empty argument must be present) and the definition itself,
% which is typeset in math mode. Two examples of its use are:
%
% \begin{LogixDefn}
% \Line{Special}{}{ \OpnParn \prop{p} \WkEquv \prop{q} \ClsParn \Defn \OpnParn \prop{p} \WkImpl \prop{q} \ClsParn \Nd \OpnParn \prop{q} \WkImpl \prop{p} \ClsParn }
% \Line{Df} {4}{ \OpnParn \prop{p} \WkEquv \prop{q} \ClsParn \Defn \OpnParn \prop{p} \WkImpl \prop{q} \ClsParn \Nd \OpnParn \prop{q} \WkImpl \prop{p} \ClsParn }
% \end{LogixDefn}
%
% \begin{LogixDefn}[15em]
% \Line{Df}{1}{ \OpnParn \prop{p} \WkEquv \prop{q} \ClsParn \Defn \OpnParn \prop{p} \WkImpl \prop{q} \ClsParn \Nd \OpnParn \prop{q} \WkImpl \prop{p} \ClsParn } { Some comment }
% \Line{Df}{2}{ \OpnParn \prop{p} \WkEquv \prop{q} \ClsParn \Defn \OpnParn \prop{p} \WkImpl \prop{q} \ClsParn \Nd \OpnParn \prop{q} \WkImpl \prop{p} \ClsParn } { Yet another }
% \end{LogixDefn}
%
% LogixProof provides structed formatting for logic proofs. There are four
% arguments with the first one optional. As for LogixDefn the optional argument
% is a horizontal length argument, and provides a width for each line which is
% followed by a comment when the length argument is present. The other three
% arguments are the name (and any associated number) of the theorem, a possibly
% empty set of postulates which are assumed only for the purpose of the proof
% (e.g. assuming the Axiom of Choice for a specific theorem when working in ZF
% instead of ZFC) Thus postulates are distinguished from axioms which are assumed
% to hold for all theorems in a system. The third parameter is the statement of
% the proof.
%
% The LogixProof environment defines two macros -- Dash and Line, which are
% identical except that Dash is followed by a dashed line separator and Line is
% followed by a solid line separator. Each of these macros have four parameters
% (five when the length argument is present). The first is the line number. It
% is typeset in math mode so that subscripts may be used (sometimes useful in
% meta proofs). The second is the justifying axiom or previous theorem. The
% third is the list of previous lines of the proof used to justify the proof,
% and the fourth is the expression for the proof line. A list is used for the
% previous justifying lines since the same line can be used more than once
% and the order is potentially significant. Both the second and third parameters
% may be empty, allowing for using the comment for justification (a common style
% in some textbooks and papers). Here is an example with comments:
%
% \begin{LogixProof}[5em] {Th 46} {} {\prop{p}\Comma\prop{q}\Seq\prop{r}}
% \Dash {1} {Th 41} {} {\prop{r} \Nd \prop{s} \Impl \prop{q}} {Comment for first line}
% \Dash {2} {Cn 2 } {} {\prop{r}} {Comment for second line}
% \Dash {3} {Th 38} {2} {\prop{r}} {}
% \Line {4} {Im 3 } {1,6} {\prop{r}} {Comment for last line}
% \end{LogixProof}
%
% LogixSeqnt is identical to LogixProof execpt that the lines have an extra
% parameter before the expression, which represents the list of expressions
% assumed to hold for the expression as a sequent. An example of its use (but
% without comments and with solid lines) is:
%
% \begin{LogixSeqnt} {Th 46} {Dt 1} {\prop{p}\Comma\prop{q}\Seq\prop{r}}
% \Line {1} {Th 41} {} {\prop{p}\Comma\prop{q}} {\prop{r}}
% \Line {2} {Cn 2 } {} {\prop{p}\Comma\prop{q}} {\prop{r}}
% \Line {3} {Th 38} {2} { } {\prop{r}}
% \end{LogixSeqnt}
%
% Note that none of these environments are indented by default. Often,
% horizontal space is at a premium, so any indentation is left to the user.
%
% Environment for drawing knots.
\newenvironment{KnotGrid}{%
\renewcommand{\arraystretch}{0}
\noindent\begin{tabular}{ @{} >{$} c <{$} @{} } }{%
\end{tabular} }
% Enviroment for logic definitions.
\newenvironment{LogixDefn}[1][]{%
\newcommand \PrfEnd {\rule[-0.375em]{0pt}{1.30em}}
\renewcommand{\arraystretch}{0}
\ifx&
\newcommand \Line[3]{%
\ifx&##2&%
##1. \hspace{0.25em} & & ##3 & \PrfEnd \\%
\else%
##1 \hspace{0.35em} & ##2. \hspace{0.25em} & ##3 & \PrfEnd \\%
\fi%
}
\else
\newcommand \Line[4]{%
\ifx&##2&%
##1. \hspace{0.25em} & & \mathmakebox[#1][l]{##3} $##4$ & \PrfEnd \\%
\else%
##1 \hspace{0.35em} & ##2. \hspace{0.25em} & \mathmakebox[#1][l]{##3} $##4$ & \PrfEnd \\%
\fi%
}
\fi
\noindent\begin{tabular}{ @{} l @{} r @{} >{$} l <{$} @{} c @{} }}{%
\end{tabular} }
% Environment for logic proofs without sequents.
\newenvironment{LogixProof}[4][]{%
\setlength{\dashlinedash}{2pt}
\setlength{\dashlinegap}{2pt}
\setlength{\arrayrulewidth}{0.2pt}%
\renewcommand{\arraystretch}{0}%
\newcommand \PrfBgn {\-\ \hspace{0.50em}}%
\newcommand \PrfEnd {\rule[-0.375em]{0pt}{1.35em}}%
\ifx&
\newcommand \Dash[4] { \hspace{0.35em} ##1. & \ifx&##2&\else \hspace{0.25em}##2.\fi & \ifx&##3&\else\hspace{0.25em}{\OpnBrkt}##3{\ClsBrkt}\fi & ##4 & \PrfEnd \\ \hdashline}
\newcommand \Line[4] { \hspace{0.35em} ##1. & \ifx&##2&\else \hspace{0.25em}##2.\fi & \ifx&##3&\else\hspace{0.25em}{\OpnBrkt}##3{\ClsBrkt}\fi & ##4 & \PrfEnd \\ \hline}
\else
\newcommand \Dash[5] { \hspace{0.35em} ##1. & \ifx&##2&\else \hspace{0.25em}##2.\fi & \ifx&##3&\else\hspace{0.25em}{\OpnBrkt}##3{\ClsBrkt}\fi & \mathmakebox[#1][l]{##4} $##5$ & \PrfEnd \\ \hdashline}
\newcommand \Line[5] { \hspace{0.35em} ##1. & \ifx&##2&\else \hspace{0.25em}##2.\fi & \ifx&##3&\else\hspace{0.25em}{\OpnBrkt}##3{\ClsBrkt}\fi & \mathmakebox[#1][l]{##4} $##5$ & \PrfEnd \\ \hline}
\fi
\noindent\begin{tabular}{ @{\hspace{0.60em}} l @{\hspace{0.50em}}}
\noindent\hspace{-0.50em}\begin{tabular}{ @{} l @{} l @{} @{\hspace{0.25em}} >{$} l <{$} @{} c @{} }
#2. & \ifx&\else{\hspace{0.25em}\OpnGrp}#3{\ClsGrp}\fi & #4 & \PrfEnd \end{tabular} \\\hline
\noindent\hspace{-0.10em}\begin{tabular}{
@{} >{$} r <{$} % Line number, aligned right, left padding 0.35em.
@{} l % Justification reference, left padding 0.25em.
@{} l @{\hspace{0.25em}} | % Justification line numbers, left padding 0.25em, vertical bar, right padding 0.25em.
@{} >{\hspace{0.25em}$} l <{$} @{\hspace{0.25em}} % Proposition, right padding 0.25em.
@{} c @{} } }{%
\end{tabular} \end{tabular}}
% Environment for logic proofs with sequents.
\newenvironment{LogixSeqnt}[4][]{%
\setlength{\dashlinedash}{2pt}
\setlength{\dashlinegap}{2pt}
\setlength{\arrayrulewidth}{0.2pt}%
\renewcommand{\arraystretch}{0}%
\newcommand \PrfBgn {\-\ \hspace{0.50em}}%
\newcommand \PrfEnd {\rule[-0.375em]{0pt}{1.35em}}%
\ifx&
\newcommand \Dash[5] { \hspace{0.35em} ##1. & \ifx&##2&\else \hspace{0.25em}##2.\fi & \ifx&##3&\else\hspace{0.25em}{\OpnBrkt}##3{\ClsBrkt}\fi & ##4 & ##5 & \PrfEnd \\ \hdashline}
\newcommand \Line[5] { \hspace{0.35em} ##1. & \ifx&##2&\else \hspace{0.25em}##2.\fi & \ifx&##3&\else\hspace{0.25em}{\OpnBrkt}##3{\ClsBrkt}\fi & ##4 & ##5 & \PrfEnd \\ \hline}
\else
\newcommand \Dash[6] { \hspace{0.35em} ##1. & \ifx&##2&\else \hspace{0.25em}##2.\fi & \ifx&##3&\else\hspace{0.25em}{\OpnBrkt}##3{\ClsBrkt}\fi & ##4 & \mathmakebox[#1][l]{##5} $##6$ & \PrfEnd \\ \hdashline}
\newcommand \Line[6] { \hspace{0.35em} ##1. & \ifx&##2&\else \hspace{0.25em}##2.\fi & \ifx&##3&\else\hspace{0.25em}{\OpnBrkt}##3{\ClsBrkt}\fi & ##4 & \mathmakebox[#1][l]{##5} $##6$ & \PrfEnd \\ \hline}
\fi
\noindent\begin{tabular}{ @{\hspace{0.60em}} l @{\hspace{0.50em}}}
\noindent\hspace{-0.50em}\begin{tabular}{ @{} l @{} l @{} @{\hspace{0.25em}} >{$} l <{$} @{} c @{} }
#2. & \ifx&\else{\hspace{0.25em}\OpnGrp}#3{\ClsGrp}\fi & #4 & \PrfEnd \end{tabular} \\\hline
\noindent\hspace{-0.10em}\begin{tabular}{
@{} >{$} r <{$} % Line number, aligned right, left padding 0.35em.
@{} l % Justification reference, left padding 0.25em.
@{} l @{\hspace{0.25em}} | % Justification line numbers, left padding 0.25em, vertical bar, right padding 0.25em.
@{} >{\hspace{0.25em}$} r <{$} % Sequent assumptions, left padding 0.25em.
@{} >{$\Seq} l <{$} @{\hspace{0.25em}} % Sequent conclusion, right padding 0.25em.
@{} c @{} } }{%
\end{tabular} \end{tabular}}
% Define the logix math symbols. These symbols have sidebearings defined in the font.
% Applying the symbol type results in extra white space so they are declared as
% \mathord. However, some symbols require minor kerning adjustments to work smoothly
% with LaTeX math layout. That is accomplished using the \mkern command as part of
% the symbol defintion. The standard symbol types are shown below.
%
% Logic expressions, as compared to mathematic expressions do not require
% additional spacing. The minimum spacing is provided by the sidebearings,
% so all symbols are defined as type \mathord to prevent elastic glue. Any
% adjustments, if necessary will either be made here (on a temporary basis)
% or in the font itself. If normal TeX glue is desired in a specific case,
% then use one of the following commands.
%
% \mathord 0 - Simple / ordinary, e.g. \alpha, no padding space
% \mathop 1 - Prefix operator, thin space on both sides (3mu)
% \mathbin 2 - Binary operator, medium space on both sides (4mu)
% \mathrel 3 - Relation, thick space on both sides (5mu)
% \mathopen 4 - Open (left) delimiter, may add space on left
% \mathclose 5 - Close (right) delimiter, may add space on right
% \mathpunct 6 - Postfix operator / punctuation, thin space on right.
% \mathalpha 7 - Alphabetic (e.g. A), no padding space
\newcommand \lgx[1] {\ensuremath{\Umathchar "0 \symLogix "#1}}
\newcommand \lgl[1] {\ensuremath{\Udelimiter 4 \symLogix "#1}}
\newcommand \lgm[1] {\ensuremath{\Udelimiter 0 \symLogix "#1}}
\newcommand \lgr[1] {\ensuremath{\Udelimiter 5 \symLogix "#1}}
\newcommand \OpnBar {\lgl{E300}\relax} % Open Vertical Bar
\newcommand \OpnGrp {\lgl{E301}\relax} % Open Group Brace
\newcommand \OpnParn {\lgl{E302}\relax} % Open Parenthesis
\newcommand \OpnBrac {\lgl{E303}\relax} % Open Curly Brace
\newcommand \OpnBrknBrac {\lgl{E304}\relax} % Open Curly Broken Brace
\newcommand \OpnCircBrac {\lgl{E305}\relax} % Open Curly Circle Brace
\newcommand \OpnArrwBrac {\lgl{E306}\relax} % Open Arrow Brace
\newcommand \OpnBrkt {\lgl{E307}\relax} % Open Square Bracket
\newcommand \OpnCrlyBrkt {\lgl{E308}\relax} % Open Square Curly Bracket
\newcommand \OpnBrknBrkt {\lgl{E309}\relax} % Open Square Broken Bracket
\newcommand \OpnCircBrkt {\lgl{E30A}\relax} % Open Square Circle Bracket
\newcommand \OpnTortoise {\lgl{E30B}\relax} % Open Tortoise Shell
\newcommand \OpnAngl {\lgl{E30C}\relax} % Open Angle Bracket
\newcommand \OpnDblBrac {\lgl{E30D}\relax} % Open Double Curly Brace
\newcommand \OpnDblAngl {\lgl{E30E}\relax} % Open Double Angle Bracket
\newcommand \OpnSqrParn {\lgl{E30F}\relax} % Open Square Parenthesis
\newcommand \OpnParnBar {\lgl{E310}\relax} % Open Parenthesis with Bar
\newcommand \OpnBracBar {\lgl{E311}\relax} % Open Brace with Bar
\newcommand \OpnBrknBracBar {\lgl{E312}\relax} % Open Broken Brace with Bar
\newcommand \OpnCircBracBar {\lgl{E313}\relax} % Open Circle Brace with Bar
\newcommand \OpnBrktBar {\lgl{E314}\relax} % Open Bracket with Bar
\newcommand \OpnCrlyBrktBar {\lgl{E315}\relax} % Open Curly Bracket with Bar
\newcommand \OpnBrknBrktBar {\lgl{E316}\relax} % Open Broken Bracket with Bar
\newcommand \OpnCircBrktBar {\lgl{E317}\relax} % Open Circle Bracket with Bar
\newcommand \OpnTortoiseBar {\lgl{E318}\relax} % Open Tortoise Shell with Bar
\newcommand \OpnAnglBar {\lgl{E319}\relax} % Open Angle Bracket with Bar
\newcommand \OpnCurvAngl {\lgl{E31A}\relax} % Open Curved Angle Bracket
\newcommand \OpnDblParn {\lgl{E31B}\relax} % Open Double Parenthesis
\newcommand \OpnCeil {\lgl{E31C}\relax} % Open Ceiling
\newcommand \OpnFloor {\lgl{E31D}\relax} % Open Floor
\newcommand \OpnTurn {\lgl{E31E}\relax} % Open Turnstile
\newcommand \OpnCntx {\lgx{E31F}\relax} % Open Context Quote
\newcommand \OpnDblGrp {\lgl{E320}\relax} % Open Double Group Brace
\newcommand \OpnDblBar {\lgl{E321}\relax} % Open Double Vertical Bar
\newcommand \OpnTrpBar {\lgl{E322}\relax} % Open Triple Vertical Bar
\newcommand \OpnBarS {\left\OpnBar\relax} % Stretchy Open Vertical Bar
\newcommand \OpnGrpS {\left\OpnGrp\relax} % Stretchy Open Group Brace
\newcommand \OpnParnS {\left\OpnParn\relax} % Stretchy Open Parenthesis
\newcommand \OpnBracS {\left\OpnBrac\relax} % Stretchy Open Curly Brace
\newcommand \OpnBrknBracS {\left\OpnBrknBrac\relax} % Stretchy Open Curly Broken Brace
\newcommand \OpnCircBracS {\left\OpnCircBrac\relax} % Stretchy Open Curly Circle Brace
\newcommand \OpnArrwBracS {\left\OpnArrwBrac\relax} % Stretchy Open Arrow Brace
\newcommand \OpnBrktS {\left\OpnBrkt\relax} % Stretchy Open Square Bracket
\newcommand \OpnCrlyBrktS {\left\OpnCrlyBrkt\relax} % Stretchy Open Square Curly Bracket
\newcommand \OpnBrknBrktS {\left\OpnBrknBrkt\relax} % Stretchy Open Square Broken Bracket
\newcommand \OpnCircBrktS {\left\OpnCircBrkt\relax} % Stretchy Open Square Circle Bracket
\newcommand \OpnTortoiseS {\left\OpnTortoise\relax} % Stretchy Open Tortoise Shell
\newcommand \OpnAnglS {\left\OpnAngl\relax} % Stretchy Open Angle Bracket
\newcommand \OpnDblBracS {\left\OpnDblBrac\relax} % Stretchy Open Double Curly Brace
\newcommand \OpnDblAnglS {\left\OpnDblAngl\relax} % Stretchy Open Double Angle Bracket
\newcommand \OpnSqrParnS {\left\OpnSqrParn\relax} % Stretchy Open Square Parenthesis
\newcommand \OpnParnBarS {\left\OpnParnBar\relax} % Stretchy Open Parenthesis with Bar
\newcommand \OpnBracBarS {\left\OpnBracBar\relax} % Stretchy Open Brace with Bar
\newcommand \OpnBrknBracBarS {\left\OpnBrknBracBar\relax} % Stretchy Open Broken Brace with Bar
\newcommand \OpnCircBracBarS {\left\OpnCircBracBar\relax} % Stretchy Open Circle Brace with Bar
\newcommand \OpnBrktBarS {\left\OpnBrktBar\relax} % Stretchy Open Bracket with Bar
\newcommand \OpnCrlyBrktBarS {\left\OpnCrlyBrktBar\relax} % Stretchy Open Curly Bracket with Bar
\newcommand \OpnBrknBrktBarS {\left\OpnBrknBrktBar\relax} % Stretchy Open Broken Bracket with Bar
\newcommand \OpnCircBrktBarS {\left\OpnCircBrktBar\relax} % Stretchy Open Circle Bracket with Bar
\newcommand \OpnTortoiseBarS {\left\OpnTortoiseBar\relax} % Stretchy Open Tortoise Shell with Bar
\newcommand \OpnAnglBarS {\left\OpnAnglBar\relax} % Stretchy Open Angle Bracket with Bar
\newcommand \OpnCurvAnglS {\left\OpnCurvAngl\relax} % Stretchy Open Curved Angle Bracket
\newcommand \OpnDblParnS {\left\OpnDblParn\relax} % Stretchy Open Double Parenthesis
\newcommand \OpnCeilS {\left\OpnCeil\relax} % Stretchy Open Ceiling
\newcommand \OpnFloorS {\left\OpnFloor\relax} % Stretchy Open Floor
\newcommand \OpnTurnS {\left\OpnTurn\relax} % Stretchy Open Turnstile
\newcommand \OpnCntxS {\left\OpnCntx\relax} % Stretchy Open Context Quote
\newcommand \OpnDblGrpS {\left\OpnDblGrp\relax} % Stretchy Open Double Group Brace
\newcommand \OpnDblBarS {\left\OpnDblBar\relax} % Stretchy Open Double Vertical Bar
\newcommand \OpnTrpBarS {\left\OpnTrpBar\relax} % Stretchy Open Triple Vertical Bar
\newcommand \ClsBar {\lgr{E340}\relax} % Close Bar
\newcommand \ClsGrp {\lgr{E341}\relax} % Close Group Brace
\newcommand \ClsParn {\lgr{E342}\relax} % Close Parenthesis
\newcommand \ClsBrac {\lgr{E343}\relax} % Close Curly Brace
\newcommand \ClsBrknBrac {\lgr{E344}\relax} % Close Curly Broken Brace
\newcommand \ClsCircBrac {\lgr{E345}\relax} % Close Curly Circle Brace
\newcommand \ClsArrwBrac {\lgr{E346}\relax} % Close Arrow Brace
\newcommand \ClsBrkt {\lgr{E347}\relax} % Close Square Bracket
\newcommand \ClsCrlyBrkt {\lgr{E348}\relax} % Close Square Curly Bracket
\newcommand \ClsBrknBrkt {\lgr{E349}\relax} % Close Square Broken Bracket
\newcommand \ClsCircBrkt {\lgr{E34A}\relax} % Close Square Circle Bracket
\newcommand \ClsTortoise {\lgr{E34B}\relax} % Close Tortoise Shell
\newcommand \ClsAngl {\lgr{E34C}\relax} % Close Angle Bracket
\newcommand \ClsDblBrac {\lgr{E34D}\relax} % Close Double Curly Brace
\newcommand \ClsDblAngl {\lgr{E34E}\relax} % Close Double Angle Bracket
\newcommand \ClsSqrParn {\lgr{E34F}\relax} % Close Square Parenthesis
\newcommand \ClsParnBar {\lgr{E350}\relax} % Close Parenthesis with Bar
\newcommand \ClsBracBar {\lgr{E351}\relax} % Close Brace with Bar
\newcommand \ClsBrknBracBar {\lgr{E352}\relax} % Close Broken Brace with Bar
\newcommand \ClsCircBracBar {\lgr{E353}\relax} % Close Circle Brace with Bar
\newcommand \ClsBrktBar {\lgr{E354}\relax} % Close Bracket with Bar
\newcommand \ClsCrlyBrktBar {\lgr{E355}\relax} % Close Curly Bracket with Bar
\newcommand \ClsBrknBrktBar {\lgr{E356}\relax} % Close Broken Bracket with Bar
\newcommand \ClsCircBrktBar {\lgr{E357}\relax} % Close Circle Bracket with Bar
\newcommand \ClsTortoiseBar {\lgr{E358}\relax} % Close Tortoise Shell with Bar
\newcommand \ClsAnglBar {\lgr{E359}\relax} % Close Angle Bracket with Bar
\newcommand \ClsCurvAngl {\lgr{E35A}\relax} % Close Curved Angle Bracket
\newcommand \ClsDblParn {\lgl{E35B}\relax} % Close Double Parenthesis
\newcommand \ClsCeil {\lgr{E35C}\relax} % Close Ceiling
\newcommand \ClsFloor {\lgr{E35D}\relax} % Close Floor
\newcommand \ClsTurn {\lgr{E35E}\relax} % Close Turnstile
\newcommand \ClsCntx {\lgx{E35F}\relax} % Close Context Quote
\newcommand \ClsDblGrp {\lgr{E360}\relax} % Close Double Group Brace
\newcommand \ClsDblBar {\lgr{E361}\relax} % Close Double Vertical Bar
\newcommand \ClsTrpBar {\lgr{E362}\relax} % Close Triple Vertical Bar
\newcommand \ClsBarS {\right\ClsBar\relax} % Stretchy Close Bar
\newcommand \ClsGrpS {\right\ClsGrp\relax} % Stretchy Close Group Brace
\newcommand \ClsParnS {\right\ClsParn\relax} % Stretchy Close Parenthesis
\newcommand \ClsBracS {\right\ClsBrac\relax} % Stretchy Close Curly Brace
\newcommand \ClsBrknBracS {\right\ClsBrknBrac\relax} % Stretchy Close Curly Broken Brace
\newcommand \ClsCircBracS {\right\ClsCircBrac\relax} % Stretchy Close Curly Circle Brace
\newcommand \ClsArrwBracS {\right\ClsArrwBrac\relax} % Stretchy Close Arrow Brace
\newcommand \ClsBrktS {\right\ClsBrkt\relax} % Stretchy Close Square Bracket
\newcommand \ClsCrlyBrktS {\right\ClsCrlyBrkt\relax} % Stretchy Close Square Curly Bracket
\newcommand \ClsBrknBrktS {\right\ClsBrknBrkt\relax} % Stretchy Close Square Broken Bracket
\newcommand \ClsCircBrktS {\right\ClsCircBrkt\relax} % Stretchy Close Square Circle Bracket
\newcommand \ClsTortoiseS {\right\ClsTortoise\relax} % Stretchy Close Tortoise Shell
\newcommand \ClsAnglS {\right\ClsAngl\relax} % Stretchy Close Angle Bracket
\newcommand \ClsDblBracS {\right\ClsDblBrac\relax} % Stretchy Close Double Curly Brace
\newcommand \ClsDblAnglS {\right\ClsDblAngl\relax} % Stretchy Close Double Angle Bracket
\newcommand \ClsSqrParnS {\right\ClsSqrParn\relax} % Stretchy Close Square Parenthesis
\newcommand \ClsParnBarS {\right\ClsParnBar\relax} % Stretchy Close Parenthesis with Bar
\newcommand \ClsBracBarS {\right\ClsBracBar\relax} % Stretchy Close Brace with Bar
\newcommand \ClsBrknBracBarS {\right\ClsBrknBracBar\relax} % Stretchy Close Broken Brace with Bar
\newcommand \ClsCircBracBarS {\right\ClsCircBracBar\relax} % Stretchy Close Circle Brace with Bar
\newcommand \ClsBrktBarS {\right\ClsBrktBar\relax} % Stretchy Close Bracket with Bar
\newcommand \ClsCrlyBrktBarS {\right\ClsCrlyBrktBar\relax} % Stretchy Close Curly Bracket with Bar
\newcommand \ClsBrknBrktBarS {\right\ClsBrknBrktBar\relax} % Stretchy Close Broken Bracket with Bar
\newcommand \ClsCircBrktBarS {\right\ClsCircBrktBar\relax} % Stretchy Close Circle Bracket with Bar
\newcommand \ClsTortoiseBarS {\right\ClsTortoiseBar\relax} % Stretchy Close Tortoise Shell with Bar
\newcommand \ClsAnglBarS {\right\ClsAnglBar\relax} % Stretchy Close Angle Bracket with Bar
\newcommand \ClsCurvAnglS {\right\ClsCurvAngl\relax} % Stretchy Close Curved Angle Bracket
\newcommand \ClsDblParnS {\right\ClsDblParn\relax} % Stretchy Close Double Parenthesis
\newcommand \ClsCeilS {\right\ClsCeil\relax} % Stretchy Close Ceiling
\newcommand \ClsFloorS {\right\ClsFloor\relax} % Stretchy Close Floor
\newcommand \ClsTurnS {\right\ClsTurn\relax} % Stretchy Close Turnstile
\newcommand \ClsCntxS {\right\ClsCntx\relax} % Stretchy Close Context Quote
\newcommand \ClsDblGrpS {\right\ClsDblGrp\relax} % Stretchy Close Double Group Brace
\newcommand \ClsDblBarS {\right\ClsDblBar\relax} % Stretchy Close Vertical Double Bar
\newcommand \ClsTrpBarS {\right\ClsTrpBar\relax} % Stretchy Close Vertical Triple Bar
\newcommand \MapParInMul {\lgx{EAA0}\relax} % Continuous, Partial, Into Multi-Map
\newcommand \MapParInSng {\lgx{EAA1}\relax} % Continuous, Partial, Into, Singleton Map
\newcommand \MapParInOne {\lgx{EAA2}\relax} % Continuous, Partial, Into, One-To-One Map
\newcommand \MapParOnMul {\lgx{EAA8}\relax} % Continuous, Partial, Onto Multi-Map
\newcommand \MapParOnSng {\lgx{EAA9}\relax} % Continuous, Partial, Onto, Singleton Map
\newcommand \MapParOnOne {\lgx{EAAA}\relax} % Continuous, Partial, Onto, One-To-One Map
\newcommand \MapParInGndMul {\lgx{EAB0}\relax} % Continuous, Partial, Into, Grounded Multi-Map
\newcommand \MapParInGndSng {\lgx{EAB1}\relax} % Continuous, Partial, Into, Grounded, Singleton Map
\newcommand \MapParInGndOne {\lgx{EAB2}\relax} % Continuous, Partial, Into, Grounded, One-To-One Map
\newcommand \MapParOnGndMul {\lgx{EAB8}\relax} % Continuous, Partial, Onto, Grounded Multi-Map
\newcommand \MapParOnGndSng {\lgx{EAB9}\relax} % Continuous, Partial, Onto, Grounded, Singleton Map
\newcommand \MapParOnGndOne {\lgx{EABA}\relax} % Continuous, Partial, Onto, Grounded, One-To-One Map
\newcommand \MapTotInMul {\lgx{EA80}\relax} % Continuous, Total, Into Multi-Map
\newcommand \MapTotInSng {\lgx{EA81}\relax} % Continuous, Total, Into, Singleton Map
\newcommand \MapTotInOne {\lgx{EA82}\relax} % Continuous, Total, Into, One-To-One Map
\newcommand \MapTotOnMul {\lgx{EA88}\relax} % Continuous, Total, Onto Multi-Map
\newcommand \MapTotOnSng {\lgx{EA89}\relax} % Continuous, Total, Onto, Singleton Map
\newcommand \MapTotOnOne {\lgx{EA8A}\relax} % Continuous, Total, Onto, One-To-One Map
\newcommand \MapTotInGndMul {\lgx{EA90}\relax} % Continuous, Total, Into, Grounded Multi-Map
\newcommand \MapTotInGndSng {\lgx{EA91}\relax} % Continuous, Total, Into, Grounded, Singleton Map
\newcommand \MapTotInGndOne {\lgx{EA92}\relax} % Continuous, Total, Into, Grounded, One-To-One Map
\newcommand \MapTotOnGndMul {\lgx{EA98}\relax} % Continuous, Total, Onto, Grounded Multi-Map
\newcommand \MapTotOnGndSng {\lgx{EA99}\relax} % Continuous, Total, Onto, Grounded, Singleton Map
\newcommand \MapTotOnGndOne {\lgx{EA9A}\relax} % Continuous, Total, Onto, Grounded, One-To-One Map
\newcommand \FunParInMul {\lgx{EAA4}\relax} % Continuous, Partial, Into Multi-Function
\newcommand \FunParInSng {\lgx{EAA5}\relax} % Continuous, Partial, Into, Singleton Function
\newcommand \FunParInOne {\lgx{EAA6}\relax} % Continuous, Partial, Into, One-To-One Function
\newcommand \FunParOnMul {\lgx{EAAC}\relax} % Continuous, Partial, Onto Multi-Function
\newcommand \FunParOnSng {\lgx{EAAD}\relax} % Continuous, Partial, Onto, Singleton Function
\newcommand \FunParOnOne {\lgx{EAAE}\relax} % Continuous, Partial, Onto, One-To-One Function
\newcommand \FunParInGndMul {\lgx{EAB4}\relax} % Continuous, Partial, Into, Grounded Multi-Function
\newcommand \FunParInGndSng {\lgx{EAB5}\relax} % Continuous, Partial, Into, Grounded, Singleton Function
\newcommand \FunParInGndOne {\lgx{EAB6}\relax} % Continuous, Partial, Into, Grounded, One-To-One Function
\newcommand \FunParOnGndMul {\lgx{EABC}\relax} % Continuous, Partial, Onto, Grounded Multi-Function
\newcommand \FunParOnGndSng {\lgx{EABD}\relax} % Continuous, Partial, Onto, Grounded, Singleton Function
\newcommand \FunParOnGndOne {\lgx{EABE}\relax} % Continuous, Partial, Onto, Grounded, One-To-One Function
\newcommand \FunTotInMul {\lgx{EA84}\relax} % Continuous, Total, Into Multi-Function
\newcommand \FunTotInSng {\lgx{EA85}\relax} % Continuous, Total, Into, Singleton Function
\newcommand \FunTotInOne {\lgx{EA86}\relax} % Continuous, Total, Into, One-To-One Function
\newcommand \FunTotOnMul {\lgx{EA8C}\relax} % Continuous, Total, Onto Multi-Function
\newcommand \FunTotOnSng {\lgx{EA8D}\relax} % Continuous, Total, Onto, Singleton Function
\newcommand \FunTotOnOne {\lgx{EA8E}\relax} % Continuous, Total, Onto, One-To-One Function
\newcommand \FunTotInGndMul {\lgx{EA94}\relax} % Continuous, Total, Into, Grounded Multi-Function
\newcommand \FunTotInGndSng {\lgx{EA95}\relax} % Continuous, Total, Into, Grounded, Singleton Function
\newcommand \FunTotInGndOne {\lgx{EA96}\relax} % Continuous, Total, Into, Grounded, One-To-One Function
\newcommand \FunTotOnGndMul {\lgx{EA9C}\relax} % Continuous, Total, Onto, Grounded Multi-Function
\newcommand \FunTotOnGndSng {\lgx{EA9D}\relax} % Continuous, Total, Onto, Grounded, Singleton Function
\newcommand \FunTotOnGndOne {\lgx{EA9E}\relax} % Continuous, Total, Onto, Grounded, One-To-One Function
\newcommand \SMapTo {\lgx{E9D6}\relax} % Short Maps To
\newcommand \MapTo {\lgx{E9D7}\relax} % Maps To
\newcommand \LMapTo {\lgx{E9D8}\relax} % Long Maps To
\newcommand \XMapTo {\lgx{E9D9}\relax} % Extra Long Maps To
\newcommand \SFunc {\lgx{E9DC}\relax} % Short Function
\newcommand \Func {\lgx{E9DD}\relax} % Function
\newcommand \LFunc {\lgx{E9DE}\relax} % Long Function
\newcommand \XFunc {\lgx{E9DF}\relax} % Extra Long Function
\newcommand \MapComp {\lgx{E23C}\relax} % Map Composition
\newcommand \FncComp {\lgx{E239}\relax} % Function Composition
\newcommand \FncCnvrs {\lgx{E2C3}\relax} % Function Converse
\newcommand \ClsImpl {\lgx{E79E}\relax} % Classical Implication
\newcommand \NotClsImpl {\lgx{E79F}\relax} % Not Classical Implication
\newcommand \ClsEquv {\lgx{E666}\relax} % Classical Equivalence
\newcommand \NotClsEquv {\lgx{E667}\relax} % Not Classical Equivalence
\newcommand \SWkMtImpl {\lgx{E810}\relax} % Short Weak Material Implication
\newcommand \NotSWkMtImpl {\lgx{E811}\relax} % Short Not Weak Material Implication
\newcommand \SWkMtEquv {\lgx{E812}\relax} % Short Weak Material Equivalence
\newcommand \NotSWkMtEquv {\lgx{E813}\relax} % Short Not Weak Material Equivalence
\newcommand \WkMtImpl {\lgx{E814}\relax} % Weak Material Implication
\newcommand \NotWkMtImpl {\lgx{E815}\relax} % Not Weak Material Implication
\newcommand \WkMtEquv {\lgx{E816}\relax} % Weak Material Equivalence
\newcommand \NotWkMtEquv {\lgx{E817}\relax} % Not Weak Material Equivalence
\newcommand \LWkMtImpl {\lgx{E818}\relax} % Long Weak Material Implication
\newcommand \NotLWkMtImpl {\lgx{E819}\relax} % Long Not Weak Material Implication
\newcommand \LWkMtEquv {\lgx{E81A}\relax} % Long Weak Material Equivalence
\newcommand \NotLWkMtEquv {\lgx{E81B}\relax} % Long Not Weak Material Equivalence
\newcommand \XWkMtImpl {\lgx{E81C}\relax} % Extra Long Weak Material Implication
\newcommand \NotXWkMtImpl {\lgx{E81D}\relax} % Extra Long Not Weak Material Implication
\newcommand \XWkMtEquv {\lgx{E81E}\relax} % Extra Long Weak Material Equivalence
\newcommand \NotXWkMtEquv {\lgx{E81F}\relax} % Extra Long Not Weak Material Equivalence
\newcommand \SMtImpl {\lgx{E820}\relax} % Short WMaterial Implication
\newcommand \NotSMtImpl {\lgx{E821}\relax} % Short NNot Material Implication
\newcommand \SMtEquv {\lgx{E822}\relax} % Short WMaterial Equivalence
\newcommand \NotSMtEquv {\lgx{E823}\relax} % Short NNot Material Equivalence
\newcommand \MtImpl {\lgx{E824}\relax} % Material Implication
\newcommand \NotMtImpl {\lgx{E825}\relax} % Not Material Implication
\newcommand \MtEquv {\lgx{E826}\relax} % Material Equivalence
\newcommand \NotMtEquv {\lgx{E827}\relax} % Not Material Equivalence
\newcommand \LMtImpl {\lgx{E828}\relax} % Long Material Implication
\newcommand \NotLMtImpl {\lgx{E829}\relax} % Long Not Material Implication
\newcommand \LMtEquv {\lgx{E82A}\relax} % Long Material Equivalence
\newcommand \NotLMtEquv {\lgx{E82B}\relax} % Long Not Material Equivalence
\newcommand \XMtImpl {\lgx{E82C}\relax} % Extra Long Material Implication
\newcommand \NotXMtImpl {\lgx{E82D}\relax} % Extra Long Not Material Implication
\newcommand \XMtEquv {\lgx{E82E}\relax} % Extra Long Material Equivalence
\newcommand \NotXMtEquv {\lgx{E82F}\relax} % Extra Long Not Material Equivalence
\newcommand \SInImpl {\lgx{E830}\relax} % Short WIntuitionistic Implication
\newcommand \NotSInImpl {\lgx{E831}\relax} % Short NNot Intuitionistic Implication
\newcommand \SInEquv {\lgx{E832}\relax} % Short WIntuitionistic Equivalence
\newcommand \NotSInEquv {\lgx{E833}\relax} % Short NNot Intuitionistic Equivalence
\newcommand \InImpl {\lgx{E834}\relax} % Intuitionistic Implication
\newcommand \NotInImpl {\lgx{E835}\relax} % Not Intuitionistic Implication
\newcommand \InEquv {\lgx{E836}\relax} % Intuitionistic Equivalence
\newcommand \NotInEquv {\lgx{E837}\relax} % Not Intuitionistic Equivalence
\newcommand \LInImpl {\lgx{E838}\relax} % Long Intuitionistic Implication
\newcommand \NotLInImpl {\lgx{E839}\relax} % Long Not Intuitionistic Implication
\newcommand \LInEquv {\lgx{E83A}\relax} % Long Intuitionistic Equivalence
\newcommand \NotLInEquv {\lgx{E83B}\relax} % Long Not Intuitionistic Equivalence
\newcommand \XInImpl {\lgx{E83C}\relax} % Extra Long Intuitionistic Implication
\newcommand \NotXInImpl {\lgx{E83D}\relax} % Extra Long Not Intuitionistic Implication
\newcommand \XInEquv {\lgx{E83E}\relax} % Extra Long Intuitionistic Equivalence
\newcommand \NotXInEquv {\lgx{E83F}\relax} % Extra Long Not Intuitionistic Equivalence
\newcommand \SWkImpl {\lgx{E840}\relax} % Short WWeak Implication
\newcommand \NotSWkImpl {\lgx{E841}\relax} % Short NNot Weak Implication
\newcommand \SWkEquv {\lgx{E842}\relax} % Short WWeak Implication Equivalence
\newcommand \NotSWkEquv {\lgx{E843}\relax} % Short NNot Weak Implication Equivalence
\newcommand \WkImpl {\lgx{E844}\relax} % Weak Implication
\newcommand \NotWkImpl {\lgx{E845}\relax} % Not Weak Implication
\newcommand \WkEquv {\lgx{E846}\relax} % Weak Implication Equivalence
\newcommand \NotWkEquv {\lgx{E847}\relax} % Not Weak Implication Equivalence
\newcommand \LWkImpl {\lgx{E848}\relax} % Long Weak Implication
\newcommand \NotLWkImpl {\lgx{E849}\relax} % Long Not Weak Implication
\newcommand \LWkEquv {\lgx{E84A}\relax} % Long Weak Implication Equivalence
\newcommand \NotLWkEquv {\lgx{E84B}\relax} % Long Not Weak Implication Equivalence
\newcommand \XWkImpl {\lgx{E84C}\relax} % Extra Long Weak Implication
\newcommand \NotXWkImpl {\lgx{E84D}\relax} % Extra Long Not Weak Implication
\newcommand \XWkEquv {\lgx{E84E}\relax} % Extra Long Weak Implication Equivalence
\newcommand \NotXWkEquv {\lgx{E84F}\relax} % Extra Long Not Weak Implication Equivalence
\newcommand \SImpl {\lgx{E850}\relax} % Short WImplication
\newcommand \NotSImpl {\lgx{E851}\relax} % Short NNot Implication
\newcommand \SEquv {\lgx{E852}\relax} % Short WImplication Equivalence
\newcommand \NotSEquv {\lgx{E853}\relax} % Short NNot Implication Equivalence
\newcommand \Impl {\lgx{E854}\relax} % Implication
\newcommand \NotImpl {\lgx{E855}\relax} % Not Implication
\newcommand \Equv {\lgx{E856}\relax} % Implication Equivalence
\newcommand \NotEquv {\lgx{E857}\relax} % Not Implication Equivalence
\newcommand \LImpl {\lgx{E858}\relax} % Long Implication
\newcommand \NotLImpl {\lgx{E859}\relax} % Long Not Implication
\newcommand \LEquv {\lgx{E85A}\relax} % Long Implication Equivalence
\newcommand \NotLEquv {\lgx{E85B}\relax} % Long Not Implication Equivalence
\newcommand \XImpl {\lgx{E85C}\relax} % Extra Long Implication
\newcommand \NotXImpl {\lgx{E85D}\relax} % Extra Long Not Implication
\newcommand \XEquv {\lgx{E85E}\relax} % Extra Long Implication Equivalence
\newcommand \NotXEquv {\lgx{E85F}\relax} % Extra Long Not Implication Equivalence
\newcommand \SWkEntail {\lgx{E860}\relax} % Short WWeak Entailment
\newcommand \NotSWkEntail {\lgx{E861}\relax} % Short NNot Weak Entailment
\newcommand \SWkEntailEquv {\lgx{E862}\relax} % Short WWeak Entailment Equivalence
\newcommand \NotSWkEntailEquv {\lgx{E863}\relax} % Short NNot Weak Entailment Equivalence
\newcommand \WkEntail {\lgx{E864}\relax} % Weak Entailment
\newcommand \NotWkEntail {\lgx{E865}\relax} % Not Weak Entailment
\newcommand \WkEntailEquv {\lgx{E866}\relax} % Weak Entailment Equivalence
\newcommand \NotWkEntailEquv {\lgx{E867}\relax} % Not Weak Entailment Equivalence
\newcommand \LWkEntail {\lgx{E868}\relax} % Long Weak Entailment
\newcommand \NotLWkEntail {\lgx{E869}\relax} % Long Not Weak Entailment
\newcommand \LWkEntailEquv {\lgx{E86A}\relax} % Long Weak Entailment Equivalence
\newcommand \NotLWkEntailEquv {\lgx{E86B}\relax} % Long Not Weak Entailment Equivalence
\newcommand \XWkEntail {\lgx{E86C}\relax} % Extra Long Weak Entailment
\newcommand \NotXWkEntail {\lgx{E86D}\relax} % Extra Long Not Weak Entailment
\newcommand \XWkEntailEquv {\lgx{E86E}\relax} % Extra Long Weak Entailment Equivalence
\newcommand \NotXWkEntailEquv {\lgx{E86F}\relax} % Extra Long Not Weak Entailment Equivalence
\newcommand \SEntail {\lgx{E870}\relax} % Short WEntailment
\newcommand \NotSEntail {\lgx{E871}\relax} % Short NNot Entailment
\newcommand \SEntailEquv {\lgx{E872}\relax} % Short WEntailment Equivalence
\newcommand \NotSEntailEquv {\lgx{E873}\relax} % Short NNot Entailment Equivalence
\newcommand \Entail {\lgx{E874}\relax} % Entailment
\newcommand \NotEntail {\lgx{E875}\relax} % Not Entailment
\newcommand \EntailEquv {\lgx{E876}\relax} % Entailment Equivalence
\newcommand \NotEntailEquv {\lgx{E877}\relax} % Not Entailment Equivalence
\newcommand \LEntail {\lgx{E878}\relax} % Long Entailment
\newcommand \NotLEntail {\lgx{E879}\relax} % Long Not Entailment
\newcommand \LEntailEquv {\lgx{E87A}\relax} % Long Entailment Equivalence
\newcommand \NotLEntailEquv {\lgx{E87B}\relax} % Long Not Entailment Equivalence
\newcommand \XEntail {\lgx{E87C}\relax} % Extra Long Entailment
\newcommand \NotXEntail {\lgx{E87D}\relax} % Extra Long Not Entailment
\newcommand \XEntailEquv {\lgx{E87E}\relax} % Extra Long Entailment Equivalence
\newcommand \NotXEntailEquv {\lgx{E87F}\relax} % Extra Long Not Entailment Equivalence
\newcommand \Seq {\lgx{E94C}\relax} % Sequent
\newcommand \NotSeq {\lgx{E96C}\relax} % Sequent Denied
\newcommand \Rule {\lgx{E940}\relax} % Assertion (Rule)
\newcommand \NotRule {\lgx{E960}\relax} % Assertion (Rule) Denied
\newcommand \Model {\lgx{E942}\relax} % Model
\newcommand \NotModel {\lgx{E962}\relax} % Model Denied
\newcommand \Turn {\lgx{E944}\relax} % Turnstile
\newcommand \NotTurn {\lgx{E964}\relax} % Turnstile Denied
\newcommand \Conseq {\lgx{E946}\relax} % Consequence Relation
\newcommand \NotConseq {\lgx{E966}\relax} % Consequence Relation Denied
\newcommand \Defn {\lgx{E60A}\relax} % Defines
\newcommand \Qed {\lgx{E08F}\relax} % Q.E.D.
\newcommand \Nd {\lgx{E6A0}\relax} % Bitwise AND operator / Logical Conjunction
\newcommand \Or {\lgx{E6A1}\relax} % Bitwise OR operator / Logical Disjunction
\newcommand \Nt {\lgx{E0C0}\relax} % Bitwise NOT operator / Logical Negation
\newcommand \Ngt {\lgx{E64C}\relax} % Classical Logical Negation
\newcommand \Nand {\lgx{E6A2}\relax} % Bitwise NAND operator
\newcommand \Nor {\lgx{E6A3}\relax} % Bitwise NOR operator
\newcommand \Xor {\lgx{E6A5}\relax} % Bitwise XOR operator
\newcommand \LcgCohrnc {\lgx{E068}\relax} % Logical Coherence
\newcommand \BncCohrnc {\lgx{E078}\relax} % Bunch Coherence
\newcommand \TFNone {\lgx{E010}\relax} % Neither true nor false
\newcommand \NTrue {\lgx{E011}\relax} % Not true
\newcommand \True {\lgx{E012}\relax} % True
\newcommand \TFBoth {\lgx{E013}\relax} % Both true and false
\newcommand \False {\lgx{E014}\relax} % False
\newcommand \NFalse {\lgx{E015}\relax} % Nat false
\newcommand \Bot {\lgx{E016}\relax} % Lattice / type bottom
\newcommand \Top {\lgx{E017}\relax} % Lattice / type top
\newcommand \QuantCon {\lgx{E891}\relax} % Quantified Conjunction
\newcommand \QuantDis {\lgx{E890}\relax} % Quantified Disjuntion
\newcommand \ForAll {\lgx{E8C0}\relax} % Universal Individual Quantifier
\newcommand \Exists {\lgx{E8C1}\relax} % Existential Individual Quantifier
\newcommand \Unique {\lgx{E8C2}\relax} % Unique Existential Individual Quantifier
\newcommand \BnchForAll {\lgx{E8D0}\relax} % Universal Bunch Quantifier
\newcommand \BnchExists {\lgx{E8D1}\relax} % Existential Bunch Quantifier
\newcommand \BnchUnique {\lgx{E8D2}\relax} % Unique Existential Bunch Quantifier
\newcommand \BndMap {\lgx{E030}\relax} % Map Abstraction
\newcommand \Dt {\lgx{E098}\relax} % Dot
\newcommand \Coma {\lgx{E099}\relax} % Comma
\newcommand \Semicln {\lgx{E09A}\relax} % Semicolon
\newcommand \Cln {\lgx{E091}\relax} % Colon
\newcommand \Thus {\lgx{E092}\relax} % Thus
\newcommand \Since {\lgx{E093}\relax} % Since
\newcommand \VDots {\lgx{E094}\relax} % Vertical dots
\newcommand \CDots {\lgx{E096}\relax} % Centered Horizontal Dots (ellipsis)
\newcommand \LDots {\lgx{E09C}\relax} % Baseline Horizontal Dots (ellipsis)
\newcommand \BndDot {\lgx{E090}\relax} % Binding Dot
\newcommand \BndBar {\lgm{E380}\relax} % Binding Bar
\newcommand \BndBarS {\middle\BndBar\relax} % Stretchy Binding Bar
\newcommand \LngVrtBar {\lgx{E0EC}\relax} % Long Vertical Bar
\newcommand \Queston {\lgx{E02C}\relax} % Question mark
\newcommand \Exclaim {\lgx{E02D}\relax} % Exclamation point
\newcommand \Percnt {\lgx{E03C}\relax} % Percent sign
\newcommand \Ampersand {\lgx{E03D}\relax} % Ampersand
\newcommand \Dollar {\lgx{E05F}\relax} % Dollar sign
\newcommand \At {\lgx{E03E}\relax} % At sign
\newcommand \Circumflex {\lgx{E03F}\relax} % ASCII Circumflex
\newcommand \Numbr {\lgx{E04F}\relax} % Number sign
\newcommand \Underscore {\lgx{E0AF}\relax} % Underscore
\newcommand \Tild {\lgx{007E}\relax} % Tilde E64C
\newcommand \SingleQuote {\lgx{E08B}\relax} % Single quote
\newcommand \DoubleQuote {\lgx{E09B}\relax} % Double quote
\newcommand \TripleQuote {\lgx{E0AB}\relax} % Triple quote
\newcommand \BackQuote {\lgx{E09F}\relax} % Back quote (grave)
\newcommand \LeftSlash {\lgx{E103}\relax} % Left (back) slash
\newcommand \RightSlash {\lgx{E102}\relax} % Right (forward) slash
\newcommand \ShftSuper {\lgx{EAC3}\relax} % Shift for superscripts
\newcommand \ShftSubscr {\lgx{EAC4}\relax} % Shift for subscripts
\newcommand \ShftAccent {\lgx{EAC5}\relax} % Shift for accents
\newcommand \RplcAllBndRight {\lgx{E9D4}\relax} % Replace All Bound Variables (right)
\newcommand \RplcAllBndLeft {\lgx{E9D5}\relax} % Replace All Bound Variables (left)
\newcommand \RplcAllRight {\lgx{E9DA}\relax} % Replace All (right)
\newcommand \RplcAllLeft {\lgx{E9DB}\relax} % Replace All (left)
\newcommand \RplcFreeRight {\lgx{E9F0}\relax} % Replace Any Free Variables (right)
\newcommand \RplcFreeLeft {\lgx{E9F1}\relax} % Replace Any Free Variables (left)
\newcommand \RplcEquvRight {\lgx{E9F8}\relax} % Replace Equivalent Expressions (right)
\newcommand \RplcEquvLeft {\lgx{E9F9}\relax} % Replace Equivalent Expressions (left)
\newcommand \LstFix {\lgx{E031}\relax} % Least Fixed Point
\newcommand \GrtFix {\lgx{E032}\relax} % Greatest Fixed Point
\newcommand \Choice {\lgx{E033}\relax} % Choice
\newcommand \ExLstFix {\lgx{E034}\relax} % Extended Least Fixed Point
\newcommand \ExGrtFix {\lgx{E035}\relax} % Extended Greatest Fixed Point
\newcommand \FrstOrd {\lgx{E039}\relax} % First Ordinal (omega)
\newcommand \Infin {\lgx{E03A}\relax} % Infinity
\newcommand \LogNec {\lgx{E230}\relax} % Logical Necessity (temporal always or henceforth)
\newcommand \LogPos {\lgx{E232}\relax} % Logical Possibility (temporal sometime or eventually)
\newcommand \LogNext {\lgx{E233}\relax} % Logical Next (temporal next or nexttime)
\newcommand \LogFutr {\lgx{E234}\relax} % Logical Future (temporal in the future)
\newcommand \LogPast {\lgx{E235}\relax} % Logical Past (temporal in the past)
\newcommand \LogCont {\lgx{E236}\relax} % Logical Contingency
\newcommand \LogNonCont {\lgx{E237}\relax} % Logical Non-contingency
\newcommand \Nec {\lgx{E270}\relax} % Necessity (temporal always or henceforth)
\newcommand \Pos {\lgx{E272}\relax} % Possibility (temporal sometime or eventually)
\newcommand \Next {\lgx{E273}\relax} % Next (temporal next or nexttime)
\newcommand \Futr {\lgx{E274}\relax} % Future (temporal in the future)
\newcommand \Past {\lgx{E275}\relax} % Past (temporal in the past)
\newcommand \Cont {\lgx{E276}\relax} % Contingency
\newcommand \NonCont {\lgx{E277}\relax} % Non-contingency
\newcommand \FacNec {\lgx{E220}\relax} % Factual Necessity (temporal always or henceforth)
\newcommand \FacPos {\lgx{E222}\relax} % Factual Possibility (temporal sometime or eventually)
\newcommand \FacNext {\lgx{E223}\relax} % Factual Next (temporal next or nexttime)
\newcommand \FacFutr {\lgx{E224}\relax} % Factual Future (temporal in the future)
\newcommand \FacPast {\lgx{E225}\relax} % Factual Past (temporal in the past)
\newcommand \FacCont {\lgx{E226}\relax} % Factual Contingency
\newcommand \FacNonCont {\lgx{E227}\relax} % Factual Non-contingency
\newcommand \Of {\lgx{E600}\relax} % Bunch Inclusion
\newcommand \In {\lgx{E602}\relax} % Set Membership
\newcommand \NotIn {\lgx{E603}\relax} % Set Membership Negated
\newcommand \EmptyBunch {\lgx{E054}\relax} % Empty Bunch
\newcommand \NullSet {\lgx{E053}\relax} % Null Set
\newcommand \BnchMeet {\lgx{E710}\relax} % Bunch Meet
\newcommand \BnchJoin {\lgx{E711}\relax} % Bunch Join
\newcommand \StrctSbnch {\lgx{E718}\relax} % Strict Subbunch
\newcommand \NotStrctSbnch {\lgx{E719}\relax} % Strict Subbunch Negated
\newcommand \Sbnch {\lgx{E71A}\relax} % Subbunch
\newcommand \NotSbnch {\lgx{E71B}\relax} % Subbunch Negated
\newcommand \StrctWkSbnch {\lgx{E738}\relax} % Strict Weak Subbunch
\newcommand \NotStrctWkSbnch {\lgx{E739}\relax} % Strict Weak Subbunch Negated
\newcommand \WkSbnch {\lgx{E73A}\relax} % Weak Subbunch
\newcommand \NotWkSbnch {\lgx{E73B}\relax} % Weak Subbunch Negated
\newcommand \MapMeet {\lgx{E760}\relax} % Map Meet
\newcommand \MapJoin {\lgx{E761}\relax} % Map Join
\newcommand \StrctSbmap {\lgx{E768}\relax} % Strict Submap
\newcommand \NotStrctSbmap {\lgx{E769}\relax} % Strict Submap Negated
\newcommand \Sbmap {\lgx{E76A}\relax} % Submap
\newcommand \NotSbmap {\lgx{E76B}\relax} % Submap Negated
\newcommand \SetMeet {\lgx{E790}\relax} % Set Intersection
\newcommand \SetJoin {\lgx{E791}\relax} % Set Union
\newcommand \Normal {\lgx{E2E5}\relax} % Normal Subgroup
\newcommand \SetSymDiff {\lgx{E2E7}\relax} % Set Symmetric Difference
\newcommand \StrctSbset {\lgx{E798}\relax} % Strict Subset
\newcommand \NotStrctSbset {\lgx{E799}\relax} % Strict Subset Negated
\newcommand \Sbset {\lgx{E79A}\relax} % Subset
\newcommand \NotSbset {\lgx{E79B}\relax} % Subset Negated
\newcommand \QuantBnchMeet {\lgx{E895}\relax} % Bunch Meet Quantifier
\newcommand \QuantBnchJoin {\lgx{E894}\relax} % Bunch Join Quantifier
\newcommand \QuantSetMeet {\lgx{E893}\relax} % Set Intersection Quantifier
\newcommand \QuantSetJoin {\lgx{E892}\relax} % Set Union Quantifier
\newcommand \Ls {\lgx{E6A8}\relax} % Less Than
\newcommand \Lse {\lgx{E6AA}\relax} % Less Than or Equal
\newcommand \Eq {\lgx{E656}\relax} % Equal
\newcommand \Sm {\lgx{E658}\relax} % Similar
\newcommand \Gr {\lgx{E6AE}\relax} % Greater Than
\newcommand \Gre {\lgx{E6AC}\relax} % Greater Than or Equal
\newcommand \NotLs {\lgx{E6A9}\relax} % Not Less Than
\newcommand \NotLse {\lgx{E6AB}\relax} % Not Less Than or Equal
\newcommand \NotEq {\lgx{E657}\relax} % Not Equal
\newcommand \NotSm {\lgx{E659}\relax} % Not Similar
\newcommand \NotGr {\lgx{E6AF}\relax} % Not Greater Than
\newcommand \NotGre {\lgx{E6AD}\relax} % Not Greater Than or Equal
\newcommand \Pre {\lgx{E6C8}\relax} % Precedes
\newcommand \Preq {\lgx{E6CA}\relax} % Precedes or Equal
\newcommand \Suc {\lgx{E6CE}\relax} % Succeeds
\newcommand \Sucq {\lgx{E6CC}\relax} % Succeeds or Equal
\newcommand \NotPre {\lgx{E6C9}\relax} % Not Precedes
\newcommand \NotPreq {\lgx{E6CB}\relax} % Not Precedes or Equal
\newcommand \NotSuc {\lgx{E6CF}\relax} % Not Succeeds
\newcommand \NotSucq {\lgx{E6CD}\relax} % Not Succeeds or Equal
\newcommand \Minus {\lgx{E0C7}\relax} % Minus
\newcommand \Pls {\lgx{E0C6}\relax} % Plus
\newcommand \PlusMinus {\lgx{E0CE}\relax} % Plus / Minus
\newcommand \MinusPlus {\lgx{E0CF}\relax} % Minus / Plus
\newcommand \Asterick {\lgx{E0C4}\relax} % Asterick
\newcommand \Divide {\lgx{E103}\relax} % Divide
\newcommand \Times {\lgx{E0C5}\relax} % Times
\newcommand \Append {\lgx{E0CB}\relax} % Append
\newcommand \Concat {\lgx{E0CD}\relax} % Concatenation
\newcommand \CircPlus {\lgx{E12B}\relax} % Large Circled Plus
\newcommand \CircTimes {\lgx{E12C}\relax} % Large Circled Times
\newcommand \CircStar {\lgx{E11D}\relax} % Circled Star
\newcommand \Dagger {\lgx{E05B}\relax} % Single dagger
\newcommand \Ddagger {\lgx{E05C}\relax} % Double horizontal dagger
\newcommand \Daggerr {\lgx{E05D}\relax} % Double vertical dagger
\newcommand \Ddaggerr {\lgx{E05E}\relax} % Double horizontal and vertical dagger
% - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
% Define custom \not mappings.
\NewNegationCommand {\ClsImpl} {\NotClsImpl}
\NewNegationCommand {\SWkMtImpl} {\NotSWkMtImpl}
\NewNegationCommand {\SMtImpl} {\NotSMtImpl}
\NewNegationCommand {\SInImpl} {\NotSInImpl}
\NewNegationCommand {\SWkImpl} {\NotSWkImpl}
\NewNegationCommand {\SImpl} {\NotSImpl}
\NewNegationCommand {\SWkEntail} {\NotSWkEntail}
\NewNegationCommand {\SEntail} {\NotSEntail}
\NewNegationCommand {\WkMtImpl} {\NotWkMtImpl}
\NewNegationCommand {\MtImpl} {\NotMtImpl}
\NewNegationCommand {\InImpl} {\NotInImpl}
\NewNegationCommand {\WkImpl} {\NotWkImpl}
\NewNegationCommand {\Impl} {\NotImpl}
\NewNegationCommand {\WkEntail} {\NotWkEntail}
\NewNegationCommand {\Entail} {\NotEntail}
\NewNegationCommand {\LWkMtImpl} {\NotLWkMtImpl}
\NewNegationCommand {\LMtImpl} {\NotLMtImpl}
\NewNegationCommand {\LInImpl} {\NotLInImpl}
\NewNegationCommand {\LWkImpl} {\NotLWkImpl}
\NewNegationCommand {\LImpl} {\NotLImpl}
\NewNegationCommand {\LWkEntail} {\NotLWkEntail}
\NewNegationCommand {\LEntail} {\NotLEntail}
\NewNegationCommand {\XWkMtImpl} {\NotXWkMtImpl}
\NewNegationCommand {\XMtImpl} {\NotXMtImpl}
\NewNegationCommand {\XInImpl} {\NotXInImpl}
\NewNegationCommand {\XWkImpl} {\NotXWkImpl}
\NewNegationCommand {\XImpl} {\NotXImpl}
\NewNegationCommand {\XWkEntail} {\NotXWkEntail}
\NewNegationCommand {\XEntail} {\NotXEntail}
\NewNegationCommand {\CksEquv} {\NotClsEquv}
\NewNegationCommand {\SWkMtEquv} {\NotSWkMtEquv}
\NewNegationCommand {\SMtEquv} {\NotSMtEquv}
\NewNegationCommand {\SInEquv} {\NotSInEquv}
\NewNegationCommand {\SWkEquv} {\NotSWkEquv}
\NewNegationCommand {\SEquv} {\NotSEquv}
\NewNegationCommand {\SWkEntailEquv} {\NotSWkEntailEquv}
\NewNegationCommand {\SEntailEquv} {\NotSEntailEquv}
\NewNegationCommand {\WkMtEquv} {\NotWkMtEquv}
\NewNegationCommand {\MtEquv} {\NotMtEquv}
\NewNegationCommand {\InEquv} {\NotInEquv}
\NewNegationCommand {\WkEquv} {\NotWkEquv}
\NewNegationCommand {\Equv} {\NotEquv}
\NewNegationCommand {\WkEntailEquv} {\NotWkEntailEquv}
\NewNegationCommand {\EntailEquv} {\NotEntailEquv}
\NewNegationCommand {\LWkMtEquv} {\NotLWkMtEquv}
\NewNegationCommand {\LMtEquv} {\NotLMtEquv}
\NewNegationCommand {\LInEquv} {\NotLInEquv}
\NewNegationCommand {\LWkEquv} {\NotLWkEquv}
\NewNegationCommand {\LEquv} {\NotLEquv}
\NewNegationCommand {\LWkEntailEquv} {\NotLWkEntailEquv}
\NewNegationCommand {\LEntailEquv} {\NotLEntailEquv}
\NewNegationCommand {\XWkMtEquv} {\NotXWkMtEquv}
\NewNegationCommand {\XMtEquv} {\NotXMtEquv}
\NewNegationCommand {\XInEquv} {\NotXInEquv}
\NewNegationCommand {\XWkEquv} {\NotXWkEquv}
\NewNegationCommand {\XEquv} {\NotXEquv}
\NewNegationCommand {\XWkEntailEquv} {\NotXWkEntailEquv}
\NewNegationCommand {\XEntailEquv} {\NotXEntailEquv}
\NewNegationCommand {\Seq} {\NotSeq}
\NewNegationCommand {\Rule} {\NotRule}
\NewNegationCommand {\Model} {\NotModel}
\NewNegationCommand {\Turn} {\NotTurn}
\NewNegationCommand {\Conseq} {\NotConseq}
\NewNegationCommand {\In} {\NotIn}
\NewNegationCommand {\StrctSbnch} {\NotStrctSbnch}
\NewNegationCommand {\Sbnch} {\NotSbnch}
\NewNegationCommand {\StrctWkSbnch} {\NotStrctWkSbnch}
\NewNegationCommand {\WkSbnch} {\NotWkSbnch}
\NewNegationCommand {\StrctSbmap} {\NotStrctSbmap}
\NewNegationCommand {\Sbmap} {\NotSbmap}
\NewNegationCommand {\StrctSbset} {\NotStrctSbset}
\NewNegationCommand {\Sbset} {\NotSbset}
\NewNegationCommand {\Ls} {\NotLs}
\NewNegationCommand {\Lse} {\NotLse}
\NewNegationCommand {\Eq} {\NotEq}
\NewNegationCommand {\Sm} {\NotSm}
\NewNegationCommand {\Gr} {\NotGr}
\NewNegationCommand {\Gre} {\NotGre}
\NewNegationCommand {\Pre} {\NotPre}
\NewNegationCommand {\Preq} {\NotPreq}
\NewNegationCommand {\Suc} {\NotSuc}
\NewNegationCommand {\Sucq} {\NotSucq}
% - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
% Define oversized delimiters and their stretchy parts.
\newcommand \defineDelimiter[2] {%
\expandafter\def\csname #1A\endcsname{\ensuremath{\Umathchar "0 \symLogix \numexpr "#2 + "00}}% Size variant 1
\expandafter\def\csname #1B\endcsname{\ensuremath{\Umathchar "0 \symLogix \numexpr "#2 + "01}}% Size variant 2
\expandafter\def\csname #1C\endcsname{\ensuremath{\Umathchar "0 \symLogix \numexpr "#2 + "02}}% Size variant 3
\expandafter\def\csname #1D\endcsname{\ensuremath{\Umathchar "0 \symLogix \numexpr "#2 + "03}}% Size variant 4
\expandafter\def\csname #1E\endcsname{\ensuremath{\Umathchar "0 \symLogix \numexpr "#2 + "04}}% Size variant 5
\expandafter\def\csname #1F\endcsname{\ensuremath{\Umathchar "0 \symLogix \numexpr "#2 + "05}}% Size variant 6
\expandafter\def\csname #1G\endcsname{\ensuremath{\Umathchar "0 \symLogix \numexpr "#2 + "06}}% Size variant 7
\expandafter\def\csname #1H\endcsname{\ensuremath{\Umathchar "0 \symLogix \numexpr "#2 + "07}}% Size variant 8
\expandafter\def\csname #1I\endcsname{\ensuremath{\Umathchar "0 \symLogix \numexpr "#2 + "08}}% Size variant 9
\expandafter\def\csname #1J\endcsname{\ensuremath{\Umathchar "0 \symLogix \numexpr "#2 + "09}}% Size variant 10
\expandafter\def\csname #1K\endcsname{\ensuremath{\Umathchar "0 \symLogix \numexpr "#2 + "0A}}% Size variant 11
\expandafter\def\csname #1L\endcsname{\ensuremath{\Umathchar "0 \symLogix \numexpr "#2 + "0B}}}% Size variant 12
\newcommand \defineDelimiterX[2] {%
\expandafter\def\csname #1M\endcsname{\ensuremath{\Umathchar "0 \symLogix \numexpr "#2 + "0C}}% Size variant 13
\expandafter\def\csname #1N\endcsname{\ensuremath{\Umathchar "0 \symLogix \numexpr "#2 + "0D}}% Size variant 14
\expandafter\def\csname #1O\endcsname{\ensuremath{\Umathchar "0 \symLogix \numexpr "#2 + "0E}}% Size variant 15
\expandafter\def\csname #1P\endcsname{\ensuremath{\Umathchar "0 \symLogix \numexpr "#2 + "0F}}}% Size variant 16
\defineDelimiter{OpnGrp} {EBE0}
\defineDelimiter{ClsGrp} {EBF0}
\defineDelimiter{OpnParn} {EC00}
\defineDelimiter{ClsParn} {EC10}
\defineDelimiter{OpnBrac} {EC20}
\defineDelimiter{ClsBrac} {EC30}
\defineDelimiter{OpnBrknBrac} {EC40}
\defineDelimiter{ClsBrknBrac} {EC50}
\defineDelimiter{OpnCircBrac} {EC60}
\defineDelimiter{ClsCircBrac} {EC70}
\defineDelimiter{OpnArrwBrac} {EC80}
\defineDelimiter{ClsArrwBrac} {EC90}
\defineDelimiter{OpnBrkt} {ECA0}
\defineDelimiter{ClsBrkt} {ECB0}
\defineDelimiter{OpnCrlyBrkt} {ECC0}
\defineDelimiter{ClsCrlyBrkt} {ECD0}
\defineDelimiter{OpnBrknBrkt} {ECE0}
\defineDelimiter{ClsBrknBrkt} {ECF0}
\defineDelimiter{OpnCircBrkt} {ED00}
\defineDelimiter{ClsCircBrkt} {ED10}
\defineDelimiter{OpnTortoise} {ED20}
\defineDelimiter{ClsTortoise} {ED30}
\defineDelimiter{OpnAngl} {ED40}
\defineDelimiterX{OpnAngl} {ED40}
\defineDelimiter{ClsAngl} {ED50}
\defineDelimiterX{ClsAngl} {ED50}
\defineDelimiter{OpnCurvAngl} {ED60}
\defineDelimiterX{OpnCurvAngl} {ED60}
\defineDelimiter{ClsCurvAngl} {ED70}
\defineDelimiterX{ClsCurvAngl} {ED70}
\defineDelimiter{OpnDblBrac} {ED80}
\defineDelimiter{ClsDblBrac} {ED90}
\defineDelimiter{OpnDblAngl} {EDA0}
\defineDelimiterX{OpnDblAngl} {EDA0}
\defineDelimiter{ClsDblAngl} {EDB0}
\defineDelimiterX{ClsDblAngl} {EDB0}
\defineDelimiter{OpnSqrParn} {EDC0}
\defineDelimiter{ClsSqrParn} {EDD0}
\defineDelimiter{OpnParnBar} {EDE0}
\defineDelimiter{ClsParnBar} {EDF0}
\defineDelimiter{OpnBracBar} {EE00}
\defineDelimiter{ClsBracBar} {EE10}
\defineDelimiter{OpnBrknBracBar} {EE20}
\defineDelimiter{ClsBrknBracBar} {EE30}
\defineDelimiter{OpnCircBracBar} {EE40}
\defineDelimiter{ClsCircBracBar} {EE50}
\defineDelimiter{OpnBrktBar} {EE60}
\defineDelimiter{ClsBrktBar} {EE70}
\defineDelimiter{OpnCrlyBrktBar} {EE80}
\defineDelimiter{ClsCrlyBrktBar} {EE90}
\defineDelimiter{OpnBrknBrktBar} {EEA0}
\defineDelimiter{ClsBrknBrktBar} {EEB0}
\defineDelimiter{OpnCircBrktBar} {EEC0}
\defineDelimiter{ClsCircBrktBar} {EED0}
\defineDelimiter{OpnCeil} {EEE0}
\defineDelimiter{ClsCeil} {EEF0}
\defineDelimiter{OpnFloor} {EF00}
\defineDelimiter{ClsFloor} {EF10}
\defineDelimiter{OpnTurn} {EF20}
\defineDelimiter{ClsTurn} {EF30}
\defineDelimiter{OpnBar} {EF40}
\defineDelimiter{ClsBar} {EF50}
\defineDelimiter{BndBar} {EF60}
\defineDelimiter{OpnTortoiseBar} {EF70}
\defineDelimiter{ClsTortoiseBar} {EF80}
\defineDelimiter{OpnAnglBar} {EF90}
\defineDelimiterX{OpnAnglBar} {EF90}
\defineDelimiter{ClsAnglBar} {EFA0}
\defineDelimiterX{ClsAnglBar} {EFA0}
\defineDelimiter{OpnDblParn} {F000}
\defineDelimiter{ClsDblParn} {F010}
\defineDelimiter{OpnDblGrp} {F020}
\defineDelimiter{ClsDblGrp} {F080}
\defineDelimiter{OpnDblBar} {F090}
\defineDelimiter{ClsDblBar} {F0A0}
\defineDelimiter{OpnTrpBar} {F100}
\defineDelimiter{ClsTrpBar} {F110}
\newcommand \OpnGrpBtm {\lgx{EBEC}} % OpnGrp bottom
\newcommand \OpnGrpExt {\lgx{EBED}} % OpnGrp extender
\newcommand \OpnGrpTop {\lgx{EBEE}} % OpnGrp top
\newcommand \ClsGrpBtm {\lgx{EBFC}} % ClsGrp bottom
\newcommand \ClsGrpExt {\lgx{EBFD}} % ClsGrp extender
\newcommand \ClsGrpTop {\lgx{EBFE}} % ClsGrp top
\newcommand \OpnParnBtm {\lgx{EC0C}} % OpnParn bottom
\newcommand \OpnParnExt {\lgx{EC0D}} % OpnParn extender
\newcommand \OpnParnTop {\lgx{EC0E}} % OpnParn top
\newcommand \ClsParnBtm {\lgx{EC1C}} % ClsParn bottom
\newcommand \ClsParnExt {\lgx{EC1D}} % ClsParn extender
\newcommand \ClsParnTop {\lgx{EC1E}} % ClsParn top
\newcommand \OpnBracBtm {\lgx{EC2C}} % OpnBrac bottom
\newcommand \OpnBracExt {\lgx{EC2D}} % OpnBrac extender
\newcommand \OpnBracMid {\lgx{EC2E}} % OpnBrac middle
\newcommand \OpnBracTop {\lgx{EC2F}} % OpnBrac top
\newcommand \ClsBracBtm {\lgx{EC3C}} % ClsBrac bottom
\newcommand \ClsBracExt {\lgx{EC3D}} % ClsBrac extender
\newcommand \ClsBracMid {\lgx{EC3E}} % ClsBrac middle
\newcommand \ClsBracTop {\lgx{EC3F}} % ClsBrac top
\newcommand \OpnBrknBracBtm {\lgx{EC4C}} % OpnBrknBrac bottom
\newcommand \OpnBrknBracExt {\lgx{EC4D}} % OpnBrknBrac extender
\newcommand \OpnBrknBracMid {\lgx{EC4E}} % OpnBrknBrac middle
\newcommand \OpnBrknBracTop {\lgx{EC4F}} % OpnBrknBrac top
\newcommand \ClsBrknBracBtm {\lgx{EC5C}} % ClsBrknBrac bottom
\newcommand \ClsBrknBracExt {\lgx{EC5D}} % ClsBrknBrac extender
\newcommand \ClsBrknBracMid {\lgx{EC5E}} % ClsBrknBrac middle
\newcommand \ClsBrknBracTop {\lgx{EC5F}} % ClsBrknBrac top
\newcommand \OpnCircBracBtm {\lgx{EC6C}} % OpnCircBrac bottom
\newcommand \OpnCircBracExt {\lgx{EC6D}} % OpnCircBrac extender
\newcommand \OpnCircBracMid {\lgx{EC6E}} % OpnCircBrac middle
\newcommand \OpnCircBracTop {\lgx{EC6F}} % OpnCircBrac top
\newcommand \ClsCircBracBtm {\lgx{EC7C}} % ClsCircBrac bottom
\newcommand \ClsCircBracExt {\lgx{EC7D}} % ClsCircBrac extender
\newcommand \ClsCircBracMid {\lgx{EC7E}} % ClsCircBrac middle
\newcommand \ClsCircBracTop {\lgx{EC7F}} % ClsCircBrac top
\newcommand \OpnArrwBracBtm {\lgx{EC8C}} % OpnArrwBrac bottom
\newcommand \OpnArrwBracExt {\lgx{EC8D}} % OpnArrwBrac extender
\newcommand \OpnArrwBracMid {\lgx{EC8E}} % OpnArrwBrac middle
\newcommand \OpnArrwBracTop {\lgx{EC8F}} % OpnArrwBrac top
\newcommand \ClsArrwBracBtm {\lgx{EC9C}} % ClsArrwBrac bottom
\newcommand \ClsArrwBracExt {\lgx{EC9D}} % ClsArrwBrac extender
\newcommand \ClsArrwBracMid {\lgx{EC9E}} % ClsArrwBrac middle
\newcommand \ClsArrwBracTop {\lgx{EC9F}} % ClsArrwBrac top
\newcommand \OpnBrktBtm {\lgx{ECAC}} % OpnBrkt bottom
\newcommand \OpnBrktExt {\lgx{ECAD}} % OpnBrkt extender
\newcommand \OpnBrktTop {\lgx{ECAE}} % OpnBrkt top
\newcommand \ClsBrktBtm {\lgx{ECBC}} % ClsBrkt bottom
\newcommand \ClsBrktExt {\lgx{ECBD}} % ClsBrkt extender
\newcommand \ClsBrktTop {\lgx{ECBE}} % ClsBrkt top
\newcommand \OpnCrlyBrktBtm {\lgx{ECCC}} % OpnCrlyBrkt bottom
\newcommand \OpnCrlyBrktExt {\lgx{ECCD}} % OpnCrlyBrkt extender
\newcommand \OpnCrlyBrktMid {\lgx{ECCE}} % OpnCrlyBrkt middle
\newcommand \OpnCrlyBrktTop {\lgx{ECCF}} % OpnCrlyBrkt top
\newcommand \ClsCrlyBrktBtm {\lgx{ECDC}} % ClsCrlyBrkt bottom
\newcommand \ClsCrlyBrktExt {\lgx{ECDD}} % ClsCrlyBrkt extender
\newcommand \ClsCrlyBrktMid {\lgx{ECDE}} % ClsCrlyBrkt middle
\newcommand \ClsCrlyBrktTop {\lgx{ECDF}} % ClsCrlyBrkt top
\newcommand \OpnBrknBrktBtm {\lgx{ECEC}} % OpnBrknBrkt bottom
\newcommand \OpnBrknBrktExt {\lgx{ECED}} % OpnBrknBrkt extender
\newcommand \OpnBrknBrktMid {\lgx{ECEE}} % OpnBrknBrkt middle
\newcommand \OpnBrknBrktTop {\lgx{ECEF}} % OpnBrknBrkt top
\newcommand \ClsBrknBrktBtm {\lgx{ECFC}} % ClsBrknBrkt bottom
\newcommand \ClsBrknBrktExt {\lgx{ECFD}} % ClsBrknBrkt extender
\newcommand \ClsBrknBrktMid {\lgx{ECFE}} % ClsBrknBrkt middle
\newcommand \ClsBrknBrktTop {\lgx{ECFF}} % ClsBrknBrkt top
\newcommand \OpnCircBrktBtm {\lgx{ED0C}} % OpnCircBrkt bottom
\newcommand \OpnCircBrktExt {\lgx{ED0D}} % OpnCircBrkt extender
\newcommand \OpnCircBrktMid {\lgx{ED0E}} % OpnCircBrkt middle
\newcommand \OpnCircBrktTop {\lgx{ED0F}} % OpnCircBrkt top
\newcommand \ClsCircBrktBtm {\lgx{ED1C}} % ClsCircBrkt bottom
\newcommand \ClsCircBrktExt {\lgx{ED1D}} % ClsCircBrkt extender
\newcommand \ClsCircBrktMid {\lgx{ED1E}} % ClsCircBrkt middle
\newcommand \ClsCircBrktTop {\lgx{ED1F}} % ClsCircBrkt top
\newcommand \OpnTortoiseBtm {\lgx{ED2C}} % OpnTortoise bottom
\newcommand \OpnTortoiseExt {\lgx{ED2D}} % OpnTortoise extender
\newcommand \OpnTortoiseTop {\lgx{ED2E}} % OpnTortoise top
\newcommand \ClsTortoiseBtm {\lgx{ED3C}} % ClsTortoise bottom
\newcommand \ClsTortoiseExt {\lgx{ED3D}} % ClsTortoise extender
\newcommand \ClsTortoiseTop {\lgx{ED3E}} % ClsTortoise top
\newcommand \OpnDblBracBtm {\lgx{ED8C}} % OpnDblBrac bottom
\newcommand \OpnDblBracExt {\lgx{ED8D}} % OpnDblBrac extender
\newcommand \OpnDblBracMid {\lgx{ED8E}} % OpnDblBrac middle
\newcommand \OpnDblBracTop {\lgx{ED8F}} % OpnDblBrac top
\newcommand \ClsDblBracBtm {\lgx{ED9C}} % ClsDblBrac bottom
\newcommand \ClsDblBracExt {\lgx{ED9D}} % ClsDblBrac extender
\newcommand \ClsDblBracMid {\lgx{ED9E}} % ClsDblBrac middle
\newcommand \ClsDblBracTop {\lgx{ED9F}} % ClsDblBrac top
\newcommand \OpnSqrParnBtm {\lgx{EDCC}} % OpnSqrParn bottom
\newcommand \OpnSqrParnExt {\lgx{EDCD}} % OpnSqrParn extender
\newcommand \OpnSqrParnTop {\lgx{EDCE}} % OpnSqrParn top
\newcommand \ClsSqrParnBtm {\lgx{EDDC}} % ClsSqrParn bottom
\newcommand \ClsSqrParnExt {\lgx{EDDD}} % ClsSqrParn extender
\newcommand \ClsSqrParnTop {\lgx{EDDE}} % ClsSqrParn top
\newcommand \OpnParnBarBtm {\lgx{EDEC}} % OpnParnBar bottom
\newcommand \OpnParnBarExt {\lgx{EDED}} % OpnParnBar extender
\newcommand \OpnParnBarTop {\lgx{EDEE}} % OpnParnBar top
\newcommand \ClsParnBarBtm {\lgx{EDFC}} % ClsParnBar bottom
\newcommand \ClsParnBarExt {\lgx{EDFD}} % ClsParnBar extender
\newcommand \ClsParnBarTop {\lgx{EDFE}} % ClsParnBar top
\newcommand \OpnBracBarBtm {\lgx{EE0C}} % OpnBracBar bottom
\newcommand \OpnBracBarExt {\lgx{EE0D}} % OpnBracBar extender
\newcommand \OpnBracBarMid {\lgx{EE0E}} % OpnBracBar middle
\newcommand \OpnBracBarTop {\lgx{EE0F}} % OpnBracBar top
\newcommand \ClsBracBarBtm {\lgx{EE1C}} % ClsBracBar bottom
\newcommand \ClsBracBarExt {\lgx{EE1D}} % ClsBracBar extender
\newcommand \ClsBracBarMid {\lgx{EE1E}} % ClsBracBar middle
\newcommand \ClsBracBarTop {\lgx{EE1F}} % ClsBracBar top
\newcommand \OpnBrknBracBarBtm {\lgx{EE2C}} % OpnBrknBracBar bottom
\newcommand \OpnBrknBracBarExt {\lgx{EE2D}} % OpnBrknBracBar extender
\newcommand \OpnBrknBracBarMid {\lgx{EE2E}} % OpnBrknBracBar middle
\newcommand \OpnBrknBracBarTop {\lgx{EE2F}} % OpnBrknBracBar top
\newcommand \ClsBrknBracBarBtm {\lgx{EE3C}} % ClsBrknBracBar bottom
\newcommand \ClsBrknBracBarExt {\lgx{EE3D}} % ClsBrknBracBar extender
\newcommand \ClsBrknBracBarMid {\lgx{EE3E}} % ClsBrknBracBar middle
\newcommand \ClsBrknBracBarTop {\lgx{EE3F}} % ClsBrknBracBar top
\newcommand \OpnCircBracBarBtm {\lgx{EE4C}} % OpnCircBracBar bottom
\newcommand \OpnCircBracBarExt {\lgx{EE4D}} % OpnCircBracBar extender
\newcommand \OpnCircBracBarMid {\lgx{EE4E}} % OpnCircBracBar middle
\newcommand \OpnCircBracBarTop {\lgx{EE4F}} % OpnCircBracBar top
\newcommand \ClsCircBracBarBtm {\lgx{EE5C}} % ClsCircBracBar bottom
\newcommand \ClsCircBracBarExt {\lgx{EE5D}} % ClsCircBracBar extender
\newcommand \ClsCircBracBarMid {\lgx{EE5E}} % ClsCircBracBar middle
\newcommand \ClsCircBracBarTop {\lgx{EE5F}} % ClsCircBracBar top
\newcommand \OpnBrktBarBtm {\lgx{EE6C}} % OpnBrktBar bottom
\newcommand \OpnBrktBarExt {\lgx{EE6D}} % OpnBrktBar extender
\newcommand \OpnBrktBarTop {\lgx{EE6E}} % OpnBrktBar top
\newcommand \ClsBrktBarBtm {\lgx{EE7C}} % ClsBrktBar bottom
\newcommand \ClsBrktBarExt {\lgx{EE7D}} % ClsBrktBar extender
\newcommand \ClsBrktBarTop {\lgx{EE7E}} % ClsBrktBar top
\newcommand \OpnCrlyBrktBarBtm {\lgx{EE8C}} % OpnCrlyBrktBar bottom
\newcommand \OpnCrlyBrktBarExt {\lgx{EE8D}} % OpnCrlyBrktBar extender
\newcommand \OpnCrlyBrktBarMid {\lgx{EE8E}} % OpnCrlyBrktBar middle
\newcommand \OpnCrlyBrktBarTop {\lgx{EE8F}} % OpnCrlyBrktBar top
\newcommand \ClsCrlyBrktBarBtm {\lgx{EE9C}} % ClsCrlyBrktBar bottom
\newcommand \ClsCrlyBrktBarExt {\lgx{EE9D}} % ClsCrlyBrktBar extender
\newcommand \ClsCrlyBrktBarMid {\lgx{EE9E}} % ClsCrlyBrktBar middle
\newcommand \ClsCrlyBrktBarTop {\lgx{EE9F}} % ClsCrlyBrktBar top
\newcommand \OpnBrknBrktBarBtm {\lgx{EEAC}} % OpnBrknBrktBar bottom
\newcommand \OpnBrknBrktBarExt {\lgx{EEAD}} % OpnBrknBrktBar extender
\newcommand \OpnBrknBrktBarMid {\lgx{EEAE}} % OpnBrknBrktBar middle
\newcommand \OpnBrknBrktBarTop {\lgx{EEAF}} % OpnBrknBrktBar top
\newcommand \ClsBrknBrktBarBtm {\lgx{EEBC}} % ClsBrknBrktBar bottom
\newcommand \ClsBrknBrktBarExt {\lgx{EEBD}} % ClsBrknBrktBar extender
\newcommand \ClsBrknBrktBarMid {\lgx{EEBE}} % ClsBrknBrktBar middle
\newcommand \ClsBrknBrktBarTop {\lgx{EEBF}} % ClsBrknBrktBar top
\newcommand \OpnCircBrktBarBtm {\lgx{EECC}} % OpnCircBrktBar bottom
\newcommand \OpnCircBrktBarExt {\lgx{EECD}} % OpnCircBrktBar extender
\newcommand \OpnCircBrktBarMid {\lgx{EECE}} % OpnCircBrktBar middle
\newcommand \OpnCircBrktBarTop {\lgx{EECF}} % OpnCircBrktBar top
\newcommand \ClsCircBrktBarBtm {\lgx{EEDC}} % ClsCircBrktBar bottom
\newcommand \ClsCircBrktBarExt {\lgx{EEDD}} % ClsCircBrktBar extender
\newcommand \ClsCircBrktBarMid {\lgx{EEDE}} % ClsCircBrktBar middle
\newcommand \ClsCircBrktBarTop {\lgx{EEDF}} % ClsCircBrktBar top
\newcommand \OpnCeilExt {\lgx{EEEC}} % OpnCeil extender
\newcommand \OpnCeilTop {\lgx{EEED}} % OpnCeil top
\newcommand \ClsCeilExt {\lgx{EEFC}} % ClsCeil extender
\newcommand \ClsCeilTop {\lgx{EEFD}} % ClsCeil top
\newcommand \OpnFloorBtm {\lgx{EF0C}} % OpnFloor bottom
\newcommand \OpnFloorExt {\lgx{EF0D}} % OpnFloor extender
\newcommand \ClsFloorBtm {\lgx{EF1C}} % ClsFloor bottom
\newcommand \ClsFloorExt {\lgx{EF1D}} % ClsFloor extender
\newcommand \OpnTurnMid {\lgx{EF2C}} % OpnTurn middle
\newcommand \OpnTurnExt {\lgx{EF2D}} % OpnTurn extender
\newcommand \ClsTurnMid {\lgx{EF3C}} % ClsTurn middle
\newcommand \ClsTurnExt {\lgx{EF3D}} % ClsTurn extender
\newcommand \OpnBarBtm {\lgx{EF4C}} % OpnBar bottom
\newcommand \OpnBarExt {\lgx{EF4D}} % OpnBar extender
\newcommand \ClsBarBtm {\lgx{EF5C}} % ClsBar bottom
\newcommand \ClsBarExt {\lgx{EF5D}} % ClsBar extender
\newcommand \BndBarBtm {\lgx{EF6C}} % BndBar bottom
\newcommand \BndBarExt {\lgx{EF6D}} % BndBar extender
\newcommand \OpnTortoiseBarBtm {\lgx{EF7C}} % OpnTortoiseBar bottom
\newcommand \OpnTortoiseBarExt {\lgx{EF7D}} % OpnTortoiseBar extender
\newcommand \OpnTortoiseBarTop {\lgx{EF7E}} % OpnTortoiseBar top
\newcommand \ClsTortoiseBarBtm {\lgx{EF8C}} % ClsTortoiseBar bottom
\newcommand \ClsTortoiseBarExt {\lgx{EF8D}} % ClsTortoiseBar extender
\newcommand \ClsTortoiseBarTop {\lgx{EF8E}} % ClsTortoiseBar top
\newcommand \OpnDblParnBtm {\lgx{F00C}} % OpnDblParn bottom
\newcommand \OpnDblParnExt {\lgx{F00D}} % OpnDblParn extender
\newcommand \OpnDblParnTop {\lgx{F00E}} % OpnDblParn top
\newcommand \ClsDblParnBtm {\lgx{F01C}} % ClsDblParn bottom
\newcommand \ClsDblParnExt {\lgx{F01D}} % ClsDblParn extender
\newcommand \ClsDblParnTop {\lgx{F01E}} % ClsDblParn top
\newcommand \OpnDblGrpBtm {\lgx{F02C}} % OpnDblGrp bottom
\newcommand \OpnDblGrpExt {\lgx{F02D}} % OpnDblGrp extender
\newcommand \OpnDblGrpTop {\lgx{F02E}} % OpnDblGrp top
\newcommand \ClsDblGrpBtm {\lgx{F08C}} % ClsDblGrp bottom
\newcommand \ClsDblGrpExt {\lgx{F08D}} % ClsDblGrp extender
\newcommand \ClsDblGrpTop {\lgx{F08E}} % ClsDblGrp top
\newcommand \OpnDblBarBtm {\lgx{F09C}} % OpnDblBar bottom
\newcommand \OpnDblBarExt {\lgx{F09D}} % OpnDblBar extender
\newcommand \ClsDblBarBtm {\lgx{F0AC}} % ClsDblBar bottom
\newcommand \ClsDblBarExt {\lgx{F0AD}} % ClsDblBar extender
\newcommand \OpnTrpBarBtm {\lgx{F10C}} % OpnTrpBar bottom
\newcommand \OpnTrpBarExt {\lgx{F10D}} % OpnTrpBar extender
\newcommand \ClsTrpBarBtm {\lgx{F11C}} % ClsTrpBar bottom
\newcommand \ClsTrpBarExt {\lgx{F11D}} % ClsTrpBar extender
% - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
%
% Define symbols which may be used to construct Rational Links, Knots and Tangles.
% In order to keep names shortish, the following abbreviations are used for Knot symbols
%
% A - Arrow
% B - Bottom
% C - Cap / Corner
% D - Dashed / Down
% E - Three quarter
% F - halF
% H - Horizontal
% J - Join
% L - Left
% M - sMoothed
% N - liNe / Normal
% O - Over
% Q - Fourth / Quarter
% R - Right
% S - Solid
% T - Top
% U - Under / Up
% V - Vertical
% X - Cross
% Z - Zero
%
% All symbols starting with Knt have their depth and height set identically
% so that when aligned on their baselines, TeX sees their dimensions as the
% same. This allows consistent vertical alignment. The \KntXY struts / spaces
% are designed so that their depth and height matches that of the corresponding
% symbols where X is the height and Y is the width (N, E, F, Q, or Z). They can
% be used for empty cells matching the the width and height of the current row
% and column and for padding a symbol.
%
% The \KntlgX macros (where X is one of k, e, f, q or v) may be used to force
% a specific height for a symbol.
%
\newcommand \lgk[1] {\protect\raisebox{0.0000em}[0.7620em][0.2380em]{\ensuremath{\Umathchar "0 \symLogix "#1}}}
\newcommand \lge[1] {\protect\raisebox{0.0000em}[0.5120em][0.2380em]{\ensuremath{\Umathchar "0 \symLogix "#1}}}
\newcommand \lgf[1] {\protect\raisebox{0.0000em}[0.2620em][0.2380em]{\ensuremath{\Umathchar "0 \symLogix "#1}}}
\newcommand \lgq[1] {\protect\raisebox{0.0000em}[0.0120em][0.2380em]{\ensuremath{\Umathchar "0 \symLogix "#1}}}
\newcommand \lgv[1] {\protect\raisebox{0.4330em}[0.7620em][0.2380em]{\ensuremath{\Umathchar "0 \symLogix "#1}}}
\newcommand \Kntlgk[1] {\protect\raisebox{0.0000em}[0.7620em][0.2380em]{#1}}
\newcommand \Kntlge[1] {\protect\raisebox{0.0000em}[0.5120em][0.2380em]{#1}}
\newcommand \Kntlgf[1] {\protect\raisebox{0.0000em}[0.2620em][0.2380em]{#1}}
\newcommand \Kntlgq[1] {\protect\raisebox{0.0000em}[0.0120em][0.2380em]{#1}}
\newcommand \Kntlgv[1] {\protect\raisebox{0.4330em}[0.7620em][0.2380em]{#1}}
\newcommand \KntNN {\lgk{E210}} % Full height, full width space.
\newcommand \KntNE {\lgk{E211}} % Full height, three quarter width space.
\newcommand \KntNF {\lgk{E212}} % Full height, half width space.
\newcommand \KntNQ {\lgk{E213}} % Full height, quarter width space.
\newcommand \KntNZ {\rule[-0.238em]{0pt}{1.000em}} % Full height, zero width strut.
\newcommand \KntEN {\lge{E210}} % Three quarter height, full width space.
\newcommand \KntEE {\lge{E211}} % Three quarter height, three quarter width space.
\newcommand \KntEF {\lge{E212}} % Three quarter height, half width space.
\newcommand \KntEQ {\lge{E213}} % Three quarter height, quarter width space.
\newcommand \KntEZ {\rule[-0.238em]{0pt}{0.750em}} % Three quarter height, zero width strut.
\newcommand \KntFN {\lgf{E210}} % Half height, full width space.
\newcommand \KntFE {\lgf{E211}} % Half height, three quarter width space.
\newcommand \KntFF {\lgf{E212}} % Half height, half width space.
\newcommand \KntFQ {\lgf{E213}} % Half height, quarter width space.
\newcommand \KntFZ {\rule[-0.238em]{0pt}{0.500em}} % Half height, zero width strut.
\newcommand \KntQN {\lgq{E210}} % Quarter height, full width space.
\newcommand \KntQE {\lgq{E211}} % Quarter height, three quarter width space.
\newcommand \KntQF {\lgq{E212}} % Quarter height, half width space.
\newcommand \KntQQ {\lgq{E213}} % Quarter height, quarter width space.
\newcommand \KntQZ {\rule[-0.238em]{0pt}{0.250em}} % Quarter height, zero width strut.
\newcommand \KntZN {\rule[0pt]{1.000em}{0pt}} % Zero height, full width strut.
\newcommand \KntZE {\rule[0pt]{0.750em}{0pt}} % Zero height, three quarter width strut.
\newcommand \KntZF {\rule[0pt]{0.500em}{0pt}} % Zero height, half width width strut.
\newcommand \KntZQ {\rule[0pt]{0.250em}{0pt}} % Zero height, quarter width strut.
\newcommand \KntZZ {\rule[0pt]{0.000em}{0pt}} % Zero height, zero width strut.
\newcommand \KntHDASH {\lgk{E13E}} % Horizontal bar with vertical dash
\newcommand \KntVDASH {\lgk{E13F}} % Vertical bar with horizontal dash
\newcommand \KntHXSOSU {\lgk{E140}} % Horizontal flow, Cross, solid over, solid under
\newcommand \KntHXSUSO {\lgk{E141}} % Horizontal flow, Cross, solid under, solid over
\newcommand \KntVXSOSU {\lgk{E142}} % Vertical flow, Cross, solid over, solid under
\newcommand \KntVXSUSO {\lgk{E143}} % Vertical flow, Cross, solid under, solid over
\newcommand \KntHXDOSU {\lgk{E144}} % Horizontal flow, Cross, dashed over, solid under
\newcommand \KntHXSUDO {\lgk{E145}} % Horizontal flow, Cross, solid under, dashed over
\newcommand \KntVXDOSU {\lgk{E146}} % Vertical flow, Cross, dashed over, solid under
\newcommand \KntVXSUDO {\lgk{E147}} % Vertical flow, Cross, solid under, dashed over
\newcommand \KntHXSODU {\lgk{E148}} % Horizontal flow, Cross, solid over, dashed under
\newcommand \KntHXDUSO {\lgk{E149}} % Horizontal flow, Cross, dashed under, solid over
\newcommand \KntVXSODU {\lgk{E14A}} % Vertical flow, Cross, solid over, dashed under
\newcommand \KntVXDUSO {\lgk{E14B}} % Vertical flow, Cross, dashed under, solid over
\newcommand \KntHXDODU {\lgk{E14C}} % Horizontal flow, Cross, dashed over, dashed under
\newcommand \KntHXDUDO {\lgk{E14D}} % Horizontal flow, Cross, dashed under, dashed over
\newcommand \KntVXDODU {\lgk{E14E}} % Vertical flow, Cross, dashed over, dashed under
\newcommand \KntVXDUDO {\lgk{E14F}} % Vertical flow, Cross, dashed under, dashed over
\newcommand \KntHHMSTSB {\lgk{E150}} % Horizontal flow, Horizontal smoothing; solid top, solid bottom
\newcommand \KntVVMSLSR {\lgk{E151}} % Vertical flow, Vertical smoothing; solid left, solid right
\newcommand \KntHHMDTSB {\lgk{E152}} % Horizontal flow, Horizontal smoothing; dashed top, solid bottom
\newcommand \KntVVMSLDR {\lgk{E153}} % Vertical flow, Vertical smoothing; solid left, dashed right
\newcommand \KntHHMSTDB {\lgk{E154}} % Horizontal flow, Horizontal smoothing; solid top, dashed bottom
\newcommand \KntVVMDLSR {\lgk{E155}} % Vertical flow, Vertical smoothing; dashed left, solid right
\newcommand \KntHHMDTDB {\lgk{E156}} % Horizontal flow, Horizontal smoothing; dashed top, dashed bottom
\newcommand \KntVVMDLDR {\lgk{E157}} % Vertical flow, Vertical smoothing; dashed left, dashed right
\newcommand \KntHVMSLSR {\lgk{E158}} % Horizontal flow, Vertical smoothing, solid left, solid right
\newcommand \KntVHMSTSB {\lgk{E159}} % Vertical flow, Horizontal smoothing, solid top, solid bottom
\newcommand \KntHVMSLDR {\lgk{E15A}} % Horizontal flow, Vertical smoothing, solid left, dashed right
\newcommand \KntVHMSTDB {\lgk{E15B}} % Vertical flow, Horizontal smoothing, solid top, dashed bottom
\newcommand \KntHVMDLSR {\lgk{E15C}} % Horizontal flow, Vertical smoothing, dashed left, solid right
\newcommand \KntVHMDTSB {\lgk{E15D}} % Vertical flow, Horizontal smoothing, dashed top, solid bottom
\newcommand \KntHVMDLDR {\lgk{E15E}} % Horizontal flow, Vertical smoothing, dashed left, dashed right
\newcommand \KntVHMDTDB {\lgk{E15F}} % Vertical flow, Horizontal smoothing, dashed top, dashed bottom
\newcommand \KntLCS {\lgk{E160}} % Left cap, solid
\newcommand \KntTCS {\lgk{E161}} % Top cap, solid
\newcommand \KntRCS {\lgk{E162}} % Right cap, solid
\newcommand \KntBCS {\lgk{E163}} % Bottom cap, solid
\newcommand \KntLCD {\lgk{E164}} % Left cap, dashed
\newcommand \KntTCD {\lgk{E165}} % Top cap, dashed
\newcommand \KntRCD {\lgk{E166}} % Right cap, dashed
\newcommand \KntBCD {\lgk{E167}} % Bottom cap, dashed
\newcommand \KntLFC {\lgk{E168}} % Left half width cap
\newcommand \KntTFC {\lgf{E169}} % Top half width cap
\newcommand \KntRFC {\lgk{E16A}} % Right half width cap
\newcommand \KntBFC {\lgf{E16B}} % Bottom half width cap
\newcommand \KntLQC {\lgk{E16C}} % Left quarter width cap
\newcommand \KntTQC {\lgq{E16D}} % Top quarter width cap
\newcommand \KntRQC {\lgk{E16E}} % Right quarter width cap
\newcommand \KntBQC {\lgq{E16F}} % Bottom quarter width cap
\newcommand \KntSJTLBR {\lgk{E170}} % Solid join, top left to bottom right
\newcommand \KntSJBLTR {\lgk{E171}} % Solid join, bottom left to top right
\newcommand \KntSJTRBL {\lgk{E172}} % Solid join, top right to bottom left
\newcommand \KntSJBRTL {\lgk{E173}} % Solid join, bottom right to top left
\newcommand \KntDJTLBR {\lgk{E174}} % Dashed join, top left to bottom right
\newcommand \KntDJBLTR {\lgk{E175}} % Dashed join, bottom left to top right
\newcommand \KntDJTRBL {\lgk{E176}} % Dashed join, top right to bottom left
\newcommand \KntDJBRTL {\lgk{E177}} % Dashed join, bottom right to top left
\newcommand \KntSFJTLBR {\lgk{E178}} % Solid half width join, top left to bottom right
\newcommand \KntSFJBLTR {\lgk{E179}} % Solid half width join, bottom left to top right
\newcommand \KntSFJTRBL {\lgf{E17A}} % Solid half width join, top right to bottom left
\newcommand \KntSFJBRTL {\lgf{E17B}} % Solid half width join, bottom right to top left
\newcommand \KntDFJTLBR {\lgk{E17C}} % Dashed half width join, top left to bottom right
\newcommand \KntDFJBLTR {\lgk{E17D}} % Dashed half width join, bottom left to top right
\newcommand \KntDFJTRBL {\lgf{E17E}} % Dashed half width join, top right to bottom left
\newcommand \KntDFJBRTL {\lgf{E17F}} % Dashed half width join, bottom right to top left
\newcommand \KntLTSC {\lgk{E180}} % Left, top solid corner
\newcommand \KntTRSC {\lgk{E181}} % Top, right solid corner
\newcommand \KntRBSC {\lgk{E182}} % Right, bottom solid corner
\newcommand \KntBLSC {\lgk{E183}} % Bottom, left solid corner
\newcommand \KntLTDC {\lgk{E184}} % Left, top dashed corner
\newcommand \KntTRDC {\lgk{E185}} % Top, right dashed corner
\newcommand \KntRBDC {\lgk{E186}} % Right, bottom dashed corner
\newcommand \KntBLDC {\lgk{E187}} % Bottom, left dashed corner
\newcommand \KntLTSFC {\lgf{E188}} % Left, top solid half width corner
\newcommand \KntTRSFC {\lgf{E189}} % Top, right solid half width corner
\newcommand \KntRBSFC {\lgf{E18A}} % Right, bottom solid half width corner
\newcommand \KntBLSFC {\lgf{E18B}} % Bottom, left solid half width corner
\newcommand \KntLTDFC {\lgf{E18C}} % Left, top dashed half width corner
\newcommand \KntTRDFC {\lgf{E18D}} % Top, right dashed half width corner
\newcommand \KntRBDFC {\lgf{E18E}} % Right, bottom dashed half width corner
\newcommand \KntBLDFC {\lgf{E18F}} % Bottom, left dashed half width corner
\newcommand \KntTSN {\lgk{E190}} % Top solid line
\newcommand \KntRSN {\lgk{E191}} % Right solid line
\newcommand \KntBSN {\lgk{E192}} % Bottom solid line
\newcommand \KntLSN {\lgk{E193}} % Left solid line
\newcommand \KntTDN {\lgk{E194}} % Top dashed line
\newcommand \KntRDN {\lgk{E195}} % Right dashed line
\newcommand \KntBDN {\lgk{E196}} % Bottom dashed line
\newcommand \KntLDN {\lgk{E197}} % Left dashed line
\newcommand \KntTSNBSN {\lgk{E198}} % Top solid line, bottom solid line
\newcommand \KntLSNRSN {\lgk{E199}} % Left solid line, right solid line
\newcommand \KntTSNBDN {\lgk{E19A}} % Top solid line, bottom dashed line
\newcommand \KntLDNRSN {\lgk{E19B}} % Left dashed line, right solid line
\newcommand \KntTDNBSN {\lgk{E19C}} % Top dashed line, bottom solid line
\newcommand \KntLSNRDN {\lgk{E19D}} % Left solid line, right dashed line
\newcommand \KntTDNBDN {\lgk{E19E}} % Top dashed line, bottom dashed line
\newcommand \KntLDNRDN {\lgk{E19F}} % Left dashed line, right dashed line
\newcommand \KntTSFN {\lgk{E1A0}} % Top solid half line
\newcommand \KntRSFN {\lgf{E1A1}} % Right solid half line
\newcommand \KntBSFN {\lgk{E1A2}} % Bottom solid half line
\newcommand \KntLSFN {\lgf{E1A3}} % Left solid half line
\newcommand \KntTSDN {\lgk{E1A4}} % Top dashed half line
\newcommand \KntRSDN {\lgf{E1A5}} % Right dashed half line
\newcommand \KntBSDN {\lgk{E1A6}} % Bottom dashed half line
\newcommand \KntLSDN {\lgf{E1A7}} % Left dashed half line
\newcommand \KntTSFNBSFN {\lgk{E1A8}} % Top solid half line, bottom solid half line
\newcommand \KntLSFNRSFN {\lgf{E1A9}} % Left solid half line, right solid half line
\newcommand \KntTSFNBDFN {\lgk{E1AA}} % Top solid half line, bottom dashed half line
\newcommand \KntLDFNRSFN {\lgf{E1AB}} % Left dashed half line, right solid half line
\newcommand \KntTDFNBSFN {\lgk{E1AC}} % Top dashed half line, bottom solid half line
\newcommand \KntLSFNRDFN {\lgf{E1AD}} % Left solid half line, right dashed half line
\newcommand \KntTDFNBDFN {\lgk{E1AE}} % Top dashed half line, bottom dashed half line
\newcommand \KntLDFNRDFN {\lgf{E1AF}} % Left dashed half line, right dashed half line
\newcommand \KntTSQN {\lgk{E1B0}} % Top solid forth line
\newcommand \KntRSQN {\lgq{E1B1}} % Right solid forth line
\newcommand \KntBSQN {\lgk{E1B2}} % Bottom solid forth line
\newcommand \KntLSQN {\lgq{E1B3}} % Left solid forth line
\newcommand \KntTDQN {\lgk{E1B4}} % Top dashed forth line
\newcommand \KntRDQN {\lgq{E1B5}} % Right dashed forth line
\newcommand \KntBDQN {\lgk{E1B6}} % Bottom dashed forth line
\newcommand \KntLDQN {\lgq{E1B7}} % Left dashed forth line
\newcommand \KntTSQNBSQN {\lgk{E1B8}} % Top solid forth line, bottom solid forth line
\newcommand \KntLSQNRSQN {\lgq{E1B9}} % Left solid forth line, right solid forth line
\newcommand \KntTSQNBDQN {\lgk{E1BA}} % Top solid forth line, bottom dashed forth line
\newcommand \KntLDQNRSQN {\lgq{E1BB}} % Left dashed forth line, right solid forth line
\newcommand \KntBDQNBSQN {\lgk{E1BC}} % Top dashed forth line, bottom solid forth line
\newcommand \KntLSQNRDQN {\lgq{E1BD}} % Left solid forth line, right dashed forth line
\newcommand \KntTDQNBDQN {\lgk{E1BE}} % Top dashed forth line, bottom dashed forth line
\newcommand \KntLDQNRDQN {\lgq{E1BF}} % Left dashed forth line, right dashed forth line
\newcommand \KntTSLA {\lgk{E1C0}} % Top solid left arrow
\newcommand \KntRSUA {\lgk{E1C1}} % Right solid up arrow
\newcommand \KntBSRA {\lgk{E1C2}} % Bottom solid right arrow
\newcommand \KntLSDA {\lgk{E1C3}} % Left solid down arrow
\newcommand \KntTSRA {\lgk{E1C4}} % Top solid right arrow
\newcommand \KntRSDA {\lgk{E1C5}} % Right solid down arrow
\newcommand \KntBSLA {\lgk{E1C6}} % Bottom solid left arrow
\newcommand \KntLSUA {\lgk{E1C7}} % Left solid up arrow
\newcommand \KntTDLA {\lgk{E1C8}} % Top dashed left arrow
\newcommand \KntRDUA {\lgk{E1C9}} % Right dashed up arrow
\newcommand \KntBDRA {\lgk{E1CA}} % Bottom dashed right arrow
\newcommand \KntLDDA {\lgk{E1CB}} % Left dashed down arrow
\newcommand \KntTDRA {\lgk{E1CC}} % Top dashed right arrow
\newcommand \KntRDDA {\lgk{E1CD}} % Right dashed down arrow
\newcommand \KntBDLA {\lgk{E1CE}} % Bottom dashed left arrow
\newcommand \KntLDUA {\lgk{E1CF}} % Left dashed up arrow
\newcommand \KntTSLABSLA {\lgk{E1D0}} % Top solid left arrow, bottom solid left arrow
\newcommand \KntLSUARSUA {\lgk{E1D1}} % Left solid up arrow, right solid up arrow
\newcommand \KntTSRABSRA {\lgk{E1D2}} % Top solid right arrow, bottom solid right arrow
\newcommand \KntLSDARSDA {\lgk{E1D3}} % Left solid down arrow, right solid down arrow
\newcommand \KntTSLABSRA {\lgk{E1D4}} % Top solid left arrow, bottom solid right arrow
\newcommand \KntLSDARSUA {\lgk{E1D5}} % Left solid down arrow, right solid up arrow
\newcommand \KntTSRABSLA {\lgk{E1D6}} % Top solid right arrow, bottom solid left arrow
\newcommand \KntLSUARSDA {\lgk{E1D7}} % Left solid up arrow, right solid down arrow
\newcommand \KntTSLABDLA {\lgk{E1D8}} % Top solid left arrow, bottom dashed left arrow
\newcommand \KntLDUARSUA {\lgk{E1D9}} % Left dashed up arrow, right solid up arrow
\newcommand \KntTDRABSRA {\lgk{E1DA}} % Top dashed right arrow, bottom solid right arrow
\newcommand \KntLSDARDDA {\lgk{E1DB}} % Left solid down arrow, right dashed down arrow
\newcommand \KntTDLABSLA {\lgk{E1DC}} % Top dashed left arrow, bottom solid left arrow
\newcommand \KntLSUARDUA {\lgk{E1DD}} % Left solid up arrow, right dashed up arrow
\newcommand \KntTSRABDRA {\lgk{E1DE}} % Top solid right arrow, bottom dashed right arrow
\newcommand \KntLDDARSDA {\lgk{E1DF}} % Left dashed down arrow, right solid down arrow
\newcommand \KntTSLABDRA {\lgk{E1E0}} % Top solid left arrow, bottom dashed right arrow
\newcommand \KntLDDARSUA {\lgk{E1E1}} % Left dashed down arrow, right solid up arrow
\newcommand \KntTDLABSRA {\lgk{E1E2}} % Top dashed left arrow, bottom solid right arrow
\newcommand \KntLSDARDUA {\lgk{E1E3}} % Left solid down arrow, right dashed up arrow
\newcommand \KntTDRABSLA {\lgk{E1E4}} % Top dashed right arrow, bottom solid left arrow
\newcommand \KntLSUARDDA {\lgk{E1E5}} % Left solid up arrow, right dashed down arrow
\newcommand \KntTSRABDLA {\lgk{E1E6}} % Top solid right arrow, bottom dashed left arrow
\newcommand \KntLDUARSDA {\lgk{E1E7}} % Left dashed up arrow, right solid down arrow
\newcommand \KntTDLABDLA {\lgk{E1E8}} % Top dashed left arrow, bottom dashed left arrow
\newcommand \KntLDUARDUA {\lgk{E1E9}} % Left dashed up arrow, right dashed up arrow
\newcommand \KntTDRABDRA {\lgk{E1EA}} % Top dashed right arrow, bottom dashed right arrow
\newcommand \KntLDDARDDA {\lgk{E1EB}} % Left dashed down arrow, right dashed down arrow
\newcommand \KntTDLABDRA {\lgk{E1EC}} % Top dashed left arrow, bottom dashed right arrow
\newcommand \KntLDDARDUA {\lgk{E1ED}} % Left dashed down arrow, right dashed up arrow
\newcommand \KntTDRABDLA {\lgk{E1EE}} % Top dashed right arrow, bottom dashed left arrow
\newcommand \KntLDUARDDA {\lgk{E1EF}} % Left dashed up arrow, right dashed down arrow
\newcommand \KntTSNBSLA {\lgk{E1F0}} % Top solid line, bottom solid left arrow
\newcommand \KntLSUARSN {\lgk{E1F1}} % Left solid up arrow, right solid line
\newcommand \KntTSRABSN {\lgk{E1F2}} % Top solid right arrow, bottom solid line
\newcommand \KntLSNRSDA {\lgk{E1F3}} % Left solid line, right solid down arrow
\newcommand \KntTSNBSRA {\lgk{E1F4}} % Top solid line, bottom solid right arrow
\newcommand \KntLSDARSN {\lgk{E1F5}} % Left solid down arrow, right solid line
\newcommand \KntTSLABSN {\lgk{E1F6}} % Top solid left arrow, bottom solid line
\newcommand \KntLSNRSUA {\lgk{E1F7}} % Left solid line, right solid up arrow
\newcommand \KntTDNBSLA {\lgk{E1F8}} % Top dashed line, bottom solid left arrow
\newcommand \KntLSUARDN {\lgk{E1F9}} % Left solid up arrow, right dashed line
\newcommand \KntTSRABDN {\lgk{E1FA}} % Top solid right arrow, bottom dashed line
\newcommand \KntLDNRSDA {\lgk{E1FB}} % Left dashed line, right solid down arrow
\newcommand \KntTSLABDN {\lgk{E1FC}} % Top solid left arrow, bottom dashed line
\newcommand \KntLDNRSUA {\lgk{E1FD}} % Left dashed line, right solid up arrow
\newcommand \KntTDNBSRA {\lgk{E1FE}} % Top dashed line, bottom solid right arrow
\newcommand \KntLSDARDN {\lgk{E1FF}} % Left solid down arrow, right dashed line
\newcommand \KntTSNBDLA {\lgk{E200}} % Top solid line, bottom dashed left arrow
\newcommand \KntLDUARSN {\lgk{E201}} % Left dashed up arrow, right solid line
\newcommand \KntTDRABSN {\lgk{E202}} % Top dashed right arrow, bottom solid line
\newcommand \KntLSNRDDA {\lgk{E203}} % Left solid line, right dashed down arrow
\newcommand \KntTDLABSN {\lgk{E204}} % Top dashed left arrow, bottom solid line
\newcommand \KntLSNRDUA {\lgk{E205}} % Left solid line, right dashed up arrow
\newcommand \KntTSNBDRA {\lgk{E206}} % Top solid line, bottom dashed right arrow
\newcommand \KntLDDARSN {\lgk{E207}} % Left dashed down arrow, right solid line
\newcommand \KntTDNBDLA {\lgk{E208}} % Top dashed line, bottom dashed left arrow
\newcommand \KntLDUARDN {\lgk{E209}} % Left dashed up arrow, right dashed line
\newcommand \KntTDRABDN {\lgk{E20A}} % Top dashed right arrow, bottom dashed line
\newcommand \KntLDNRDDA {\lgk{E20B}} % Left dashed line, right dashed down arrow
\newcommand \KntTDLABDN {\lgk{E20C}} % Top dashed left arrow, bottom dashed line
\newcommand \KntLDNRDUA {\lgk{E20D}} % Left dashed line, right dashed up arrow
\newcommand \KntTDNBDRA {\lgk{E20E}} % Top dashed line, bottom dashed right arrow
\newcommand \KntLDDARDN {\lgk{E20F}} % Left dashed down arrow, right dashed line
\newcommand \KntTSNF {\lgf{E214}} % Top solid line, half height
\newcommand \KntRSNF {\lgk{E215}} % Right solid line, half width
\newcommand \KntBSNF {\lgf{E216}} % Bottom solid line, half height
\newcommand \KntLSNF {\lgk{E217}} % Left solid line, half width
\newcommand \KntTSFNF {\lgf{E218}} % Top solid half line, half height
\newcommand \KntRSFNF {\lgf{E219}} % Right solid half line, half width
\newcommand \KntBSFNF {\lgf{E21A}} % Bottom solid half line, half height
\newcommand \KntLSFNF {\lgf{E21B}} % Left solid half line, half width
\newcommand \KntTSQNF {\lgf{E21C}} % Top solid forth line, half height
\newcommand \KntRSQNF {\lgq{E21D}} % Right solid forth line, half width
\newcommand \KntBSQNF {\lgf{E21E}} % Bottom solid forth line, half height
\newcommand \KntLSQNF {\lgq{E21F}} % Left solid forth line, half width
\newcommand \Kntzero {\lgv{EFB0}} % Monospace raised italic, serif font: digit 0
\newcommand \Kntone {\lgv{EFB1}} % Monospace raised italic, serif font: digit 1
\newcommand \Knttwo {\lgv{EFB2}} % Monospace raised italic, serif font: digit 2
\newcommand \Kntthree {\lgv{EFB3}} % Monospace raised italic, serif font: digit 3
\newcommand \Kntfour {\lgv{EFB4}} % Monospace raised italic, serif font: digit 4
\newcommand \Kntfive {\lgv{EFB5}} % Monospace raised italic, serif font: digit 5
\newcommand \Kntsix {\lgv{EFB6}} % Monospace raised italic, serif font: digit 6
\newcommand \Kntseven {\lgv{EFB7}} % Monospace raised italic, serif font: digit 7
\newcommand \Knteight {\lgv{EFB8}} % Monospace raised italic, serif font: digit 8
\newcommand \Kntnine {\lgv{EFB9}} % Monospace raised italic, serif font: digit 9
\newcommand \KntA {\lgv{EFC1}} % Monospace raised italic, serif font: letter A
\newcommand \KntB {\lgv{EFC2}} % Monospace raised italic, serif font: letter B
\newcommand \KntC {\lgv{EFC3}} % Monospace raised italic, serif font: letter C
\newcommand \KntD {\lgv{EFC4}} % Monospace raised italic, serif font: letter D
\newcommand \KntE {\lgv{EFC5}} % Monospace raised italic, serif font: letter E
\newcommand \KntF {\lgv{EFC6}} % Monospace raised italic, serif font: letter F
\newcommand \KntG {\lgv{EFC7}} % Monospace raised italic, serif font: letter G
\newcommand \KntH {\lgv{EFC8}} % Monospace raised italic, serif font: letter H
\newcommand \KntI {\lgv{EFC9}} % Monospace raised italic, serif font: letter I
\newcommand \KntJ {\lgv{EFCA}} % Monospace raised italic, serif font: letter J
\newcommand \KntK {\lgv{EFCB}} % Monospace raised italic, serif font: letter K
\newcommand \KntL {\lgv{EFCC}} % Monospace raised italic, serif font: letter L
\newcommand \KntM {\lgv{EFCD}} % Monospace raised italic, serif font: letter M
\newcommand \KntN {\lgv{EFCE}} % Monospace raised italic, serif font: letter N
\newcommand \KntO {\lgv{EFCF}} % Monospace raised italic, serif font: letter O
\newcommand \KntP {\lgv{EFD0}} % Monospace raised italic, serif font: letter P
\newcommand \KntQ {\lgv{EFD1}} % Monospace raised italic, serif font: letter Q
\newcommand \KntR {\lgv{EFD2}} % Monospace raised italic, serif font: letter R
\newcommand \KntS {\lgv{EFD3}} % Monospace raised italic, serif font: letter S
\newcommand \KntT {\lgv{EFD4}} % Monospace raised italic, serif font: letter T
\newcommand \KntU {\lgv{EFD5}} % Monospace raised italic, serif font: letter U
\newcommand \KntV {\lgv{EFD6}} % Monospace raised italic, serif font: letter V
\newcommand \KntW {\lgv{EFD7}} % Monospace raised italic, serif font: letter W
\newcommand \KntX {\lgv{EFD8}} % Monospace raised italic, serif font: letter X
\newcommand \KntY {\lgv{EFD9}} % Monospace raised italic, serif font: letter Y
\newcommand \KntZ {\lgv{EFDA}} % Monospace raised italic, serif font: letter Z
\newcommand \Knta {\lgv{EFE1}} % Monospace raised italic, serif font: letter a
\newcommand \Kntb {\lgv{EFE2}} % Monospace raised italic, serif font: letter b
\newcommand \Kntc {\lgv{EFE3}} % Monospace raised italic, serif font: letter c
\newcommand \Kntd {\lgv{EFE4}} % Monospace raised italic, serif font: letter d
\newcommand \Knte {\lgv{EFE5}} % Monospace raised italic, serif font: letter e
\newcommand \Kntf {\lgv{EFE6}} % Monospace raised italic, serif font: letter f
\newcommand \Kntg {\lgv{EFE7}} % Monospace raised italic, serif font: letter g
\newcommand \Knth {\lgv{EFE8}} % Monospace raised italic, serif font: letter h
\newcommand \Knti {\lgv{EFE9}} % Monospace raised italic, serif font: letter i
\newcommand \Kntj {\lgv{EFEA}} % Monospace raised italic, serif font: letter j
\newcommand \Kntk {\lgv{EFEB}} % Monospace raised italic, serif font: letter k
\newcommand \Kntl {\lgv{EFEC}} % Monospace raised italic, serif font: letter l
\newcommand \Kntm {\lgv{EFED}} % Monospace raised italic, serif font: letter m
\newcommand \Kntn {\lgv{EFEE}} % Monospace raised italic, serif font: letter n
\newcommand \Knto {\lgv{EFEF}} % Monospace raised italic, serif font: letter o
\newcommand \Kntp {\lgv{EFF0}} % Monospace raised italic, serif font: letter p
\newcommand \Kntq {\lgv{EFF1}} % Monospace raised italic, serif font: letter q
\newcommand \Kntr {\lgv{EFF2}} % Monospace raised italic, serif font: letter r
\newcommand \Knts {\lgv{EFF3}} % Monospace raised italic, serif font: letter s
\newcommand \Kntt {\lgv{EFF4}} % Monospace raised italic, serif font: letter t
\newcommand \Kntu {\lgv{EFF5}} % Monospace raised italic, serif font: letter u
\newcommand \Kntv {\lgv{EFF6}} % Monospace raised italic, serif font: letter v
\newcommand \Kntw {\lgv{EFF7}} % Monospace raised italic, serif font: letter w
\newcommand \Kntx {\lgv{EFF8}} % Monospace raised italic, serif font: letter x
\newcommand \Knty {\lgv{EFF9}} % Monospace raised italic, serif font: letter y
\newcommand \Kntz {\lgv{EFFA}} % Monospace raised italic, serif font: letter z
% - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
% Define geometric symbols, some of which are also used for mathematical operators.
\newcommand \BlackSquare {\lgx{E220}\relax}
\newcommand \BlackSquareRoundCorners {\lgx{E221}\relax}
\newcommand \BlackDiamond {\lgx{E222}\relax}
\newcommand \BlackCircle {\lgx{E223}\relax}
\newcommand \BlackRightTriangle {\lgx{E224}\relax}
\newcommand \BlackLeftTriangle {\lgx{E225}\relax}
\newcommand \BlackDownTriangle {\lgx{E226}\relax}
\newcommand \BlackUpTriangle {\lgx{E227}\relax}
\newcommand \BlackSmallCircle {\lgx{E228}\relax}
\newcommand \BlackVerySmallCircle {\lgx{E229}\relax}
\newcommand \BlackLozenge {\lgx{E22A}\relax}
\newcommand \BlackCurvedDiamond {\lgx{E22B}\relax}
\newcommand \BlackVerySmallSquare {\lgx{E22C}\relax}
\newcommand \BlackLeftArrowHead {\lgx{E22D}\relax}
\newcommand \BlackRightArrowHead {\lgx{E22E}\relax}
\newcommand \BlackRightCurvedArrowHead {\lgx{E22F}\relax}
\newcommand \WhiteSquare {\lgx{E230}\relax}
\newcommand \WhiteSquareRoundCorners {\lgx{E231}\relax}
\newcommand \WhiteDiamond {\lgx{E232}\relax}
\newcommand \WhiteCircle {\lgx{E233}\relax}
\newcommand \WhiteRightTriangle {\lgx{E234}\relax}
\newcommand \WhiteLeftTriangle {\lgx{E235}\relax}
\newcommand \WhiteDownTriangle {\lgx{E236}\relax}
\newcommand \WhiteUpTriangle {\lgx{E237}\relax}
\newcommand \WhiteSmallCircle {\lgx{E238}\relax}
\newcommand \WhiteVerySmallCircle {\lgx{E239}\relax}
\newcommand \WhiteLozenge {\lgx{E23A}\relax}
\newcommand \WhiteCurvedDiamond {\lgx{E23B}\relax}
\newcommand \WhiteVerySmallSquare {\lgx{E23C}\relax}
\newcommand \WhiteLeftArrowHead {\lgx{E23D}\relax}
\newcommand \WhiteRightArrowHead {\lgx{E23E}\relax}
\newcommand \WhiteRightCurvedArrowHead {\lgx{E23F}\relax}
\newcommand \OutlineSquare {\lgx{E240}\relax}
\newcommand \OutlineSquareRoundCorners {\lgx{E241}\relax}
\newcommand \OutlineDiamond {\lgx{E242}\relax}
\newcommand \OutlineCircle {\lgx{E243}\relax}
\newcommand \OutlineRightTriangle {\lgx{E244}\relax}
\newcommand \OutlineLeftTriangle {\lgx{E245}\relax}
\newcommand \OutlineDownTriangle {\lgx{E246}\relax}
\newcommand \OutlineUpTriangle {\lgx{E247}\relax}
\newcommand \OutlineSmallCircle {\lgx{E248}\relax}
\newcommand \OutlineVerySmallCircle {\lgx{E249}\relax}
\newcommand \OutlineLozenge {\lgx{E24A}\relax}
\newcommand \OutlineCurvedDiamond {\lgx{E24B}\relax}
\newcommand \OutlineVerySmallSquare {\lgx{E24C}\relax}
\newcommand \OutlineLeftArrowHead {\lgx{E24D}\relax}
\newcommand \OutlineRightArrowHead {\lgx{E24E}\relax}
\newcommand \OutlineRightCurvedArrowHead {\lgx{E24F}\relax}
\newcommand \DottedSquare {\lgx{E250}\relax}
\newcommand \DottedSquareRoundCorners {\lgx{E251}\relax}
\newcommand \DottedDiamond {\lgx{E252}\relax}
\newcommand \DottedCircl {\lgx{E253}\relax}
\newcommand \DottedRightTriangle {\lgx{E254}\relax}
\newcommand \DottedLeftTriangle {\lgx{E255}\relax}
\newcommand \DottedDownTriangle {\lgx{E256}\relax}
\newcommand \DottedUpTriangle {\lgx{E257}\relax}
\newcommand \DottedSmallCircle {\lgx{E258}\relax}
\newcommand \DottedVerySmallCircle {\lgx{E259}\relax}
\newcommand \DottedLozenge {\lgx{E25A}\relax}
\newcommand \DottedCurvedDiamond {\lgx{E25B}\relax}
\newcommand \DottedVerySmallSquare {\lgx{E25C}\relax}
\newcommand \DottedLeftArrowHead {\lgx{E25D}\relax}
\newcommand \DottedRightArrowHead {\lgx{E25E}\relax}
\newcommand \DottedRightCurvedArrowHead {\lgx{E25F}\relax}
\newcommand \WhiteSquareContainingBlackSquare {\lgx{E260}\relax}
\newcommand \WhiteSquareRoundCornersContainingBlackSquare {\lgx{E261}\relax}
\newcommand \WhiteDiamondContainingBlackDiamond {\lgx{E262}\relax}
\newcommand \WhiteCircleContainingBlackCircle {\lgx{E263}\relax}
\newcommand \WhiteRightTriangleContainingBlackRightTriangle {\lgx{E264}\relax}
\newcommand \WhiteLeftTriangleContainingBlackLeftTriangle {\lgx{E265}\relax}
\newcommand \WhiteDownTriangleContainingBlackDownTriangle {\lgx{E266}\relax}
\newcommand \WhiteUpTriangleContainingBlackUpTriangle {\lgx{E267}\relax}
\newcommand \WhiteSmallCircleContainingBlackCircle {\lgx{E268}\relax}
\newcommand \WhiteVerySmallCircleContainingBlackCircle {\lgx{E269}\relax}
\newcommand \WhiteLozengeContainingBlackLozenge {\lgx{E26A}\relax}
\newcommand \WhiteCurvedDiamondContainingBlackDiamond {\lgx{E26B}\relax}
\newcommand \WhiteVerySmallSquareContainingBlackSquare {\lgx{E26C}\relax}
\newcommand \WhiteReallySmallCircle {\lgx{E26D}\relax}
\newcommand \WhiteReallySmallSquare {\lgx{E26E}\relax}
\newcommand \WhiteReallySmallDiamond {\lgx{E26F}\relax}
\newcommand \HorizontallyDividedSquare {\lgx{E270}\relax}
\newcommand \HorizontallyDividedSquareRoundCorners {\lgx{E271}\relax}
\newcommand \HorizontallyDividedDiamond {\lgx{E272}\relax}
\newcommand \HorizontallyDividedCircle {\lgx{E273}\relax}
\newcommand \HorizontallyDividedRightTriangle {\lgx{E274}\relax}
\newcommand \HorizontallyDividedLeftTriangle {\lgx{E275}\relax}
\newcommand \HorizontallyDividedDownTriangle {\lgx{E276}\relax}
\newcommand \HorizontallyDividedUpTriangle {\lgx{E277}\relax}
\newcommand \HorizontallyDividedSmallCircle {\lgx{E278}\relax}
\newcommand \HorizontallyDividedVerySmallCircle {\lgx{E279}\relax}
\newcommand \HorizontallyDividedLozenge {\lgx{E27A}\relax}
\newcommand \HorizontallyDividedCurvedDiamond {\lgx{E27B}\relax}
\newcommand \HorizontallyDividedVerySmallSquare {\lgx{E27C}\relax}
\newcommand \BlackReallySmallCircle {\lgx{E27D}\relax}
\newcommand \BlackReallySmallSquare {\lgx{E27E}\relax}
\newcommand \BlackReallySmallDiamond {\lgx{E27F}\relax}
\newcommand \VerticallyDividedSquare {\lgx{E280}\relax}
\newcommand \VerticallyDividedSquareRoundCorners {\lgx{E281}\relax}
\newcommand \VerticallyDividedDiamond {\lgx{E282}\relax}
\newcommand \VerticallyDividedCircle {\lgx{E283}\relax}
\newcommand \VerticallyDividedRightTriangle {\lgx{E284}\relax}
\newcommand \VerticallyDividedLeftTriangle {\lgx{E285}\relax}
\newcommand \VerticallyDividedDownTriangle {\lgx{E286}\relax}
\newcommand \VerticallyDividedUpTriangle {\lgx{E287}\relax}
\newcommand \VerticallyDividedSmallCircle {\lgx{E288}\relax}
\newcommand \VerticallyDividedVerySmallCircle {\lgx{E289}\relax}
\newcommand \VerticallyDividedLozenge {\lgx{E28A}\relax}
\newcommand \VerticallyDividedCurvedDiamond {\lgx{E28B}\relax}
\newcommand \VerticallyDividedVerySmallSquare {\lgx{E28C}\relax}
\newcommand \QuarteredSquare {\lgx{E290}\relax}
\newcommand \QuarteredSquareRoundCorners {\lgx{E291}\relax}
\newcommand \QuarteredDiamond {\lgx{E292}\relax}
\newcommand \QuarteredCircle {\lgx{E293}\relax}
\newcommand \QuarteredRightTriangle {\lgx{E294}\relax}
\newcommand \QuarteredLeftTriangle {\lgx{E295}\relax}
\newcommand \QuarteredDownTriangle {\lgx{E296}\relax}
\newcommand \QuarteredUpTriangle {\lgx{E297}\relax}
\newcommand \QuarteredSmallCircle {\lgx{E298}\relax}
\newcommand \QuarteredVerySmallCircle {\lgx{E299}\relax}
\newcommand \QuartedLozenge {\lgx{E29A}\relax}
\newcommand \QuarteredCurvedDiamond {\lgx{E29B}\relax}
\newcommand \QuarteredVerySmallSquare {\lgx{E29C}\relax}
\newcommand \DownSlashedSquare {\lgx{E2A0}\relax}
\newcommand \DownSlashedSquareRoundCorners {\lgx{E2A1}\relax}
\newcommand \DownSlashedDiamond {\lgx{E2A2}\relax}
\newcommand \DownSlashedCircle {\lgx{E2A3}\relax}
\newcommand \DownSlashedRightTriangle {\lgx{E2A4}\relax}
\newcommand \DownSlashedLeftTriangle {\lgx{E2A5}\relax}
\newcommand \DownSlashedDownTriangle {\lgx{E2A6}\relax}
\newcommand \DownSlashedUpTriangle {\lgx{E2A7}\relax}
\newcommand \DownSlashedSmallCircle {\lgx{E2A8}\relax}
\newcommand \DownSlashedVerySmallCircle {\lgx{E2A9}\relax}
\newcommand \DownSlashedLozenge {\lgx{E2AA}\relax}
\newcommand \DownSlashedCurvedDiamond {\lgx{E2AB}\relax}
\newcommand \DownSlashedVerySmallSquare {\lgx{E2AC}\relax}
\newcommand \UpSlashedSquare {\lgx{E2B0}\relax}
\newcommand \UpSlahsedSquareRoundCorners {\lgx{E2B1}\relax}
\newcommand \UpSlashedDiamond {\lgx{E2B2}\relax}
\newcommand \UpSlashedCircle {\lgx{E2B3}\relax}
\newcommand \UpSlashedRightTriangle {\lgx{E2B4}\relax}
\newcommand \UpSlashedLeftTriangle {\lgx{E2B5}\relax}
\newcommand \UpSlashedDownTriangle {\lgx{E2B6}\relax}
\newcommand \UpSlashedUpTriangle {\lgx{E2B7}\relax}
\newcommand \UpSlashedSmallCircle {\lgx{E2B8}\relax}
\newcommand \UpSlashedVerySmallCircle {\lgx{E2B9}\relax}
\newcommand \UpSlashedLozenge {\lgx{E2BA}\relax}
\newcommand \UpSlashedCurvedDiamond {\lgx{E2BB}\relax}
\newcommand \UpSlashedVerySmallSquare {\lgx{E2BC}\relax}
\newcommand \CrossedSquare {\lgx{E2C0}\relax}
\newcommand \CrossedSquareRoundCorners {\lgx{E2C1}\relax}
\newcommand \CrossedDiamond {\lgx{E2C2}\relax}
\newcommand \CrossedCircle {\lgx{E2C3}\relax}
\newcommand \CrossedRightTriangle {\lgx{E2C4}\relax}
\newcommand \CrossedLeftTriangle {\lgx{E2C5}\relax}
\newcommand \CrossedDownTriangle {\lgx{E2C6}\relax}
\newcommand \CrossedUpTriangle {\lgx{E2C7}\relax}
\newcommand \CrossedSmallCircle {\lgx{E2C8}\relax}
\newcommand \CrossedVerySmallCircle {\lgx{E2C9}\relax}
\newcommand \CrossedLozenge {\lgx{E2CA}\relax}
\newcommand \CrossedCurvedDiamond {\lgx{E2CB}\relax}
\newcommand \CrossedVerySmallSquare {\lgx{E2CC}\relax}
\newcommand \LBlackSquare {\lgx{E2D0}\relax}
\newcommand \LBlackSquareRoundCorners {\lgx{E2D1}\relax}
\newcommand \LBlackDiamond {\lgx{E2D2}\relax}
\newcommand \LBlackCircle {\lgx{E2D3}\relax}
\newcommand \LBlackRightTriangle {\lgx{E2D4}\relax}
\newcommand \LBlackLeftTriangle {\lgx{E2D5}\relax}
\newcommand \LBlackDownTriangle {\lgx{E2D6}\relax}
\newcommand \LBlackUpTriangle {\lgx{E2D7}\relax}
\newcommand \LBlackSmallCircle {\lgx{E2D8}\relax}
\newcommand \LBlackVerySmallCircle {\lgx{E2D9}\relax}
\newcommand \LBlackLozenge {\lgx{E2DA}\relax}
\newcommand \LBlackCurvedDiamond {\lgx{E2DB}\relax}
\newcommand \LBlackVerySmallSquare {\lgx{E2DC}\relax}
\newcommand \LBlackLeftArrowHead {\lgx{E2DD}\relax}
\newcommand \LBlackRightArrowHead {\lgx{E2DE}\relax}
\newcommand \LBlackRightCurvedArrowHead {\lgx{E2DF}\relax}
\newcommand \LWhiteSquare {\lgx{E2E0}\relax}
\newcommand \LWhiteSquareRoundCorners {\lgx{E2E1}\relax}
\newcommand \LWhiteDiamond {\lgx{E2E2}\relax}
\newcommand \LWhiteCircle {\lgx{E2E3}\relax}
\newcommand \LWhiteRightTriangle {\lgx{E2E4}\relax}
\newcommand \LWhiteLeftTriangle {\lgx{E2E5}\relax}
\newcommand \LWhiteDownTriangle {\lgx{E2E6}\relax}
\newcommand \LWhiteUpTriangle {\lgx{E2E7}\relax}
\newcommand \LWhiteSmallCircle {\lgx{E2E8}\relax}
\newcommand \LWhiteVerySmallCircle {\lgx{E2E9}\relax}
\newcommand \LWhiteLozenge {\lgx{E2EA}\relax}
\newcommand \LWhiteCurvedDiamond {\lgx{E2EB}\relax}
\newcommand \LWhiteVerySmallSquare {\lgx{E2EC}\relax}
\newcommand \LWhiteLeftArrowHead {\lgx{E2ED}\relax}
\newcommand \LWhiteRightArrowHead {\lgx{E2EE}\relax}
\newcommand \LWhiteRightCurvedArrowHead {\lgx{E2EF}\relax}
\newcommand \WhiteCircleA {\lgx{E3C0}\relax}
\newcommand \WhiteCircleB {\lgx{E3D0}\relax}
\newcommand \WhiteCircleC {\lgx{E3E0}\relax}
\newcommand \WhiteCircleD {\lgx{E3F0}\relax}
\newcommand \WhiteCircleE {\lgx{E400}\relax}
\newcommand \WhiteCircleF {\lgx{E410}\relax}
\newcommand \WhiteCircleG {\lgx{E420}\relax}
\newcommand \WhiteCircleH {\lgx{E430}\relax}
\newcommand \WhiteCircleI {\lgx{E440}\relax}
\newcommand \BlackCircleA {\lgx{E3C8}\relax}
\newcommand \BlackCircleB {\lgx{E3D8}\relax}
\newcommand \BlackCircleC {\lgx{E3E8}\relax}
\newcommand \BlackCircleD {\lgx{E3F8}\relax}
\newcommand \BlackCircleE {\lgx{E408}\relax}
\newcommand \BlackCircleF {\lgx{E418}\relax}
\newcommand \BlackCircleG {\lgx{E428}\relax}
\newcommand \BlackCircleH {\lgx{E438}\relax}
\newcommand \BlackCircleI {\lgx{E448}\relax}
\newcommand \WhiteSquareA {\lgx{E3C1}\relax}
\newcommand \WhiteSquareB {\lgx{E3D1}\relax}
\newcommand \WhiteSquareC {\lgx{E3E1}\relax}
\newcommand \WhiteSquareD {\lgx{E3F1}\relax}
\newcommand \WhiteSquareE {\lgx{E401}\relax}
\newcommand \WhiteSquareF {\lgx{E411}\relax}
\newcommand \WhiteSquareG {\lgx{E421}\relax}
\newcommand \WhiteSquareH {\lgx{E431}\relax}
\newcommand \WhiteSquareI {\lgx{E441}\relax}
\newcommand \BlackSquareA {\lgx{E3C9}\relax}
\newcommand \BlackSquareB {\lgx{E3D9}\relax}
\newcommand \BlackSquareC {\lgx{E3E9}\relax}
\newcommand \BlackSquareD {\lgx{E3F9}\relax}
\newcommand \BlackSquareE {\lgx{E409}\relax}
\newcommand \BlackSquareF {\lgx{E419}\relax}
\newcommand \BlackSquareG {\lgx{E429}\relax}
\newcommand \BlackSquareH {\lgx{E439}\relax}
\newcommand \BlackSquareI {\lgx{E449}\relax}
\newcommand \WhiteDiamondA {\lgx{E3C2}\relax}
\newcommand \WhiteDiamondB {\lgx{E3D2}\relax}
\newcommand \WhiteDiamondC {\lgx{E3E2}\relax}
\newcommand \WhiteDiamondD {\lgx{E3F2}\relax}
\newcommand \WhiteDiamondE {\lgx{E402}\relax}
\newcommand \WhiteDiamondF {\lgx{E412}\relax}
\newcommand \WhiteDiamondG {\lgx{E422}\relax}
\newcommand \WhiteDiamondH {\lgx{E432}\relax}
\newcommand \WhiteDiamondI {\lgx{E442}\relax}
\newcommand \BlackDiamondA {\lgx{E3CA}\relax}
\newcommand \BlackDiamondB {\lgx{E3DA}\relax}
\newcommand \BlackDiamondC {\lgx{E3EA}\relax}
\newcommand \BlackDiamondD {\lgx{E3FA}\relax}
\newcommand \BlackDiamondE {\lgx{E40A}\relax}
\newcommand \BlackDiamondF {\lgx{E41A}\relax}
\newcommand \BlackDiamondG {\lgx{E42A}\relax}
\newcommand \BlackDiamondH {\lgx{E43A}\relax}
\newcommand \BlackDiamondI {\lgx{E44A}\relax}
\newcommand \WhiteRightTriangleA {\lgx{E3C3}\relax}
\newcommand \WhiteRightTriangleB {\lgx{E3D3}\relax}
\newcommand \WhiteRightTriangleC {\lgx{E3E3}\relax}
\newcommand \WhiteRightTriangleD {\lgx{E3F3}\relax}
\newcommand \WhiteRightTriangleE {\lgx{E403}\relax}
\newcommand \WhiteRightTriangleF {\lgx{E413}\relax}
\newcommand \WhiteRightTriangleG {\lgx{E423}\relax}
\newcommand \WhiteRightTriangleH {\lgx{E433}\relax}
\newcommand \WhiteRightTriangleI {\lgx{E443}\relax}
\newcommand \BlackRightTriangleA {\lgx{E3CB}\relax}
\newcommand \BlackRightTriangleB {\lgx{E3DB}\relax}
\newcommand \BlackRightTriangleC {\lgx{E3EB}\relax}
\newcommand \BlackRightTriangleD {\lgx{E3FB}\relax}
\newcommand \BlackRightTriangleE {\lgx{E40B}\relax}
\newcommand \BlackRightTriangleF {\lgx{E41B}\relax}
\newcommand \BlackRightTriangleG {\lgx{E42B}\relax}
\newcommand \BlackRightTriangleH {\lgx{E43B}\relax}
\newcommand \BlackRightTriangleI {\lgx{E44B}\relax}
\newcommand \WhiteLeftTriangleA {\lgx{E3C4}\relax}
\newcommand \WhiteLeftTriangleB {\lgx{E3D4}\relax}
\newcommand \WhiteLeftTriangleC {\lgx{E3E4}\relax}
\newcommand \WhiteLeftTriangleD {\lgx{E3F4}\relax}
\newcommand \WhiteLeftTriangleE {\lgx{E404}\relax}
\newcommand \WhiteLeftTriangleF {\lgx{E414}\relax}
\newcommand \WhiteLeftTriangleG {\lgx{E424}\relax}
\newcommand \WhiteLeftTriangleH {\lgx{E434}\relax}
\newcommand \WhiteLeftTriangleI {\lgx{E444}\relax}
\newcommand \BlackLeftTriangleA {\lgx{E3CC}\relax}
\newcommand \BlackLeftTriangleB {\lgx{E3DC}\relax}
\newcommand \BlackLeftTriangleC {\lgx{E3EC}\relax}
\newcommand \BlackLeftTriangleD {\lgx{E3FC}\relax}
\newcommand \BlackLeftTriangleE {\lgx{E40C}\relax}
\newcommand \BlackLeftTriangleF {\lgx{E41C}\relax}
\newcommand \BlackLeftTriangleG {\lgx{E42C}\relax}
\newcommand \BlackLeftTriangleH {\lgx{E43C}\relax}
\newcommand \BlackLeftTriangleI {\lgx{E44C}\relax}
\newcommand \WhiteUpTriangleA {\lgx{E3C5}\relax}
\newcommand \WhiteUpTriangleB {\lgx{E3D5}\relax}
\newcommand \WhiteUpTriangleC {\lgx{E3E5}\relax}
\newcommand \WhiteUpTriangleD {\lgx{E3F5}\relax}
\newcommand \WhiteUpTriangleE {\lgx{E405}\relax}
\newcommand \WhiteUpTriangleF {\lgx{E415}\relax}
\newcommand \WhiteUpTriangleG {\lgx{E425}\relax}
\newcommand \WhiteUpTriangleH {\lgx{E435}\relax}
\newcommand \WhiteUpTriangleI {\lgx{E445}\relax}
\newcommand \BlackUpTriangleA {\lgx{E3CD}\relax}
\newcommand \BlackUpTriangleB {\lgx{E3DD}\relax}
\newcommand \BlackUpTriangleC {\lgx{E3ED}\relax}
\newcommand \BlackUpTriangleD {\lgx{E3FD}\relax}
\newcommand \BlackUpTriangleE {\lgx{E40D}\relax}
\newcommand \BlackUpTriangleF {\lgx{E41D}\relax}
\newcommand \BlackUpTriangleG {\lgx{E42D}\relax}
\newcommand \BlackUpTriangleH {\lgx{E43D}\relax}
\newcommand \BlackUpTriangleI {\lgx{E44D}\relax}
\newcommand \WhiteDownTriangleA {\lgx{E3C6}\relax}
\newcommand \WhiteDownTriangleB {\lgx{E3D6}\relax}
\newcommand \WhiteDownTriangleC {\lgx{E3E6}\relax}
\newcommand \WhiteDownTriangleD {\lgx{E3F6}\relax}
\newcommand \WhiteDownTriangleE {\lgx{E406}\relax}
\newcommand \WhiteDownTriangleF {\lgx{E416}\relax}
\newcommand \WhiteDownTriangleG {\lgx{E426}\relax}
\newcommand \WhiteDownTriangleH {\lgx{E436}\relax}
\newcommand \WhiteDownTriangleI {\lgx{E446}\relax}
\newcommand \BlackDownTriangleA {\lgx{E3CE}\relax}
\newcommand \BlackDownTriangleB {\lgx{E3DE}\relax}
\newcommand \BlackDownTriangleC {\lgx{E3EE}\relax}
\newcommand \BlackDownTriangleD {\lgx{E3FE}\relax}
\newcommand \BlackDownTriangleE {\lgx{E40E}\relax}
\newcommand \BlackDownTriangleF {\lgx{E41E}\relax}
\newcommand \BlackDownTriangleG {\lgx{E42E}\relax}
\newcommand \BlackDownTriangleH {\lgx{E43E}\relax}
\newcommand \BlackDownTriangleI {\lgx{E44E}\relax}
% - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
%
% Define alphanumeric symbols. Twenty scripts are provided. Some of these
% overlap with the math fonts provided by STIX2 with minor differences. In
% particular, every Latin script has an associated set of digits, which as
% far as possible match the font. Unicode does not provide all sets of digits
% and for some scripts may omit some letters. Additionally, the main three
% scripts: sans-serif, slab serif and normal serif all are represented as
% upright, italic/slanted, bold, and bold italic/slanted.
%
% Each script is identified by three letters.The first two letters
% provide the major classification of the font.
%
% sa - Sans serif
% sl - Slab serif
% sr - Normal serif
% cl - Calligraphic
% bl - Blackboard
% fr - Fraktur
% mn - Monospace
% gr - Greek
%
% The first letter is upper case for bold scripts and otherwise lower case. The
% third letter is either 'u' for upright or 'i' for italic / slanted. Except for
% Sans serif, slab serif and normal serif not all of the four script styles are
% present.
%
% The complete list of scripts is:
%
% Sans serif font. sau
% Sans serif, italic font. sai
% Sans serif, bold font. Sau
% Sans serif, bold, oblique font. Sai
%
% Slab serif font. slu
% Slab serif, italic font. sli
% Slab serif, bold font. Slu
% Slab serif, bold, oblique font. Sli
%
% Normal serif font. sru
% Normal serif, italic font. sri
% Normal serif, bold font. Sru
% Normal serif, bold, italic font. Sri
%
% Calligraphic script font. cli
% Calligraphic script bold font. Cli
%
% Fraktur font. fru
% Fraktur bold font. Fru
%
% Monospace slab-serif font. mnu
% Monospace serif, italic font. mni
%
% Greek font. gru
% Greek, italic font. gri
%
% Blackboard font. blu
%
% Individual letters are available as xxx<name> where xxx is one of the
% above and <name> is the letter and for latin scripts is one of: zero, one,
% two, three, four, five, six, seven, eight, nine, a-z or A-Z. Thus, for
% example, SluX is a slab serif, bold upper case 'X'. In addition to the
% scripts listed above, "Knt" is the same as "mni" except that each digit
% or letter is raised by 0.433em, and is intended for use with the Knt
% symbols.
%
% Each script has a symXxx and mathXxx macro which can be used in math mode
% where 'Xxx' is the three letters that identify the script. So, the slab serif
% bold font has the symSlu and mathSlu macros. Unlike the unicode-math package,
% these scripts do not provide the \partial and \nabla symbols. Also unlike the
% unicode-math package, the Greek scripts do not change due to context. The symmni
% and mathmni macros space out adjacent letters unlike the the other macros and
% are raised by 0.433em to match the Knt symbols.
%
% Synonyms for some of the symXxx macros are provided for use in logic.
%
% \prop \symsau Upright sans-serif variables.
% \propi \symsai Italic sans-serif variables.
% \meta \symSau Bold sans-serif variables.
% \metai \symSai Bold, italic sans-serif variables.
%
% \bnch \symslu Upright slab-serif variables.
% \bnchi \symsli Italic slab-serif variables.
% \bnchb \symSlu Bold slab-serif variables.
% \bnchbi \symSli Bold, italic slab-serif variables.
%
% \vrbl \symsru Upright serif variables.
% \vrbli \symsri Italic serif variables.
% \vrblb \symSru Bold serif variables.
% \vrblbi \symSri Bold, italic serif variables.
%
% \vrblc \symcli Calligraphic variables.
% \vrblC \symCli Calligraphic bold variables.
%
% \vrblf \symfru Fraktur variables.
% \vrblF \symFru Bold, Fraktur variables.
%
% \vrbld \symblu Blackboard / double struck variables
%
% \mono \symmnu Monospace slab-serif variables.
%
\newcommand \defineLatinScriptMacro[3] {%
\Umathcode "30 = "#3 \symLogix \numexpr "#1 + "30\relax%
\Umathcode "31 = "#3 \symLogix \numexpr "#1 + "31\relax%
\Umathcode "32 = "#3 \symLogix \numexpr "#1 + "32\relax%
\Umathcode "33 = "#3 \symLogix \numexpr "#1 + "33\relax%
\Umathcode "34 = "#3 \symLogix \numexpr "#1 + "34\relax%
\Umathcode "35 = "#3 \symLogix \numexpr "#1 + "35\relax%
\Umathcode "36 = "#3 \symLogix \numexpr "#1 + "36\relax%
\Umathcode "37 = "#3 \symLogix \numexpr "#1 + "37\relax%
\Umathcode "38 = "#3 \symLogix \numexpr "#1 + "38\relax%
\Umathcode "39 = "#3 \symLogix \numexpr "#1 + "39\relax%
%
\Umathcode "41 = "#3 \symLogix \numexpr "#2 + "41\relax%
\Umathcode "42 = "#3 \symLogix \numexpr "#2 + "42\relax%
\Umathcode "43 = "#3 \symLogix \numexpr "#2 + "43\relax%
\Umathcode "44 = "#3 \symLogix \numexpr "#2 + "44\relax%
\Umathcode "45 = "#3 \symLogix \numexpr "#2 + "45\relax%
\Umathcode "46 = "#3 \symLogix \numexpr "#2 + "46\relax%
\Umathcode "47 = "#3 \symLogix \numexpr "#2 + "47\relax%
\Umathcode "48 = "#3 \symLogix \numexpr "#2 + "48\relax%
\Umathcode "49 = "#3 \symLogix \numexpr "#2 + "49\relax%
\Umathcode "4A = "#3 \symLogix \numexpr "#2 + "4A\relax%
\Umathcode "4B = "#3 \symLogix \numexpr "#2 + "4B\relax%
\Umathcode "4C = "#3 \symLogix \numexpr "#2 + "4C\relax%
\Umathcode "4D = "#3 \symLogix \numexpr "#2 + "4D\relax%
\Umathcode "4E = "#3 \symLogix \numexpr "#2 + "4E\relax%
\Umathcode "4F = "#3 \symLogix \numexpr "#2 + "4F\relax%
\Umathcode "50 = "#3 \symLogix \numexpr "#2 + "50\relax%
\Umathcode "51 = "#3 \symLogix \numexpr "#2 + "51\relax%
\Umathcode "52 = "#3 \symLogix \numexpr "#2 + "52\relax%
\Umathcode "53 = "#3 \symLogix \numexpr "#2 + "53\relax%
\Umathcode "54 = "#3 \symLogix \numexpr "#2 + "54\relax%
\Umathcode "55 = "#3 \symLogix \numexpr "#2 + "55\relax%
\Umathcode "56 = "#3 \symLogix \numexpr "#2 + "56\relax%
\Umathcode "57 = "#3 \symLogix \numexpr "#2 + "57\relax%
\Umathcode "58 = "#3 \symLogix \numexpr "#2 + "58\relax%
\Umathcode "59 = "#3 \symLogix \numexpr "#2 + "59\relax%
\Umathcode "5A = "#3 \symLogix \numexpr "#2 + "5A\relax%
%
\Umathcode "61 = "#3 \symLogix \numexpr "#2 + "61\relax%
\Umathcode "62 = "#3 \symLogix \numexpr "#2 + "62\relax%
\Umathcode "63 = "#3 \symLogix \numexpr "#2 + "63\relax%
\Umathcode "64 = "#3 \symLogix \numexpr "#2 + "64\relax%
\Umathcode "65 = "#3 \symLogix \numexpr "#2 + "65\relax%
\Umathcode "66 = "#3 \symLogix \numexpr "#2 + "66\relax%
\Umathcode "67 = "#3 \symLogix \numexpr "#2 + "67\relax%
\Umathcode "68 = "#3 \symLogix \numexpr "#2 + "68\relax%
\Umathcode "69 = "#3 \symLogix \numexpr "#2 + "69\relax%
\Umathcode "6A = "#3 \symLogix \numexpr "#2 + "6A\relax%
\Umathcode "6B = "#3 \symLogix \numexpr "#2 + "6B\relax%
\Umathcode "6C = "#3 \symLogix \numexpr "#2 + "6C\relax%
\Umathcode "6D = "#3 \symLogix \numexpr "#2 + "6D\relax%
\Umathcode "6E = "#3 \symLogix \numexpr "#2 + "6E\relax%
\Umathcode "6F = "#3 \symLogix \numexpr "#2 + "6F\relax%
\Umathcode "70 = "#3 \symLogix \numexpr "#2 + "70\relax%
\Umathcode "71 = "#3 \symLogix \numexpr "#2 + "71\relax%
\Umathcode "72 = "#3 \symLogix \numexpr "#2 + "72\relax%
\Umathcode "73 = "#3 \symLogix \numexpr "#2 + "73\relax%
\Umathcode "74 = "#3 \symLogix \numexpr "#2 + "74\relax%
\Umathcode "75 = "#3 \symLogix \numexpr "#2 + "75\relax%
\Umathcode "76 = "#3 \symLogix \numexpr "#2 + "76\relax%
\Umathcode "77 = "#3 \symLogix \numexpr "#2 + "77\relax%
\Umathcode "78 = "#3 \symLogix \numexpr "#2 + "78\relax%
\Umathcode "79 = "#3 \symLogix \numexpr "#2 + "79\relax%
\Umathcode "7A = "#3 \symLogix \numexpr "#2 + "7A\relax}
\newcommand \defineLatinScript[3] {%
\expandafter\def\csname #1zero\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#2 + "30}}% Latin digit 0
\expandafter\def\csname #1one\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#2 + "31}}% Latin digit 1
\expandafter\def\csname #1two\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#2 + "32}}% Latin digit 2
\expandafter\def\csname #1three\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#2 + "33}}% Latin digit 3
\expandafter\def\csname #1four\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#2 + "34}}% Latin digit 4
\expandafter\def\csname #1five\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#2 + "35}}% Latin digit 5
\expandafter\def\csname #1six\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#2 + "36}}% Latin digit 6
\expandafter\def\csname #1seven\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#2 + "37}}% Latin digit 7
\expandafter\def\csname #1eight\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#2 + "38}}% Latin digit 8
\expandafter\def\csname #1nine\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#2 + "39}}% Latin digit 9
%
\expandafter\def\csname #1A\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "41}}% Latin letter A
\expandafter\def\csname #1B\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "42}}% Latin letter B
\expandafter\def\csname #1C\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "43}}% Latin letter C
\expandafter\def\csname #1D\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "44}}% Latin letter D
\expandafter\def\csname #1E\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "45}}% Latin letter E
\expandafter\def\csname #1F\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "46}}% Latin letter F
\expandafter\def\csname #1G\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "47}}% Latin letter G
\expandafter\def\csname #1H\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "48}}% Latin letter H
\expandafter\def\csname #1I\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "49}}% Latin letter I
\expandafter\def\csname #1J\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "4A}}% Latin letter J
\expandafter\def\csname #1K\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "4B}}% Latin letter K
\expandafter\def\csname #1L\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "4C}}% Latin letter L
\expandafter\def\csname #1M\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "4D}}% Latin letter M
\expandafter\def\csname #1N\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "4E}}% Latin letter N
\expandafter\def\csname #1O\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "4F}}% Latin letter O
\expandafter\def\csname #1P\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "50}}% Latin letter P
\expandafter\def\csname #1Q\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "51}}% Latin letter Q
\expandafter\def\csname #1R\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "52}}% Latin letter R
\expandafter\def\csname #1S\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "53}}% Latin letter S
\expandafter\def\csname #1T\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "54}}% Latin letter T
\expandafter\def\csname #1U\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "55}}% Latin letter U
\expandafter\def\csname #1V\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "56}}% Latin letter V
\expandafter\def\csname #1W\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "57}}% Latin letter W
\expandafter\def\csname #1X\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "58}}% Latin letter X
\expandafter\def\csname #1Y\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "59}}% Latin letter Y
\expandafter\def\csname #1Z\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "5A}}% Latin letter Z
%
\expandafter\def\csname #1a\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "61}}% Latin letter a
\expandafter\def\csname #1b\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "62}}% Latin letter b
\expandafter\def\csname #1c\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "63}}% Latin letter c
\expandafter\def\csname #1d\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "64}}% Latin letter d
\expandafter\def\csname #1e\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "65}}% Latin letter e
\expandafter\def\csname #1f\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "66}}% Latin letter f
\expandafter\def\csname #1g\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "67}}% Latin letter g
\expandafter\def\csname #1h\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "68}}% Latin letter h
\expandafter\def\csname #1i\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "69}}% Latin letter i
\expandafter\def\csname #1j\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "6A}}% Latin letter j
\expandafter\def\csname #1k\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "6B}}% Latin letter k
\expandafter\def\csname #1l\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "6C}}% Latin letter l
\expandafter\def\csname #1m\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "6D}}% Latin letter m
\expandafter\def\csname #1n\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "6E}}% Latin letter n
\expandafter\def\csname #1o\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "6F}}% Latin letter o
\expandafter\def\csname #1p\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "70}}% Latin letter p
\expandafter\def\csname #1q\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "71}}% Latin letter q
\expandafter\def\csname #1r\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "72}}% Latin letter r
\expandafter\def\csname #1s\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "73}}% Latin letter s
\expandafter\def\csname #1t\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "74}}% Latin letter t
\expandafter\def\csname #1u\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "75}}% Latin letter u
\expandafter\def\csname #1v\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "76}}% Latin letter v
\expandafter\def\csname #1w\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "77}}% Latin letter w
\expandafter\def\csname #1x\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "78}}% Latin letter x
\expandafter\def\csname #1y\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "79}}% Latin letter y
\expandafter\def\csname #1z\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#3 + "7A}}}% Latin letter z
\newcommand \defineGreekScriptMacro[2] {%
\Umathcode "391 = "#2 \symLogix \numexpr "#1 + "21\relax% Greek upper case letter Alpha
\Umathcode "392 = "#2 \symLogix \numexpr "#1 + "22\relax% Greek upper case letter Beta
\Umathcode "393 = "#2 \symLogix \numexpr "#1 + "23\relax% Greek upper case letter Gamma
\Umathcode "394 = "#2 \symLogix \numexpr "#1 + "24\relax% Greek upper case letter Delta
\Umathcode "395 = "#2 \symLogix \numexpr "#1 + "25\relax% Greek upper case letter Epsilon
\Umathcode "396 = "#2 \symLogix \numexpr "#1 + "26\relax% Greek upper case letter Zeta
\Umathcode "397 = "#2 \symLogix \numexpr "#1 + "27\relax% Greek upper case letter Eta
\Umathcode "398 = "#2 \symLogix \numexpr "#1 + "28\relax% Greek upper case letter Theta
\Umathcode "399 = "#2 \symLogix \numexpr "#1 + "29\relax% Greek upper case letter Iota
\Umathcode "39A = "#2 \symLogix \numexpr "#1 + "2A\relax% Greek upper case letter Kappa
\Umathcode "39B = "#2 \symLogix \numexpr "#1 + "2B\relax% Greek upper case letter Lambda
\Umathcode "39C = "#2 \symLogix \numexpr "#1 + "2C\relax% Greek upper case letter Mu
\Umathcode "39D = "#2 \symLogix \numexpr "#1 + "2D\relax% Greek upper case letter Nu
\Umathcode "39E = "#2 \symLogix \numexpr "#1 + "2E\relax% Greek upper case letter Xi
\Umathcode "39F = "#2 \symLogix \numexpr "#1 + "2F\relax% Greek upper case letter Omicron
\Umathcode "3A0 = "#2 \symLogix \numexpr "#1 + "30\relax% Greek upper case letter Pi
\Umathcode "3A1 = "#2 \symLogix \numexpr "#1 + "31\relax% Greek upper case letter Rho
\Umathcode "3A3 = "#2 \symLogix \numexpr "#1 + "32\relax% Greek upper case letter Sigma
\Umathcode "3A4 = "#2 \symLogix \numexpr "#1 + "33\relax% Greek upper case letter Tau
\Umathcode "3A5 = "#2 \symLogix \numexpr "#1 + "34\relax% Greek upper case letter Upsilon
\Umathcode "3A6 = "#2 \symLogix \numexpr "#1 + "35\relax% Greek upper case letter Phi
\Umathcode "3A7 = "#2 \symLogix \numexpr "#1 + "36\relax% Greek upper case letter Chi
\Umathcode "3A8 = "#2 \symLogix \numexpr "#1 + "37\relax% Greek upper case letter Psi
\Umathcode "3A9 = "#2 \symLogix \numexpr "#1 + "38\relax% Greek upper case letter Omega
%
\Umathcode "3B1 = "#2 \symLogix \numexpr "#1 + "41\relax% Greek lower case letter alpha
\Umathcode "3B2 = "#2 \symLogix \numexpr "#1 + "42\relax% Greek lower case letter beta
\Umathcode "3B3 = "#2 \symLogix \numexpr "#1 + "43\relax% Greek lower case letter gamma
\Umathcode "3B4 = "#2 \symLogix \numexpr "#1 + "44\relax% Greek lower case letter delta
\Umathcode "3F5 = "#2 \symLogix \numexpr "#1 + "45\relax% Greek lower case letter epsilon
\Umathcode "3B6 = "#2 \symLogix \numexpr "#1 + "46\relax% Greek lower case letter zeta
\Umathcode "3B7 = "#2 \symLogix \numexpr "#1 + "47\relax% Greek lower case letter eta
\Umathcode "3B8 = "#2 \symLogix \numexpr "#1 + "48\relax% Greek lower case letter theta
\Umathcode "3B9 = "#2 \symLogix \numexpr "#1 + "49\relax% Greek lower case letter iota
\Umathcode "3BA = "#2 \symLogix \numexpr "#1 + "4A\relax% Greek lower case letter kappa
\Umathcode "3BB = "#2 \symLogix \numexpr "#1 + "4B\relax% Greek lower case letter lambda
\Umathcode "3BC = "#2 \symLogix \numexpr "#1 + "4C\relax% Greek lower case letter mu
\Umathcode "3BD = "#2 \symLogix \numexpr "#1 + "4D\relax% Greek lower case letter nu
\Umathcode "3BE = "#2 \symLogix \numexpr "#1 + "4E\relax% Greek lower case letter xi
\Umathcode "3BF = "#2 \symLogix \numexpr "#1 + "4F\relax% Greek lower case letter omicron
\Umathcode "3C0 = "#2 \symLogix \numexpr "#1 + "50\relax% Greek lower case letter pi
\Umathcode "3C1 = "#2 \symLogix \numexpr "#1 + "51\relax% Greek lower case letter rho
\Umathcode "3C3 = "#2 \symLogix \numexpr "#1 + "52\relax% Greek lower case letter sigma
\Umathcode "3C4 = "#2 \symLogix \numexpr "#1 + "53\relax% Greek lower case letter tau
\Umathcode "3C5 = "#2 \symLogix \numexpr "#1 + "54\relax% Greek lower case letter upsilon
\Umathcode "3D5 = "#2 \symLogix \numexpr "#1 + "55\relax% Greek lower case letter phi
\Umathcode "3C7 = "#2 \symLogix \numexpr "#1 + "56\relax% Greek lower case letter chi
\Umathcode "3C8 = "#2 \symLogix \numexpr "#1 + "57\relax% Greek lower case letter psi
\Umathcode "3C9 = "#2 \symLogix \numexpr "#1 + "58\relax% Greek lower case letter omega
%
\Umathcode "3B5 = "#2 \symLogix \numexpr "#1 + "65\relax% Greek lower case letter variant varepsilon
\Umathcode "3D1 = "#2 \symLogix \numexpr "#1 + "68\relax% Greek lower case letter variant vartheta
\Umathcode "3D6 = "#2 \symLogix \numexpr "#1 + "70\relax% Greek lower case letter variant varpi
\Umathcode "3F1 = "#2 \symLogix \numexpr "#1 + "71\relax% Greek lower case letter variant varrho
\Umathcode "3C2 = "#2 \symLogix \numexpr "#1 + "72\relax% Greek lower case letter variant varsigma
\Umathcode "3C6 = "#2 \symLogix \numexpr "#1 + "75\relax}% Greek lower case letter variant varphi
\newcommand \defineGreekScript[3] {%
\expandafter\def\csname #1Alpha\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "21}}% Greek upper case Alpha
\expandafter\def\csname #1Beta\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "22}}% Greek upper case Beta
\expandafter\def\csname #1Gamma\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "23}}% Greek upper case Gamma
\expandafter\def\csname #1Delta\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "24}}% Greek upper case Delta
\expandafter\def\csname #1Epsilon\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "25}}% Greek upper case Epsilon
\expandafter\def\csname #1Zeta\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "26}}% Greek upper case Zeta
\expandafter\def\csname #1Eta\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "27}}% Greek upper case Eta
\expandafter\def\csname #1Theta\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "28}}% Greek upper case Theta
\expandafter\def\csname #1Iota\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "29}}% Greek upper case Iota
\expandafter\def\csname #1Kappa\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "2A}}% Greek upper case Kappa
\expandafter\def\csname #1Lambda\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "2B}}% Greek upper case Lambda
\expandafter\def\csname #1Mu\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "2C}}% Greek upper case Mu
\expandafter\def\csname #1Nu\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "2D}}% Greek upper case Nu
\expandafter\def\csname #1Xi\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "2E}}% Greek upper case Xi
\expandafter\def\csname #1Omicron\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "2F}}% Greek upper case Omicron
\expandafter\def\csname #1Pi\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "30}}% Greek upper case Pi
\expandafter\def\csname #1Rho\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "31}}% Greek upper case Rho
\expandafter\def\csname #1Sigma\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "32}}% Greek upper case Sigma
\expandafter\def\csname #1Tau\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "33}}% Greek upper case Tau
\expandafter\def\csname #1Upsilon\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "34}}% Greek upper case Upsilon
\expandafter\def\csname #1Phi\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "35}}% Greek upper case Phi
\expandafter\def\csname #1Chi\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "36}}% Greek upper case Chi
\expandafter\def\csname #1Psi\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "37}}% Greek upper case Psi
\expandafter\def\csname #1Omega\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "38}}% Greek upper case Omega
%
\expandafter\def\csname #1alpha\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "41}}% Greek lower case alpha
\expandafter\def\csname #1beta\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "42}}% Greek lower case beta
\expandafter\def\csname #1gamma\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "43}}% Greek lower case gamma
\expandafter\def\csname #1delta\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "44}}% Greek lower case delta
\expandafter\def\csname #1epsilon\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "45}}% Greek lower case epsilon
\expandafter\def\csname #1zeta\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "46}}% Greek lower case zeta
\expandafter\def\csname #1eta\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "47}}% Greek lower case eta
\expandafter\def\csname #1theta\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "48}}% Greek lower case theta
\expandafter\def\csname #1iota\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "49}}% Greek lower case iota
\expandafter\def\csname #1kappa\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "4A}}% Greek lower case kappa
\expandafter\def\csname #1lambda\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "4B}}% Greek lower case lambda
\expandafter\def\csname #1mu\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "4C}}% Greek lower case mu
\expandafter\def\csname #1nu\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "4D}}% Greek lower case nu
\expandafter\def\csname #1xi\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "4E}}% Greek lower case xi
\expandafter\def\csname #1omicron\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "4F}}% Greek lower case omicron
\expandafter\def\csname #1pi\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "50}}% Greek lower case pi
\expandafter\def\csname #1rho\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "51}}% Greek lower case rho
\expandafter\def\csname #1sigma\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "52}}% Greek lower case sigma
\expandafter\def\csname #1tau\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "53}}% Greek lower case tau
\expandafter\def\csname #1upsilon\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "54}}% Greek lower case upsilon
\expandafter\def\csname #1phi\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "55}}% Greek lower case phi
\expandafter\def\csname #1chi\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "56}}% Greek lower case chi
\expandafter\def\csname #1psi\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "57}}% Greek lower case psi
\expandafter\def\csname #1omega\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "58}}% Greek lower case omega
%
\expandafter\def\csname #1varepsilon\endcsname{\ensuremath{\Umathchar 7 \symLogix \numexpr "#2 + "65}}% Greek lower case variant epsilon
\expandafter\def\csname #1vartheta\endcsname {\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "68}}% Greek lower case variant theta
\expandafter\def\csname #1varpi\endcsname {\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "70}}% Greek lower case variant pi
\expandafter\def\csname #1varrho\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "71}}% Greek lower case variant rho
\expandafter\def\csname #1varsigma\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "72}}% Greek lower case variant sigma
\expandafter\def\csname #1varphi\endcsname{\ensuremath{ \Umathchar 7 \symLogix \numexpr "#2 + "75}}}% Greek lower case variant phi
% Sans serif font.
\newcommand \sauNbrBase {0000}
\newcommand \sauLtrBase {0000}
\defineLatinScript{sau}{\sauNbrBase}{\sauLtrBase}
\newcommand \symsau[1] {{\defineLatinScriptMacro{\sauNbrBase}{\sauLtrBase}{0}\ensuremath{#1}}}
\newcommand \mathsau[1] {{\defineLatinScriptMacro{\sauNbrBase}{\sauLtrBase}{7}\ensuremath{#1}}}
\defineLatinScript{Prop}{\sauNbrBase}{\sauLtrBase}
\newcommand \prop[1] {{\defineLatinScriptMacro{\sauNbrBase}{\sauLtrBase}{0}\ensuremath{#1}}}
% Sans serif, italic font.
\newcommand \saiNbrBase {F000}
\newcommand \saiLtrBase {F000}
\defineLatinScript{sai}{\saiNbrBase}{\saiLtrBase}
\newcommand \symsai[1] {{\defineLatinScriptMacro{\saiNbrBase}{\saiLtrBase}{0}\ensuremath{#1}}}
\newcommand \mathsai[1] {{\defineLatinScriptMacro{\saiNbrBase}{\saiLtrBase}{7}\ensuremath{#1}}}
\defineLatinScript{Propi}{\saiNbrBase}{\saiLtrBase}
\newcommand \propi[1] {{\defineLatinScriptMacro{\saiNbrBase}{\saiLtrBase}{0}\ensuremath{#1}}}
% Sans serif, bold font.
\newcommand \SauNbrBase {F080}
\newcommand \SauLtrBase {F080}
\defineLatinScript{Sau}{\SauNbrBase}{\SauLtrBase}
\newcommand \symSau[1] {{\defineLatinScriptMacro{\SauNbrBase}{\SauLtrBase}{0}\ensuremath{#1}}}
\newcommand \mathSau[1] {{\defineLatinScriptMacro{\SauNbrBase}{\SauLtrBase}{7}\ensuremath{#1}}}
\defineLatinScript{Meta}{\SauNbrBase}{\SauLtrBase}
\newcommand \meta[1] {{\defineLatinScriptMacro{\SauNbrBase}{\SauLtrBase}{0}\ensuremath{#1}}}
% Sans serif, bold, italic font.
\newcommand \SaiNbrBase {F100}
\newcommand \SaiLtrBase {F100}
\defineLatinScript{Sai}{\SaiNbrBase}{\SaiLtrBase}
\newcommand \symSai[1] {{\defineLatinScriptMacro{\SaiNbrBase}{\SaiLtrBase}{0}\ensuremath{#1}}}
\newcommand \mathSai[1] {{\defineLatinScriptMacro{\SaiNbrBase}{\SaiLtrBase}{7}\ensuremath{#1}}}
\defineLatinScript{Metai}{\SaiNbrBase}{\SaiLtrBase}
\newcommand \metai[1] {{\defineLatinScriptMacro{\SaiNbrBase}{\SaiLtrBase}{0}\ensuremath{#1}}}
% Slab serif font.
\newcommand \sluNbrBase {F180}
\newcommand \sluLtrBase {F180}
\defineLatinScript{slu}{\sluNbrBase}{\sluLtrBase}
\newcommand \symslu[1] {{\defineLatinScriptMacro{\sluNbrBase}{\sluLtrBase}{0}\ensuremath{#1}}}
\newcommand \mathslu[1] {{\defineLatinScriptMacro{\sluNbrBase}{\sluLtrBase}{7}\ensuremath{#1}}}
\defineLatinScript{Bnch}{\sluNbrBase}{\sluLtrBase}
\newcommand \bnch[1] {{\defineLatinScriptMacro{\sluNbrBase}{\sluLtrBase}{0}\ensuremath{#1}}}
% Slab serif, italic font.
\newcommand \sliNbrBase {F200}
\newcommand \sliLtrBase {F200}
\defineLatinScript{sli}{\sliNbrBase}{\sliLtrBase}
\newcommand \symsli[1] {{\defineLatinScriptMacro{\sliNbrBase}{\sliLtrBase}{0}\ensuremath{#1}}}
\newcommand \mathsli[1] {{\defineLatinScriptMacro{\sliNbrBase}{\sliLtrBase}{7}\ensuremath{#1}}}
\defineLatinScript{Bnchi}{\sliNbrBase}{\sliLtrBase}
\newcommand \bnchi[1] {{\defineLatinScriptMacro{\sliNbrBase}{\sliLtrBase}{0}\ensuremath{#1}}}
% Slab serif, bold font.
\newcommand \SluNbrBase {F280}
\newcommand \SluLtrBase {F280}
\defineLatinScript{Slu}{\SluNbrBase}{\SluLtrBase}
\newcommand \symSlu[1] {{\defineLatinScriptMacro{\SluNbrBase}{\SluLtrBase}{0}\ensuremath{#1}}}
\newcommand \mathSlu[1] {{\defineLatinScriptMacro{\SluNbrBase}{\SluLtrBase}{7}\ensuremath{#1}}}
\defineLatinScript{Bnchb}{\SluNbrBase}{\SluLtrBase}
\newcommand \bnchb[1] {{\defineLatinScriptMacro{\SluNbrBase}{\SluLtrBase}{0}\ensuremath{#1}}}
% Slab serif, bold, italic font.
\newcommand \SliNbrBase {F300}
\newcommand \SliLtrBase {F300}
\defineLatinScript{Sli}{\SliNbrBase}{\SliLtrBase}
\newcommand \symSli[1] {{\defineLatinScriptMacro{\SliNbrBase}{\SliLtrBase}{0}\ensuremath{#1}}}
\newcommand \mathSli[1] {{\defineLatinScriptMacro{\SliNbrBase}{\SliLtrBase}{7}\ensuremath{#1}}}
\defineLatinScript{Bnchbi}{\SliNbrBase}{\SliLtrBase}
\newcommand \bnchbi[1] {{\defineLatinScriptMacro{\SliNbrBase}{\SliLtrBase}{0}\ensuremath{#1}}}
% Normal serif font.
\newcommand \sruNbrBase {F380}
\newcommand \sruLtrBase {F380}
\defineLatinScript{sru}{\sruNbrBase}{\sruLtrBase}
\newcommand \symsru[1] {{\defineLatinScriptMacro{\sruNbrBase}{\sruLtrBase}{0}\ensuremath{#1}}}
\newcommand \mathsru[1] {{\defineLatinScriptMacro{\sruNbrBase}{\sruLtrBase}{7}\ensuremath{#1}}}
\defineLatinScript{Vrbl}{\sruNbrBase}{\sruLtrBase}
\newcommand \vrbl[1] {{\defineLatinScriptMacro{\sruNbrBase}{\sruLtrBase}{0}\ensuremath{#1}}}
% Normal serif, italic font.
\newcommand \sriNbrBase {F400}
\newcommand \sriLtrBase {F400}
\defineLatinScript{sri}{\sriNbrBase}{\sriLtrBase}
\newcommand \symsri[1] {{\defineLatinScriptMacro{\sriNbrBase}{\sriLtrBase}{0}\ensuremath{#1}}}
\newcommand \mathsri[1] {{\defineLatinScriptMacro{\sriNbrBase}{\sriLtrBase}{7}\ensuremath{#1}}}
\defineLatinScript{Vrbli}{\sriNbrBase}{\sriLtrBase}
\newcommand \vrbli[1] {{\defineLatinScriptMacro{\sriNbrBase}{\sriLtrBase}{0}\ensuremath{#1}}}
% Normal serif, bold font.
\newcommand \SruNbrBase {F480}
\newcommand \SruLtrBase {F480}
\defineLatinScript{Sru}{\SruNbrBase}{\SruLtrBase}
\newcommand \symSru[1] {{\defineLatinScriptMacro{\SruNbrBase}{\SruLtrBase}{0}\ensuremath{#1}}}
\newcommand \mathSru[1] {{\defineLatinScriptMacro{\SruNbrBase}{\SruLtrBase}{7}\ensuremath{#1}}}
\defineLatinScript{Vrblb}{\SruNbrBase}{\SruLtrBase}
\newcommand \vrblb[1] {{\defineLatinScriptMacro{\SruNbrBase}{\SruLtrBase}{0}\ensuremath{#1}}}
% Normal serif, bold, italic font.
\newcommand \SriNbrBase {F500}
\newcommand \SriLtrBase {F500}
\defineLatinScript{Sri}{\SriNbrBase}{\SriLtrBase}
\newcommand \symSri[1] {{\defineLatinScriptMacro{\SriNbrBase}{\SriLtrBase}{0}\ensuremath{#1}}}
\newcommand \mathSri[1] {{\defineLatinScriptMacro{\SriNbrBase}{\SriLtrBase}{7}\ensuremath{#1}}}
\defineLatinScript{Vrblbi}{\SriNbrBase}{\SriLtrBase}
\newcommand \vrblbi[1] {{\defineLatinScriptMacro{\SriNbrBase}{\SriLtrBase}{0}\ensuremath{#1}}}
% Calligraphic script font.
\newcommand \cliNbrBase {F400}
\newcommand \cliLtrBase {F580}
\defineLatinScript{cli}{\cliNbrBase}{\cliLtrBase}
\newcommand \symcli[1] {{\defineLatinScriptMacro{\cliNbrBase}{\cliLtrBase}{0}\ensuremath{#1}}}
\newcommand \mathcli[1] {{\defineLatinScriptMacro{\cliNbrBase}{\cliLtrBase}{7}\ensuremath{#1}}}
\defineLatinScript{Vrblc}{\cliNbrBase}{\cliLtrBase}
\newcommand \vrblc[1] {{\defineLatinScriptMacro{\cliNbrBase}{\cliLtrBase}{0}\ensuremath{#1}}}
% Calligraphic script boldfont.
\newcommand \CliNbrBase {F500}
\newcommand \CliLtrBase {F540}
\defineLatinScript{Cli}{\CliNbrBase}{\CliLtrBase}
\newcommand \symCli[1] {{\defineLatinScriptMacro{\CliNbrBase}{\CliLtrBase}{0}\ensuremath{#1}}}
\newcommand \mathCli[1] {{\defineLatinScriptMacro{\CliNbrBase}{\CliLtrBase}{7}\ensuremath{#1}}}
\defineLatinScript{VrblC}{\CliNbrBase}{\CliLtrBase}
\newcommand \vrblC[1] {{\defineLatinScriptMacro{\CliNbrBase}{\CliLtrBase}{0}\ensuremath{#1}}}
% Fraktur font.
\newcommand \fruNbrBase {F380}
\newcommand \fruLtrBase {F680}
\defineLatinScript{fru}{\fruNbrBase}{\fruLtrBase}
\newcommand \symfru[1] {{\defineLatinScriptMacro{\fruNbrBase}{\fruLtrBase}{0}\ensuremath{#1}}}
\newcommand \mathfru[1] {{\defineLatinScriptMacro{\fruNbrBase}{\fruLtrBase}{7}\ensuremath{#1}}}
\defineLatinScript{Vrblf}{\fruNbrBase}{\fruLtrBase}
\newcommand \vrblf[1] {{\defineLatinScriptMacro{\fruNbrBase}{\fruLtrBase}{0}\ensuremath{#1}}}
% Fraktur bold font.
\newcommand \FruNbrBase {F480}
\newcommand \FruLtrBase {F700}
\defineLatinScript{Fru}{\FruNbrBase}{\FruLtrBase}
\newcommand \symFru[1] {{\defineLatinScriptMacro{\FruNbrBase}{\FruLtrBase}{0}\ensuremath{#1}}}
\newcommand \mathFru[1] {{\defineLatinScriptMacro{\FruNbrBase}{\FruLtrBase}{7}\ensuremath{#1}}}
\defineLatinScript{VrblF}{\FruNbrBase}{\FruLtrBase}
\newcommand \vrblF[1] {{\defineLatinScriptMacro{\FruNbrBase}{\FruLtrBase}{0}\ensuremath{#1}}}
% Monospace slab serif font.
\newcommand \mnuNbrBase {F780}
\newcommand \mnuLtrBase {F780}
\defineLatinScript{mnu}{\mnuNbrBase}{\mnuLtrBase}
\newcommand \symmnu[1] {{\defineLatinScriptMacro{\mnuNbrBase}{\mnuLtrBase}{0}\ensuremath{#1}}}
\newcommand \mathmnu[1] {{\defineLatinScriptMacro{\mnuNbrBase}{\mnuLtrBase}{7}\ensuremath{#1}}}
\defineLatinScript{Mono}{\mnuNbrBase}{\mnuLtrBase}
\newcommand \mono[1] {{\defineLatinScriptMacro{\mnuNbrBase}{\mnuLtrBase}{0}\ensuremath{#1}}}
% Monospace, serif, italic font.
\newcommand \mniNbrBase {EF80}
\newcommand \mniLtrBase {EF80}
\defineLatinScript{mni}{\mniNbrBase}{\mniLtrBase}
\newcommand \symmni[1] {{\defineLatinScriptMacro{\mniNbrBase}{\mniLtrBase}{0}\ensuremath{#1}}}
\newcommand \mathmni[1] {{\defineLatinScriptMacro{\mniNbrBase}{\mniLtrBase}{7}\ensuremath{#1}}}
% Blackboard font.
\newcommand \bluNbrBase {F600}
\newcommand \bluLtrBase {F600}
\defineLatinScript{blu}{\bluNbrBase}{\bluLtrBase}
\newcommand \symblu[1] {{\defineLatinScriptMacro{\bluNbrBase}{\bluLtrBase}{0}\ensuremath{#1}}}
\newcommand \mathblu[1] {{\defineLatinScriptMacro{\bluNbrBase}{\bluLtrBase}{7}\ensuremath{#1}}}
\defineLatinScript{Vrbld}{\bluNbrBase}{\bluLtrBase}
\newcommand \vrbld[1] {{\defineLatinScriptMacro{\bluNbrBase}{\bluLtrBase}{0}\ensuremath{#1}}}
% Greek font.
\newcommand \gruLtrBase {F800}
\defineGreekScript{gru}{\gruLtrBase}
\newcommand \symgru[1] {{\defineGreekScriptMacro{\gruLtrBase}{0}\ensuremath{#1}}}
\newcommand \mathgru[1] {{\defineGreekScriptMacro{\gruLtrBase}{7}\ensuremath{#1}}}
% Greek, italic font.
\newcommand \griLtrBase {F880}
\defineGreekScript{gri}{\griLtrBase}
\newcommand \symgri[1] {{\defineGreekScriptMacro{\griLtrBase}{0}\ensuremath{#1}}}
\newcommand \mathgri[1] {{\defineGreekScriptMacro{\griLtrBase}{7}\ensuremath{#1}}}
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% End of the package.
\endinput
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