%%%===========================================================================
%%%  Math macros for TeX input  (form 128=0x80 to 255=0xff)
%%%===========================================================================

%------------------------------------------------------
% Make active characters from 128 (0x80) to 255 (0xff)
%------------------------------------------------------
\newcount\asciiChar
\asciiChar=128
\loop
  \catcode\asciiChar=\active
  \advance\asciiChar by1
  \ifnum\asciiChar<256
\repeat

%-----------------------------
% Fmath characters definition
%-----------------------------
\def�{\bot}		% perpendicular
\def�{\alpha}		% alpha
\def�{\beta}		% beta
\def�{\chi}		% chi
\def�{\delta}		% delta
\def�{\varepsilon}	% epsilon
\def�{\phi}		% phi
\def�{\gamma}		% gamma
\def�{\eta}		% eta
\def�{\iota}		% iota
\def�{\varphi}		% phi1
\def�{\kappa}		% kappa
\def�{\lambda}		% lambda
\def�{\mu}		% mu
\def�{\nu}		% nu
\def�{\lceil}		% bracketlefttp
\def�{\pi}		% pi
\def�{\theta}		% theta
\def�{\rho}		% rho
\def�{\sigma}		% sigma
\def�{\tau}		% tau
\def�{\vartheta}	% theta1
\def�{\varpi}		% omega1
\def�{\omega}		% omega
\def�{\xi}		% xi
\def�{\psi}		% psi
\def�{\zeta}		% zeta
\def�{\lbrace}		% braceleft
\def�{\mid}		% bar
\def�{\rbrace}		% braceright
\def�{\lfloor}		% bracketleftbt
\def�{\rfloor}		% bracketrightbt
\def�{\diamond}		% lozenge
\def�{\Upsilon}		% Upsilon1
\def�{\emptyset}	% emptyset
\def�{\leq}		% lessequal
\def�{\cap}		% intersection
\def�{\infty}		% infinity
\def�{\ddag}		% daggerdbl
\def�{\dag}		% dagger
\def�{^1}		% onesuperior
\def�{^2}		% twosuperior
\def�{^3}		% threesuperior
\def�{\leftrightarrow}	% arrowboth
\def�{\leftarrow}	% arrowleft
\def�{\uparrow}		% arrowup
\def�{\rightarrow}	% arrowright
\def�{\downarrow}	% arrowdown
\def�{^0}		% degree
\def�{\pm}		% plusminus
\def�{\cdot}		% dotmath
\def�{\geq}		% greaterequal
\def�{\times}		% multiply
\def�{\propto}		% proportional
\def�{\partial}		% partialdiff
\def�{\bullet}		% bullet
\def�{\div}		% divide
\def�{\neq}		% notequal
\def�{\equiv}		% equivalence
\def�{\approx}		% approxequal
\def�{\ldots}		% ellipsis
\def�{\ll}		% guillemotleft
\def�{\gg}		% guillemotright
\def�{\rceil}		% bracketrighttp
\def�{\aleph}		% aleph
\def�{\Im}		% Ifraktur
\def�{\Re}		% Rfraktur
\def�{\wp}		% weierstrass
\def�{\otimes}		% circlemultiply
\def�{\oplus}		% circleplus
\def�{\cup}		% union
\def�{\supset}		% propersuperset
\def�{\supseteq}	% reflexsuperset
\def�{\not\subset}	% notsubset
\def�{\subset}		% propersubset
\def�{\subseteq}	% reflexsubset
\def�{\in}		% element
\def�{\notin}		% notelement
\def�{\angle}		% angle
\def�{\nabla}		% gradient
\def�{\forall}		% universal
\def�{\exists}		% existential
\def�{\cong}		% congruent
\def�{\prod}		% product
\def�{\sqrt}		% radical
\def�{\lnot}		% logicalnot
\def�{\land}		% logicaland
\def�{\lor}		% logicalor
\def�{\Leftrightarrow}	% arrowdblboth
\def�{\Leftarrow}	% arrowdblleft
\def�{\Uparrow}		% arrowdblup
\def�{\Rightarrow}	% arrowdblright
\def�{\Downarrow}	% arrowdbldown
\def�{\langle}		% angleleft
\def�{'}		% prime
\def�{\sum}		% summation
\def�{\Gamma}		% Gamma
\def�{\Delta}		% Delta
\def�{\Theta}		% Theta
\def�{\rangle}		% angleright
\def�{\int}		% integral
\def�{\Lambda}		% Lambda
\def�{\Xi}		% Xi
\def�{\Pi}		% Pi
\def�{\Sigma}		% Sigma
\def�{\Phi}		% Phi
\def�{\Psi}		% Psi
\def�{\Omega}		% Omega
