% encoding name to TeX mapping, Icon Technology 1995
.notdef 
space ~
exclam !
quotedbl {\tt"}
numbersign \#
dollar \$
percent \%
ampersand \&
quotesingle {\tt\char13}
parenleft #1(
parenright #3)
asterisk *
plus +
comma ,
hyphen -
period .
slash #4/
zero 0
one 1
two 2
three 3
four 4
five 5
six 6
seven 7
eight 8
nine 9
colon :	\colon
semicolon ;
less #1{\tt<}	<
equal =
greater #3{\tt>}	>
question ?
at @
A A
B B
C C
D D
E E
F F
G G
H H
I I
J J
K K
L L
M M
N N
O O
P P
Q Q
R R
S S
T T
U U
V V
W W
X X
Y Y
Z Z
bracketleft #1[
backslash #4{\tt\char92}	\backslash
bracketright #3]
asciicircum #0{\tt\char94}	\hat
underscore \_
grave #0{\tt\char18}	\grave
a a
b b
c c
d d
e e
f f
g g
h h
i i
j j
k k
l l
m m
n n
o o
p p
q q
r r
s s
t t
u u
v v
w w
x x
y y
z z
braceleft #1{\tt\char123}	\{
bar #2{\tt|}	|
braceright #3{\tt\char125}	\}
asciitilde #0{\tt\char126}	\tilde
Wcircumflex \^W
wcircumflex \^w
Ycircumflex \^Y
ycircumflex \^y
ellipsis \dots	\ldots
trademark 	\trademark
perthousand 
bullet 	\bullet
quoteleft `
quoteright '
guilsinglleft 
guilsinglright 
quotedblleft ``
quotedblright ''
quotedblbase ,,
endash --
emdash ---
minus 	-
OE \OE
oe \oe
dagger \dag	\dagger
daggerdbl \ddag	\ddagger
fi fi
fl fl
exclamdown !`
cent \cents
sterling {\it\$}
currency 
yen 
brokenbar 
section \S	{\S}
dieresis #0{\tt\char127}	\ddot
copyright \copyright
ordfeminine 	\ordfeminine
guillemotleft 
logicalnot 	\lnot
registered \registered
macron #0{\tt\char22}	\bar
degree 	{{}^\circ}
plusminus 	\pm
twosuperior 	\twosuperior
threesuperior 	\threesuperior
acute #0{\tt\char19}	\acute
paragraph \P	{\P}
periodcentered 	\cdot
cedilla \c{}
onesuperior 	\onesuperior
ordmasculine 	\ordmasculine
guillemotright 
onequarter 	\onequarter
onehalf 	\onehalf
threequarters 	\threequarters
questiondown ?`
Agrave \`A
Aacute \'A
Acircumflex \^A
Atilde \~A
Adieresis \"A
Aring \AA
AE \AE
Ccedilla \c{C}
Egrave \`E
Eacute \'E
Ecircumflex \^E
Edieresis \"E
Igrave \`I
Iacute \'I
Icircumflex \^I
Idieresis \"I
Eth 
Ntilde \~N
Ograve \`O
Oacute \'O
Ocircumflex \^O
Otilde \~O
Odieresis \"O
multiply 	\times
Oslash \O
Ugrave \`U
Uacute \'U
Ucircumflex \^U
Udieresis \"U
Yacute \'Y
Thorn 
germandbls \ss
agrave \`a
aacute \'a
acircumflex \^a
atilde \~a
adieresis \"a
aring \aa
ae \ae
ccedilla \c{c}
egrave \`e
eacute \'e
ecircumflex \^e
edieresis \"e
igrave \`{\i}
iacute \'{\i}
icircumflex \^{\i}
idieresis \"{\i}
eth 
ntilde \~n
ograve \`o
oacute \'o
ocircumflex \^o
otilde \~o
odieresis \"o
divide 	\div
oslash \o
ugrave \`u
uacute \'u
ucircumflex \^u
udieresis \"u
yacute \'y
thorn 
ydieresis \"y
second 	''
lscript 	\ell
lbar \l
minute 	'
asteriskmath 	*
dotmath 	\cdot
Alpha #6A
Beta #6B
Chi #6X
Delta 	\Delta
Epsilon #6E
Phi 	\Phi
Gamma 	\Gamma
Eta #6H
Iota #6I
theta1 	\vartheta
Kappa #6K
Lambda 	\Lambda
Mu #6M
Nu #6N
Omicron #6O
Pi 	\Pi
Theta 	\Theta
Rho #6P
Sigma 	\Sigma
Tau #6T
Upsilon #6Y
sigma1 	\varsigma
Omega 	\Omega
Xi 	\Xi
Psi 	\Psi
Zeta #6Z
therefore 	\therefore
Upsilon1 	\Upsilon
lambdabar 
alpha 	\alpha
beta 	\beta
chi 	\chi
delta 	\delta
epsilon 	\varepsilon
phi 	\phi
gamma 	\gamma
eta 	\eta
iota 	\iota
phi1 	\varphi
kappa 	\kappa
lambda 	\lambda
mu 	\mu
nu 	\nu
omicron o
pi 	\pi
theta 	\theta
rho 	\rho
sigma 	\sigma
tau 	\tau
upsilon 	\upsilon
omega1 	\varpi
omega 	\omega
xi 	\xi
psi 	\psi
zeta 	\zeta
similar 	\sim
braceex 
bracelefttp 
braceleftmid 
braceleftbt 
parenlefttp 
parenleftex 
parenleftbt 
bracketlefttp #1	\lceil
bracketleftex 
bracketleftbt #1	\lfloor
hbar 	\hbar
fraction #0	\not
florin {\it f}	f
top 	\top
groupproduct 	\circ
minusplus 	\mp
Asteriskaccent 
triangleright 	\triangleright
angle 	\angle
infinity 	\infty
vdash 	\vdash
diamondsymbol 	\diamond
triangle 	\triangle
circledot #5	\odot
circleminus 	\ominus
circintegraldbl 
circintegraltrpl 
arrowdblvertex #2	\|
arrowdblhorizex 
partialdiffbar 
bracerighttp 
bracerightmid 
bracerightbt 
parenrighttp 
parenrightex 
parenrightbt 
bracketrighttp #3	\rceil
bracketrightex 
bracketrightbt #3	\rfloor
carriagereturn 
notequal 	\ne
equivalence 	\equiv
dotequal 	\doteq
approxequal 	\approx
congruent 	\cong
asteriskaccent 
mapsto 	\mapsto
angle1 
proportional 	\propto
models 	\models
square 
integraltp 
integralex 
integralbt 
outerproduct 	\wedge
angleleftsmall 	<
anglebarsmall 	\mid
anglerightsmall 	>
Circumflex #0\^	\hat
Tilde #0\~	\tilde
Dotaccent #0\.	\dot
Dieresis #0\"	\ddot
Macron #0\=	\bar
Arrowaccent #0	\vec
lessequal 	\leq
muchless 	\ll
angleleft 	\langle
integral 	\int
arrowhorizex 
arrowboth 	\leftrightarrow
arrowleft 	\leftarrow
arrowup #2	\uparrow
arrowright 	\rightarrow
arrowdown #2	\downarrow
propersubset 	\subset
reflexsubset 	\subseteq
notsubset 	\not\subset
propersuperset 	\supset
notpropersubset 	\not\supset
intersection 	\cap
circlemultiply #5	\otimes
emptyset 	\emptyset
perpendicular 	\perp
radical 	\surd
gradient 	\nabla
existential 	\exists
universal 	\forall
product 	\prod
summation 	\sum
circumflex #0\^	\hat
tilde #0\~	\tilde
dotaccent #0\.	\dot
arrowaccent #0	\vec
greaterequal 	\geq
muchgreater 	\gg
angleright 	\rangle
circintegral 	\oint
arrowvertex #2	|
arrowdblboth 	\Leftrightarrow
arrowdblleft 	\Leftarrow
arrowdblup #2	\Uparrow
arrowdblright 	\Rightarrow
arrowdbldown #2	\Downarrow
element 	\in
reflexsuperset 	\supseteq
notelement 	\notin
elementright 	\ni
notelementright 	\not\ni
union 	\cup
circleplus #5	\oplus
lozenge 	\diamondsuit
parallel 	\parallel
radicalfull 	\surd
partialdiff 	\partial
logicaland #5	\wedge
logicalor #5	\vee
suchthat 	\owns
radicalex 
dotlogical 	\circ
integral1 	\oint
copyrightserif \copyright
copyrightsans \copyright
trademarkserif 	\trademark
trademarksans 	\trademark
registerserif \registered
registersans \registered
aleph 	\aleph
imath 	\imath
jmath 	\jmath
weierstrass 	\wp
Rfraktur 	\Re
Ifraktur 	\Im
flat 	\flat
natural 	\natural
sharp 	\sharp
club 	\clubsuit
diamond 	\diamondsuit
heart 	\heartsuit
spade 	\spadesuit
