# rtf2troff output sequence map for xroff (Image Network troff)

# Field 1 is the standard character name.  Field 2 is the output sequence
# to produce for that character.

# The output sequence is simply a string of characters.  If it contains
# whitespace, it may be quoted.  If it contains quotes, it may be quoted
# with a different quote character.

# characters in ASCII range (32-127)

space		" "
exclam		!
quotedbl	'"'
numbersign	#
dollar		$
percent		%
ampersand	&
quoteright	"'"
parenleft	(
parenright	)
asterisk	*
plus		+
comma		,
hyphen		-
period		.
slash		/
zero		0
one		1
two		2
three		3
four		4
five		5
six		6
seven		7
eight		8
nine		9
colon		:
semicolon	;
less		<
equal		=
greater		>
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	[
backslash	\e
bracketright	]
asciicircum	^
underscore	_
quoteleft	"`"
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	{
bar		|
braceright	}
asciitilde	~

# greek characters

Alpha		\(*A
Beta		\(*B
Gamma		\(*G
Delta		\(*D
Epsilon		\(*E
Zeta		\(*Z
Eta		\(*Y
Theta		\(*H
Iota		\(*I
Kappa		\(*K
Lambda		\(*L
Mu		\(*M
Nu		\(*N
Xi		\(*C
Omicron		\(*O
Pi		\(*P
Rho		\(*R
Sigma		\(*S
Tau		\(*T
Upsilon		\(*U
Phi		\(*F
Chi		\(*X
Psi		\(*Q
Omega		\(*W

alpha		\(*a
beta		\(*b
gamma		\(*g
delta		\(*d
epsilon		\(*e
zeta		\(*z
eta		\(*y
theta		\(*h
iota		\(*i
kappa		\(*k
lambda		\(*l
mu		\(*m
nu		\(*n
xi		\(*c
omicron		\(*o
pi		\(*p
rho		\(*r
sigma		\(*s
tau		\(*t
upsilon		\(*u
phi		\(*f
chi		\(*x
psi		\(*q
omega		\(*w

varsigma	\(ts

# other special characters

angleleft	<
angleright	>
approxequal	"\(ap"
arrowboth	\(<-\(->
arrowdown	\(da
arrowleft	\(<-
arrowright	\(->
arrowup		\(ua
bullet		"\(bu"
cent		"\(ct"
circumflex	^
copyright	"\(co"
copyrightsans	\(co
dagger		\(dg
daggerdbl	"\(dd"
degree		"\(de"
divide		"\(di"
element		\(mo
ellipsis	...
emdash		\(em
emptyset	\(es
endash		\-
equivalence	\(==
fraction	\(sl
germandbls	\(*b		# fake with beta
gradient	\(gr
greaterequal	\(>=
guillemotleft	<<
guillemotright	>>
guilsinglleft	<
guilsinglright	>
infinity	\(if
integral	\(is
intersection	\(ca
lessequal	\(<=
logicalnot	\(no
mathasterisk	\(**
mathequal	\(eq
mathminus	\(mi
mathnumbersign	#
mathplus	\(pl
mathtilde	\(ap
minus		\-
minute		\(fm
multiply	\(mu
nobrkhyphen	-
nobrkspace	"\ "
notequal	\(!=
onehalf		\(12
onequarter	\(14
plusminus	"\(+-"
propersubset	\(sb
propersuperset	\(sp
proportional	\(pt
radical		\(sr
radicalex	\(rn
reflexsubset	\(ib
reflexsuperset	\(ip
registered	"\(rg"
registersans	\(rg
section		"\(sc"
threequarters	"\(34"
tilde		~
trademark	\(tm
trademarksans	\(tm
union		\(cu
