.ll 6.86i
.po -0.28i
.sp 4
.ps 14
.ce
PrintServer Special Character Names
.sp
.ps 10
.TS
center, doublebox;
c | c | c || c | c | c || c | c | c.
Char	Input	Char Name	Char	Input	Char Name	Char	Input	Char Name
_
\(!=	\e(!=	not equal	\(18	\e(18	fraction	\(ga	\e(ga	grave accent
\(!m	\e(!m	not element	\(23	\e(23	fraction	\(gr	\e(gr	gradient
\(!s	\e(!s	not subset	\(34	\e(34	fraction	\(hy	\e(hy	hyphen
\(**	\e(**	math star	\(38	\e(38	fraction	\(ib	\e(ib	reflex subset
\(*A	\e(*A	Alpha	\(58	\e(58	fraction	\(if	\e(if	infinity
\(*B	\e(*B	Beta	\(78	\e(78	fraction	\(im	\e(im	implies
\(*C	\e(*C	Xi	\(:>	\e(:>	dbl right arrow	\(io	\e(io	dbl arrow both ways
\(*D	\e(*D	Delta	\(<-	\e(<-	left arrow	\(ip	\e(ip	reflex superset
\(*E	\e(*E	Epsilon	\(<:	\e(<:	dbl left arrow	\(is	\e(is	integral
\(*F	\e(*F	Phi	\(<=	\e(<=	less than or equal	\(la	\e(la	logical and
\(*G	\e(*G	Gamma	\(<>	\e(<>	left-right arrow	\(lb	\e(lb	left bottom of brace
\(*H	\e(*H	Theta	\(==	\e(==	equivalence	\(lc	\e(lc	left ceiling
\(*I	\e(*I	Iota	\(=~	\e(=~	congruent	\(lf	\e(lf	left floor
\(*K	\e(*K	Kappa	\(>=	\e(>=	greater than or equal	\(lh	\e(lh	left hand
\(*L	\e(*L	Lambda	\(Cc	\e(Cc	club suit	\(lk	\e(lk	left centre of brace
\(*M	\e(*M	Mu	\(Cd	\e(Cd	diamond suit	\(lo	\e(lo	logical or
\(*N	\e(*N	Nu	\(Ch	\e(Ch	heart suit	\(lt	\e(lt	left top of brace
\(*O	\e(*O	Omicron	\(Cs	\e(Cs	spade suit	\(m.	\e(m.	centred dot
\(*P	\e(*P	Pi	\(L<	\e(L<	angle left	\(mi	\e(mi	math minus
\(*Q	\e(*Q	Psi	\(R>	\e(R>	angle right	\(mo	\e(mo	member of
\(*R	\e(*R	Rho	\&\-	\e-	current font minus	\(mt	\e(mt	minute
\(*S	\e(*S	Sigma	\&\^	\e^	1/12 em narrow space	\(mu	\e(mu	multiply
\(*T	\e(*T	Tau	\&\|	\e|	1/6em narrow space	\(nm	\e(nm	not element
\(*U	\e(*U	Upsilon	\(a+	\e(a+	plus in circle	\(no	\e(no	logical not
\(*W	\e(*W	Omega	\(aa	\e(aa	acute	\(or	\e(or	logical or
\(*X	\e(*X	Chi	\(ag	\e(ag	angle	\(pd	\e(pd	partial differential
\(*Y	\e(*Y	Eta	\(al	\e(al	aleph	\(pl	\e(pl	math plus
\(*Z	\e(*Z	Zeta	\(an	\e(an	logical and	\(pp	\e(pp	paragraph
\(*a	\e(*a	alpha	\(ap	\e(ap	approximates	\(pt	\e(pt	proportional
\(*b	\e(*b	beta	\(ax	\e(ax	multiply in circle	\(r1	\e(r1	reversible reaction
\(*c	\e(*c	xi	\(br	\e(br	box rule (matches ru)	\(r2	\e(r2	rev. reaction (dbl arrows)
\(*d	\e(*d	delta	\(bt	\e(bt	perpendicular	\(rb	\e(rb	right bottom of brace
\(*e	\e(*e	eta	\(bu	\e(bu	bullet	\(rc	\e(rc	right ceiling
\(*f	\e(*f	phi	\(bv	\e(bv	bold vertical	\(rf	\e(rf	right floor
\(*g	\e(*g	gamma	\(ca	\e(ca	intersection	\(rg	\e(rg	registered (sans)
\(*h	\e(*h	theta	\(cf	\e(cf	ascii circumflex	\(rh	\e(rh	right hand
\(*i	\e(*i	iota	\(ci	\e(ci	circle	\(rk	\e(rk	right centre of brace
\(*k	\e(*k	kappa	\(cm	\e(cm	such that	\(rn	\e(rn	root en extender
\(*l	\e(*l	lambda	\(co	\e(co	copyright (sans)	\(rt	\e(rt	right top of brace
\(*m	\e(*m	mu	\(cr	\e(cr	carriage return	\(ru	\e(ru	rule (matches br)
\(*n	\e(*n	nu	\(ct	\e(ct	cent	\(sb	\e(sb	proper subset
\(*o	\e(*o	omicron	\(cu	\e(cu	union	\(sc	\e(sc	section
\(*p	\e(*p	pi	\(d=	\e(d=	dbl down arrow	\(sd	\e(sd	second
\(*q	\e(*q	psi	\(da	\e(da	down arrow	\(sl	\e(sl	slash
\(*r	\e(*r	rho	\(dd	\e(dd	double dagger	\(sp	\e(sp	proper superset
\(*s	\e(*s	sigma	\(de	\e(de	degree	\(sq	\e(sq	square (solid if bold)
\(*t	\e(*t	tau	\(dg	\e(dg	dagger	\(sr	\e(sr	radical
\(*u	\e(*u	upsilon	\(di	\e(di	divide	\(st	\e(st	sterling
\(*w	\e(*w	omega	\(dm	\e(dm	lozenge	\(te	\e(te	existential quantifier
\(*x	\e(*x	chi	\(el	\e(el	ellipsis	\(tf	\e(tf	therefore
\(*y	\e(*y	eta	\(em	\e(em	emdash	\(tm	\e(tm	trademark (sans)
\(*z	\e(*z	zeta	\(en	\e(en	endash	\(ts	\e(ts	terminal sigma
\(+-	\e(+-	plus/minus	\(eq	\e(eq	math equals	\(u=	\e(u=	dbl up arrow
\(->	\e(->	right arrow	\(es	\e(es	empty set	\(ua	\e(ua	up arrow
\(..	\e(..	dieresis	\(fa	\e(fa	universal quantifier	\(ul	\e(ul	underscore
\(12	\e(12	fraction	\(fi	\e(f\&i	f\&i ligature	\(ye	\e(ye	yen
\(13	\e(13	fraction	\(fl	\e(f\&l	f\&l ligature	\(~=	\e(~=	approx equal
\(14	\e(14	fraction	\(fm	\e(fm	foot mark	
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