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delim $$ tdefine ciplus % "" % ndefine ciplus % + % tdefine citimes % "" % ndefine citimes % x % tdefine =wig % "=" % ndefine =wig % "~" % tdefine bigstar % "*" % ndefine bigstar % - % tde- fine =dot % "." % ndefine =dot % = dot % tdefine orsign % "|" % ndefine orsign % \/ % tdefine andsign % "^" % ndefine andsign % /\ % tdefine =del % "="e%tndefine =del % = to DELTA % tdefine oppA % "<for all>" % ndefine oppA % - % tdefine oppE %"<there exists>" % ndefine oppE % / % tdefine incl % "--" % nde- fine incl % _ % tdefine nomem % "<element of>" % ndefine nomem % / % tdefine angstrom % "<degree>" % ndefine angstrom % A to o % tdefine star % "*" % ndefine star % * % tdefine <wig % "~" % nde- fine <wig %{ < from "~" }% tdefine >wig % "~" % ndefine >wig %{ > from "~" }% tdefine langle % "" % ndefine langle %<% tdefine ran- gle % "" % ndefine rangle %>% tdefine hbar % "h" % ndefine hbar % - % ndefine ppd % | % tdefine ppd % "^" % tdefine <-> % "" % nde- fine <-> % "<-->" % tdefine <=> % "" % ndefine <=> % "<=>" % tde- fine |< % "|" % ndefine |< % | % tdefine |> % "|" % ndefine |> % > % tdefine ang % "" % ndefine ang % _ % tdefine rang % "_" % ndefine rang % L % tdefine 3dot % "." % ndefine 3dot % . % tde- fine thf % "\" % ndefine thf % .. % tdefine quarter % "1/4" % ndefine quarter % 1/4 % tdefine 3quarter % "3/4" % ndefine 3quar- ter % 3/4 % tdefine degree % <degree> % ndefine degree % nothing sup o % tdefine square % [] % ndefine square % [] % tdefine cir- cle % O % ndefine circle % O % tdefine blot % "" % ndefine blot % X % tdefine bullet % o % ndefine bullet % e % tdefine -wig % "~=" % ndefine -wig % - to "~" % tdefine wig % ~ % ndefine wig % "~" % tdefine prop % <proportional to> % ndefine prop % oc % tdefine empty % {} % ndefine empty % / % tdefine member % <element of> % ndefine member % - % tdefine scrL % "" % ndefine scrL % / % de- fine cap % <intersection> % tdefine cup % <union> % ndefine cup % U % define subset % <proper subset> % define supset % <proper superset> % define !subset % <subset or equal> % define EQNCHAR(6) Games Manual EQNCHAR(6) !supset % <superset or equal> % define not % ~ % NAME eqnchar - special character definitions for eqn SYNOPSIS eqn /usr/pub/eqnchar [ file ... ] | troff [ option ... ] neqn /usr/pub/eqnchar [ file ... ] | nroff [ option ... ] DESCRIPTION Eqnchar contains nroff and troff(1) character definitions for con- structing characters that are not available on standard fonts. These definitions are primarily intended for use with neqn and eqn(1). It contains definitions for the following characters. WARNING to users of the on-line manual. Unless your terminal has half-spacing, these exam- ples will be almost unreadable. To get a well printed copy, execute man -t eqnchar | lp. ciplus $ciplus$ || $||$ square $square$ citimes $citimes$ langle $langle$ circle $circle$ wig $wig$ rangle $rangle$ blot $blot$ -wig $-wig$ hbar $hbar$ bullet $bullet$ >wig $>wig$ ppd $ppd$ prop $prop$ <wig $<wig$ <-> $<->$ empty $empty$ =wig $=wig$ <=> $<=>$ member $member$ star $star$ |< $|<$ nomem $nomem$ bigstar $bigstar$ |> $|>$ cup $cup$ =dot $=dot$ ang $ang$ cap $cap$ orsign $orsign$ rang $rang$ incl $incl$ andsign $andsign$ 3dot $3dot$ subset $subset$ =del $=del$ thf $thf$ supset $supset$ oppA $oppA$ quarter $quarter$ !subset $!subset$ oppE $oppE$ 3quarter $3quarter$ !supset $!supset$ angstrom $angstrom$ degree $degree$ Different eqnchar definitions may be needed for different output de- vices. Alternative files, which are named according to the -Tdest op- tion of troff, are listed below. FILES SEE ALSO troff(1), eqn(1) delim off EQNCHAR(6)