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% TeX extra characters encoding.
% CODINGSCHEME FONTSPECIFIC
%
/FdSymbolB [
%00
  /equal /equivalence /similar /reversedtilde /approxequal /approxident /similarequal /revsimilarequal
  /equalsimilar /congruent /allequal /equalapprox /bumpequal /bumpoverequal /bumpyequal /dotequal
%10
  /equaldot /dotequaldot /fdotequaldot /rdotequaldot /upcurve /downcurve /asympequal /closure
  /smileequal /arcequal /equalcircle /ringequal /corresponds /logicalorequal /starequal /triangleequal
%20
  /element /suchthat /less /greater /lessequal /greaterequal /lessslantedequal /greaterslantedequal
  /lessoverequal /greateroverequal /lessorequivalent /greaterorequivalent /lessapprox /greaterapprox /lessorgreater /greaterorless
%30
  /lessequalorgreater /greaterequalorless /lessoverequalovergreater /greateroverequaloverless /lessequalorgreater.alt /greaterequalorless.alt /muchless /muchgreater
  /verymuchless /verymuchgreater /closedless /closedgreater /closedlessequal /closedgreaterequal /roundclosedless /roundclosedgreater
%40
  /roundclosedlessequal /roundclosedgreaterequal /propersquaresubset /propersquaresuperset /reflexsquaresubset /reflexsquaresuperset /squaresubsetequal /squaresupersetequal
  /dblsquaresubset /dblsquaresuperset /propersubset /propersuperset /reflexsubset /reflexsuperset /subsetequal /supersetequal
%50
  /dblsubset /dblsuperset /precedes /succeeds /precedesequal /succeedsequal /precedescurlyequal /succeedscurlyequal
  /precedesoverequal /succeedsoverequal /precedessimilar /succeedssimilar /precedesapprox /succeedsapprox /lessdot /greaterdot
%60
  /lessdotequal /greaterdotequal /lessdotslantedequal /greaterdotslantedequal /slantedequalless /slantedequalgreater /curlyequalprecedes /curlyequalsucceeds
  /notequal /uni2262 /uni2241 /uni223D0338 /uni2249 /uni224B0338 /uni2244 /uni22CD0338
%70
  /uni22420338 /uni2247 /uni224C0338 /uni224A0338 /uni224F0338 /uni2AAE0338 /uni224E0338 /uni22500338
  /uni2A660338 /uni22510338 /uni22520338 /uni22530338 /uni23230338 /uni23220338 /uni226D /uni20500338
%80
  /smileequal_uni0338 /uni22580338 /uni22560338 /uni22570338 /uni22590338 /uni225A0338 /uni225B0338 /uni225C0338
  /notelement /uni220C /uni226E /uni226F /uni2270 /uni2271 /uni2A7D0338 /uni2A7E0038
%90
  /uni22660338 /uni22670338 /uni2274 /uni2275 /uni2A850338 /uni2A860338 /uni2278 /uni2279
  /uni22DA0338 /uni22DB0338 /uni2A8B0338 /uni2A8C0338 /uni22DA0338.alt /uni22DB0038.alt /uni226A0338 /uni226B0338
%A0
  /uni22D80338 /uni22D90338 /uni22EA /uni22EB /uni22EC /uni22ED /uni2AA60338 /uni2AA70338
  /uni2AA80338 /uni2AA90338 /uni228F0338 /uni22900338 /uni22E2 /uni22E3 /sqsubseteqq_uni0338 /sqsupseteqq_uni0338
%B0
  /Sqsubset_uni0338 /Sqsupset_uni0338 /notsubset /uni2285 /uni2288 /uni2289 /uni2AC50338 /uni2AC60338
  /uni22D00338 /uni22D10338 /uni2280 /uni2281 /uni2AAF0338 /uni2AB00338 /uni22E0 /uni22E1
%C0
  /uni2AB30338 /uni2AB40338 /uni227E0338 /uni227F0338 /uni2AB70338 /uni2AB80338 /uni22D60338 /uni22D70338
  /leqdot_uni0338 /geqdot_uni0338 /uni2A7F0338 /uni2A800338 /uni2A950338 /uni2A960338 /uni22DE0338 /uni22DF0338
%D0
  /uni2246 /backsimneqq /uni2A87 /uni2A88 /uni2268 /uni2269 /uni22E6 /uni22E7
  /uni2A89 /uni2A8A /lessneqqgtr /gtrneqqless  /uni22E4 /uni22E5 /sqsubsetneqq /sqsupsetneqq
%E0
  /uni228A /uni228B /uni2ACB /uni2ACC /uni2AB1 /uni2AB2 /uni2AB5 /uni2AB6
  /uni22E8 /uni22E9 /uni2AB9 /uni2ABA /.notdef /.notdef /.notdef /.notdef
%F0
  /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef
  /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef
] def