examples/discourse on Finnish discourse particles and their translations

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diff --git a/examples/discourse/DiscourseEng.gf b/examples/discourse/DiscourseEng.gf
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+--# -path=.:alltenses
+
+concrete DiscourseEng of Discourse = 
+  LexiconEng,
+  NounEng, VerbEng,
+  AdjectiveEng, AdverbEng,
+  StructuralEng - [nobody_NP, nothing_NP],
+  TenseX
+** open SyntaxEng, (P = ParadigmsEng), (R = ParamX), Prelude in {
+
+lincat
+  Clause  = {subj : NP ; vp : VP} ;
+  Part    = Adv ;
+
+lin
+  ClauseS part temp pol cl = 
+    mkS temp pol (mkCl (mkNP cl.subj part) cl.vp) ;
+  SubjKinS part temp pol cl = 
+    mkS temp pol (mkCl (mkNP (mkNP cl.subj (kin.s ! pol.p)) part) cl.vp) ;
+  VerbKinS part temp pol cl = 
+    mkS temp pol (mkCl (mkNP cl.subj part) (mkVP cl.vp (kin.s ! pol.p))) ;
+  AdvKinS  part temp pol adv cl = 
+    mkS temp pol (mkCl (mkNP cl.subj part) (mkVP (mkVP cl.vp adv) (kin.s ! pol.p))) ;
+  PreAdvS part temp pol adv cl = 
+    mkS adv (mkS part (mkS temp pol (mkCl cl.subj cl.vp))) ;
+  PreAdvKinS part temp pol adv cl = 
+    mkS adv (mkS part (mkS (kin.s ! pol.p) (mkS temp pol (mkCl cl.subj cl.vp)))) ;
+  PreAdvSubjKinS  part temp pol adv cl = 
+    mkS adv (mkS part (mkS temp pol (mkCl (mkNP cl.subj (kin.s ! pol.p)) cl.vp))) ;
+  PreAdvVerbKinS  part temp pol adv cl = 
+    mkS adv (mkS part (mkS temp pol (mkCl cl.subj (mkVP cl.vp (kin.s ! pol.p))))) ;
+  PreAdvAdvKinS  part temp pol adv1 adv2 cl = 
+    mkS adv1 (mkS part (mkS temp pol (mkCl cl.subj (mkVP (mkVP cl.vp adv2) (kin.s ! pol.p))))) ;
+
+  PredClause subj v = {subj = subj ; vp = v} ;
+
+---  AnterVerbS part kin t pol cl = 
+---    mkS t anteriorAnt pol (mkCl (mkNP cl.subj part) (mkVP cl.vp (kin.s ! pol.p))) ;
+
+  noPart     = P.mkAdv [] ;
+  han_Part   = P.mkAdv "as you know" ;
+  pa_Part    = P.mkAdv "and nobody else" ;
+  pas_Part   = P.mkAdv "and nobody else" ;
+  ko_Part    = P.mkAdv "whether" ;
+  kos_Part   = P.mkAdv "whether" ;
+  kohan_Part = P.mkAdv "whether" ;
+  pahan_Part = P.mkAdv "and nobody else as you know" ;
+
+
+oper 
+  kin : {s : R.Polarity => Adv}  = 
+    {s = table {R.Pos => P.mkAdv "too" ; R.Neg => P.mkAdv "either"}} ;
+
+}