mirror of
https://github.com/GrammaticalFramework/gf-rgl.git
synced 2026-07-02 20:18:33 -06:00
added armenian
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@@ -0,0 +1,133 @@
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concrete DocumentationHye of Documentation = CatHye ** open
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ResHye, Prelude, HTML in {
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lincat
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Inflection = {t : Str; s1,s2,s3 : Str} ;
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Definition = {s : Str} ;
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Document = {s : Str} ;
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Tag = {s : Str} ;
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lin
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InflectionV,InflectionV2,InflectionV2A,InflectionV2Q,InflectionV2S,InflectionV2V,InflectionV3,InflectionVA,InflectionVQ,InflectionVS,InflectionVV = \x -> {
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t="v" ;
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s1="" ;
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s2=heading1 "Infinitive" ++
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paragraph (x.s) ++
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heading1 "Converb" ++
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frameTable (
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tr (th "Imperfective" ++ td (x.Converb.Imperfective)) ++
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tr (th "Simultaneous" ++ td (x.Converb.Simultaneous)) ++
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tr (th "Perfective" ++ td (x.Converb.Perfective)) ++
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tr (th "Futute I" ++ td (x.Converb.FutCon1)) ++
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tr (th "Futute II" ++ td (x.Converb.FutCon2)) ++
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tr (th "Connegative" ++ td (x.Converb.Negative))) ++
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heading1 "Passive" ++
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paragraph x.Passive ++
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heading1 "Participle" ++
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frameTable (
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tr (th "Resultative" ++ td (x.Participle ! Resultative)) ++
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tr (th "Subject" ++ td (x.Participle ! Subject))) ++
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heading1 "Past" ++
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frameTable (
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tr (th "" ++ th "Sg" ++ th "Pl") ++
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tr (th "P1" ++ td (x.Past ! P1 ! Sg) ++ td (x.Past ! P1 ! Pl)) ++
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tr (th "P2" ++ td (x.Past ! P2 ! Sg) ++ td (x.Past ! P2 ! Pl)) ++
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tr (th "P3" ++ td (x.Past ! P3 ! Sg) ++ td (x.Past ! P3 ! Pl))) ++
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heading1 "Subjunctive" ++
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frameTable (
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tr (intagAttr "th" "colspan=\"2\"" "" ++ th "Sg" ++ th "Pl") ++
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tr (intagAttr "th" "rowspan=\"3\"" "Perfect" ++
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th "P1" ++ td (x.Subjunctive ! Perfect ! P1 ! Sg) ++ td (x.Subjunctive ! Perfect ! P1 ! Pl)) ++
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tr (th "P2" ++ td (x.Subjunctive ! Perfect ! P2 ! Sg) ++ td (x.Subjunctive ! Perfect ! P2 ! Pl)) ++
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tr (th "P3" ++ td (x.Subjunctive ! Perfect ! P3 ! Sg) ++ td (x.Subjunctive ! Perfect ! P3 ! Pl)) ++
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tr (intagAttr "th" "rowspan=\"3\"" "Non_Past" ++
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th "P1" ++ td (x.Subjunctive ! Non_Past ! P1 ! Sg) ++ td (x.Subjunctive ! Non_Past ! P1 ! Pl)) ++
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tr (th "P2" ++ td (x.Subjunctive ! Non_Past ! P2 ! Sg) ++ td (x.Subjunctive ! Non_Past ! P2 ! Pl)) ++
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tr (th "P3" ++ td (x.Subjunctive ! Non_Past ! P3 ! Sg) ++ td (x.Subjunctive ! Non_Past ! P3 ! Pl))) ++
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heading1 "Conditional" ++
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frameTable (
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tr (intagAttr "th" "colspan=\"2\"" "" ++ th "Sg" ++ th "Pl") ++
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tr (intagAttr "th" "rowspan=\"3\"" "Perfect" ++
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th "P1" ++ td (x.Conditional ! Perfect ! P1 ! Sg) ++ td (x.Conditional ! Perfect ! P1 ! Pl)) ++
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tr (th "P2" ++ td (x.Conditional ! Perfect ! P2 ! Sg) ++ td (x.Conditional ! Perfect ! P2 ! Pl)) ++
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tr (th "P3" ++ td (x.Conditional ! Perfect ! P3 ! Sg) ++ td (x.Conditional ! Perfect ! P3 ! Pl)) ++
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tr (intagAttr "th" "rowspan=\"4\"" "Non_Past" ++
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th "P1" ++ td (x.Conditional ! Non_Past ! P1 ! Sg) ++ td (x.Conditional ! Non_Past ! P1 ! Pl)) ++
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tr (th "P2" ++ td (x.Conditional ! Non_Past ! P2 ! Sg) ++ td (x.Conditional ! Non_Past ! P2 ! Pl)) ++
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tr (th "P3" ++ td (x.Conditional ! Non_Past ! P3 ! Sg) ++ td (x.Conditional ! Non_Past ! P3 ! Pl))) ++
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heading1 "Imperative" ++
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frameTable (
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tr (th "Sg" ++ th "Pl") ++
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tr (td (x.Imperative_Jussive ! Sg) ++ td (x.Imperative_Jussive ! Pl))) ;
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s3=[]
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} ;
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lin
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InflectionN,InflectionN2,InflectionN3 = \x -> {
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t="n" ;
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s1="" ;
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s2=frameTable (
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tr (th "" ++ th "Sg" ++ th "Pl") ++
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tr (th "Nom" ++ td (x.s ! Nom ! Sg) ++ td (x.s ! Nom ! Pl)) ++
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tr (th "Dat" ++ td (x.s ! Dat ! Sg) ++ td (x.s ! Dat ! Pl)) ++
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tr (th "Ablat" ++ td (x.s ! Ablat ! Sg) ++ td (x.s ! Ablat ! Pl)) ++
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tr (th "Instr" ++ td (x.s ! Instr ! Sg) ++ td (x.s ! Instr ! Pl)) ++
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tr (th "Loc" ++ td (x.s ! Loc ! Sg) ++ td (x.s ! Loc ! Pl)) ++
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tr (intagAttr "th" "colspan=\"3\"" "definite forms") ++
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tr (th "Nom" ++ td (x.def_nom ! Sg) ++ td (x.def_nom ! Pl)) ++
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tr (th "Dat" ++ td (x.def_dat ! Sg) ++ td (x.def_dat ! Pl)) ++
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tr (intagAttr "th" "colspan=\"3\"" "1st person possessive forms") ++
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tr (th "Nom" ++ td (x.poss1 ! Nom ! Sg) ++ td (x.poss1 ! Nom ! Pl)) ++
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tr (th "Dat" ++ td (x.poss1 ! Dat ! Sg) ++ td (x.poss1 ! Dat ! Pl)) ++
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tr (th "Ablat" ++ td (x.poss1 ! Ablat ! Sg) ++ td (x.poss1 ! Ablat ! Pl)) ++
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tr (th "Instr" ++ td (x.poss1 ! Instr ! Sg) ++ td (x.poss1 ! Instr ! Pl)) ++
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tr (th "Loc" ++ td (x.poss1 ! Loc ! Sg) ++ td (x.poss1 ! Loc ! Pl)) ++
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tr (intagAttr "th" "colspan=\"3\"" "2nd person possessive forms") ++
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tr (th "Nom" ++ td (x.poss2 ! Nom ! Sg) ++ td (x.poss2 ! Nom ! Pl)) ++
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tr (th "Dat" ++ td (x.poss2 ! Dat ! Sg) ++ td (x.poss2 ! Dat ! Pl)) ++
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tr (th "Ablat" ++ td (x.poss2 ! Ablat ! Sg) ++ td (x.poss2 ! Ablat ! Pl)) ++
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tr (th "Instr" ++ td (x.poss2 ! Instr ! Sg) ++ td (x.poss2 ! Instr ! Pl)) ++
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tr (th "Loc" ++ td (x.poss2 ! Loc ! Sg) ++ td (x.poss2 ! Loc ! Pl))) ;
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s3=[]
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} ;
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lin
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InflectionA,InflectionA2 = \x -> {
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t="a" ;
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s1="" ;
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s2=frameTable (
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tr (th "" ++ th "Sg" ++ th "Pl") ++
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tr (th "Nom" ++ td (x.s ! Nom ! Sg) ++ td (x.s ! Nom ! Pl)) ++
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tr (th "Dat" ++ td (x.s ! Dat ! Sg) ++ td (x.s ! Dat ! Pl)) ++
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tr (th "Ablat" ++ td (x.s ! Ablat ! Sg) ++ td (x.s ! Ablat ! Pl)) ++
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tr (th "Instr" ++ td (x.s ! Instr ! Sg) ++ td (x.s ! Instr ! Pl)) ++
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tr (th "Loc" ++ td (x.s ! Loc ! Sg) ++ td (x.s ! Loc ! Pl)) ++
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tr (intagAttr "th" "colspan=\"3\"" "definite forms") ++
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tr (th "Nom" ++ td (x.def_nom ! Sg) ++ td (x.def_nom ! Pl)) ++
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tr (th "Dat" ++ td (x.def_dat ! Sg) ++ td (x.def_dat ! Pl)) ++
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tr (intagAttr "th" "colspan=\"3\"" "1st person possessive forms") ++
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tr (th "Nom" ++ td (x.poss1 ! Nom ! Sg) ++ td (x.poss1 ! Nom ! Pl)) ++
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tr (th "Dat" ++ td (x.poss1 ! Dat ! Sg) ++ td (x.poss1 ! Dat ! Pl)) ++
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tr (th "Ablat" ++ td (x.poss1 ! Ablat ! Sg) ++ td (x.poss1 ! Ablat ! Pl)) ++
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tr (th "Instr" ++ td (x.poss1 ! Instr ! Sg) ++ td (x.poss1 ! Instr ! Pl)) ++
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tr (th "Loc" ++ td (x.poss1 ! Loc ! Sg) ++ td (x.poss1 ! Loc ! Pl)) ++
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tr (intagAttr "th" "colspan=\"3\"" "2nd person possessive forms") ++
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tr (th "Nom" ++ td (x.poss2 ! Nom ! Sg) ++ td (x.poss2 ! Nom ! Pl)) ++
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tr (th "Dat" ++ td (x.poss2 ! Dat ! Sg) ++ td (x.poss2 ! Dat ! Pl)) ++
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tr (th "Ablat" ++ td (x.poss2 ! Ablat ! Sg) ++ td (x.poss2 ! Ablat ! Pl)) ++
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tr (th "Instr" ++ td (x.poss2 ! Instr ! Sg) ++ td (x.poss2 ! Instr ! Pl)) ++
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tr (th "Loc" ++ td (x.poss2 ! Loc ! Sg) ++ td (x.poss2 ! Loc ! Pl))) ;
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s3=[]
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} ;
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lin
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InflectionAdA,InflectionAdN,InflectionAdV,InflectionAdv = \x -> {t="adv"; s1=""; s2=x.s; s3=""} ;
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InflectionPrep = \x -> {t="prep"; s1=""; s2=x.s; s3=""} ;
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lin
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NoDefinition t = {s=t.s};
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MkDefinition t d = {s="<p><b>Definition:</b>"++t.s++d.s++"</p>"};
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MkDefinitionEx t d e = {s="<p><b>Definition:</b>"++t.s++d.s++"</p><p><b>Example:</b>"++e.s++"</p>"};
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lin
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MkDocument d i e = {s = i.s1 ++ d.s ++ i.s2 ++ i.s3 ++ e.s} ;
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MkTag i = {s = i.t} ;
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}
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