added wiki grammars

examples/wiki/LexEditorSwe.gf

@@ -0,0 +1,60 @@
+
+instance LexEditorSwe of LexEditor = open SyntaxSwe, IrregSwe, ParadigmsSwe in {
+
+	flags coding = utf8 ;
+
+	oper
+-- Sentences														
+		singleWordCommand_Utt verb			= mkUtt politeImpForm positivePol (mkImp verb) ;
+		command_Utt verb det adj noun		= mkUtt politeImpForm positivePol (mkImp (mkVP (mkV2 verb) (mkNP det (mkCN adj noun)))) ;
+		randomlyCommand_Utt verb det noun	= mkUtt politeImpForm positivePol (mkImp (mkVP (mkAdV "slumpmässigt") (mkVP (mkV2 verb) (mkNP det noun)))) ;
+		label_Utt noun						= mkUtt (mkNP (nounPN noun)) ;
+		errorMessage_Utt adj noun			= mkUtt (mkS negativePol (mkCl (mkNP indefPlDet (mkCN adj noun)))) ;
+														
+-- Verbs								
+		undo_V			= mkV "Ångrar" ;
+		redo_V			= mkV "Upprepar" ;
+		cut_V			= mkV (mkV "Klipper") "ut" ;
+		copy_V			= mkV "Kopierar" ;
+		paste_V			= mkV (mkV "Klistrar") "in" ;
+		delete_V		= mkV "Raderar" ;
+		refine_V		= mkV "Raffinerar" ;									-- FIX!!!
+		replace_V		= mkV "Ersätter" ;
+		wrap_V			= mkV "Förpackar" ;										-- FIX!!!
+		select_V		= mkV "Väljer" ;
+		enter_V			= mkV "Skriver" ;
+		show_V			= mkV "Visar" ;
+														
+-- Nouns														
+		language_N		= mkN "språk" "språket" "språk" "språken" ;
+		node_N			= mkN "nod" ;
+		tree_N			= mkN "träd" "trädet" "träd" "träden" ;
+		refinement_N	= mkN "raffinemang" ;
+		wrapper_N		= mkN "förpackning" ;
+		string_N		= mkN "sträng" ;
+		page_N			= mkN "sida" ;
+		danish_N		= mkN "Danska" ;
+		english_N		= mkN "Engelska" ;
+		finnish_N		= mkN "Finska" ;
+		french_N		= mkN "Franska" ;
+		german_N		= mkN "Tyska" ;
+		italian_N		= mkN "Italienska" ;
+		norwegian_N		= mkN "Norska" ;
+		russian_N		= mkN "Ryska" ;
+		spanish_N		= mkN "Spanska" ;
+		swedish_N		= mkN "Svenska" ;
+
+-- Adjectives
+		noAdj_A			= mkA "" ;
+		available_A		= mkA "tillgänglig" ;
+		next_A			= mkA "näst" ;
+		previous_A		= mkA "föregående" ;
+
+-- Determiners														
+		defSg_Det		= defSgDet ;
+		defPl_Det		= defPlDet ;
+		indefSg_Det		= indefSgDet ;
+		indefPl_Det		= indefPlDet ;
+		this_Det		= mkDet this_QuantSg ;
+
+}