gem=Bork Bork Bork xquery version '3.0'; let $context := doc($db:context) let $howmany := 1000 let $lemmata := $context//lemma[geo//gem[matches(.,'^Bork$','i')]] return <result lem='{count($lemmata)}' atts='{count($lemmata/following-sibling::att)}' shown='{$howmany}'> { for $i in 1 to min(($howmany, count($lemmata))) let $lem := $lemmata[$i] order by $lem/vorm return <entry> {$lem} {$lem/following-sibling::att} </entry> } </result> Altenbork Bork Aldenburch mitte 12. Jh. D W II a 1, 10 r° Bork Bork Cf. Borg Burk 10. Jh. D W IX a 1 a, 35 r° Burk 10.-11. kop. mitte 12. D W RH9, 14 r° Burk mitte 12. D W RH9, 65 r° Burg mitte 12. D W RH9, 14 r° Burch mitte 12. D W II a 1, 4 r° Dahl Bork Dalen 1190 Zu S 3 Dalen (1196) Hg V Dalen 1212 Zu K Hassel Bork Hasle 10. D W IX a 1 a, 35 r° Haslen mitte 12. D W II a 1, 10 r° Kappenberg Bork Cappenberge 1092 kop. mitte 12. D W RH9, 35 r° Cappenberge 1177 X E 8292/22 Cappenberg 1117 P L 9284/1 Cappenberg 1197 K HUA 40 Cappenberg 1221 D A 37 Cappenbergensis 1147 Kb 1 A 58 Cappenbergensis 1184 D W 34 Kappenberg zweif. ident. (1152-55) Kb 210/41 Kappenbergensis 1158 K HUA 19 b Cappinberg 1196 D M 10 Cappinberch ± (1187-1200) K Schr K 2 Nette Bork Nittihæ 10. D W IX a 1 a, 11 v° Nette mitte 12. D W II a 1, 9 v° Netteberge Bork Nettiberge 10. D W IX a 1 a, 35 r° Netteberga mitte 12. D W II a 1, 9 v°