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°