gem=Mayscho%C3%9F Mayschoß Mayschoß xquery version '3.0'; let $context := doc($db:context) let $howmany := 1000 let $lemmata := $context//lemma[geo//gem[matches(.,'^Mayschoß$','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> Mayschoß Mayschoß Meinscozen 1106 kop. 1157 Ann. Rodenses, R 4 r° Meischoze 1108 Kl 1 Saffenburg Mayschoß Safenberc (1079-89) Kd SGg Safenberc 1112 D R 4 a Saphenberch (1079-89) D R 3 Saphenberch 1131 Tr M 2 Saphenberch 1134 K SK 8 Saphenberch 1135 K SU 7 Saphenberch 1136 D CB 6 und 7 Saphenberch 1141 D Br 13 Saphenberch 1141 Kb 139/1 Saphenberch 1147 I S Saphenberch 1213 K SS 14 Safinberg 1090 D Br 6 Safenberg 1094 K HUA 11 a Safenberg 1094 K SC 1 Safenberg 1109 Kd SS 5 Safenberg 1126 D S 30 Safenberg 1197 Bh Safenberg 1220 K D 83 Saffenberh 1103 Kb 144/13 Saphanberch 1105 D ME 2 Saphemberch 1108 Kl 1 Saphenberge 1109 H M Saphenberge 1140 D Br 12 Safenberhc (1100-1110) Q E Safenberk 1112 D R 4 Saphinberk 1115 D ME 9 Saffenberg 1117 P L 9284/1 Saffenberg 1120 D S 26 a Saffenberg 1125 D S 29 Saffenberg 1129 D S 31 Saffenberg 1132 D S 32 Saffenberg 1136 D Kd 1 Saffenberg 1139 D Kd 3 Saffenberg 1149 D CB 19 Saffenberg 1166 D S 50 Saffenberg 1166 D Sf 1 Saffenberg 1166 D M 1 Saffenberg 1167 D KK 5 Saffenberg 1168 K D 19 Saphfenberg 1117 D S 23 und 24 Saphfenberg 1118 D S 26 Safenberge 1127 K SK 7 Safenberch 1128 I SM 13 Safenberch 1145 D CB 15 Safenberch 1176 D SR 5 Saphinberg 1129 K SP 14 Saphinberg 1132 K SP 15 Saffenberch 1131 D S 31 c Saffenberch 1161 Kb 1 A 70 Saffenberch (1168-74) D CB 26 Sauenberch 1138 D Br 11 Saphenberg 1138 Kb 128/4 Saphenberg 1140 Kl 3 Saphenberg 1140 R K 3 Saphenberg 1147 I S Saphenberg 1150 D W 30 Saphenberg 1171 K D 20 Saphenberga 1139 Kd SS 6 Saphemberge 1150 D W 30 Saffinberch 1166 D Kd 8 Saffinberch 1166 D A 6 Saffimberch 1166 K SGn 5 Saffinberg 1208 D KK 8 Saphynberg 1208 D KK 8 Sayphinberg 1208 D KK 8