BEGIN:VCARD
VERSION:3.0
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N;CHARSET=UTF-8:Dallmann;Nico
FN;CHARSET=UTF-8:Nico Dallmann
TITLE;CHARSET=UTF-8:Tutor 'Übungen zur Einführung in die germanistische Linguistik' 
ORG;CHARSET=UTF-8:Bielefeld University;Faculty of Linguistics and Literary Studies/Fields of Study / Departments/German studies/Wissenschaftliche und studentische Hilfskräfte
EMAIL;TYPE=work;CHARSET=UTF-8:nico.dallmann@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/en/439956652
REV:2026-05-02T18:47:59Z
UID:f8fa83bb-8e1f-3022-a598-3bb1a0332e6e
URL;TYPE=work:https://ekvv.uni-bielefeld.de/pers_publ/publ/PersonDetail.jsp?personId=439956651
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Postfach 10 01 31\n;Bielefeld;;D-33501;Germany
TZ:+02:00
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
END:VCARD
