BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Küster;Martina
FN;CHARSET=UTF-8:Martina Küster
ORG;CHARSET=UTF-8:Universität Bielefeld;Fakultät für Mathematik/Sekretariat Prof. Hofmanová
EMAIL;TYPE=work;CHARSET=UTF-8:sekretariat-hofmanova@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/de/724629508
REV:2026-05-21T12:44:21Z
UID:557f9304-6727-3e5e-803f-68f0bf05552a
URL;TYPE=work:https://ekvv.uni-bielefeld.de/pers_publ/publ/PersonDetail.jsp?personId=466017709
TEL;TYPE=work,pref:004952110667550
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Postfach 100131\n;Bielefeld;;D-33501;Germany
NOTE;CHARSET=UTF-8:Büro : UHG V6-211
TZ:+02:00
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END:VCARD
