BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Spengemann;Marco
FN;CHARSET=UTF-8:Marco Spengemann
TITLE;CHARSET=UTF-8:Studienberatung für den Studiengang Wirtschaftsmathematik (Bachelor und Master)
ORG;CHARSET=UTF-8:Universität Bielefeld;Fakultät für Mathematik/Studienberatung/Akademische Studienberatung
EMAIL;TYPE=work;CHARSET=UTF-8:marco.spengemann@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/de/487670241
REV:2026-10-16T14:45:55Z
UID:9589e954-52f1-3895-a25f-dcf9925650d6
URL;TYPE=work:https://ekvv.uni-bielefeld.de/pers_publ/publ/PersonDetail.jsp?personId=453782888
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Postfach 100131\n;Bielefeld;;D-33501;Germany
TZ:+02:00
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END:VCARD
