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:2026-05-13T06:07:02Z
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
