BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Oldenburg;Maren;;Dr.
FN;CHARSET=UTF-8:Dr. Maren Oldenburg
ROLE;CHARSET=UTF-8:Dr.
TITLE;CHARSET=UTF-8:Wissenschaftliche Mitarbeiterin
ORG;CHARSET=UTF-8:Universität Bielefeld;Fakultät für Erziehungswissenschaft/AG 3 - Schultheorie mit dem Schwerpunkt Grund- und Förderschulen/Akad. Mittelbau
EMAIL;TYPE=work;CHARSET=UTF-8:maren.oldenburg@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/de/608589992
REV:2026-04-06T08:11:35Z
UID:da4fc1e7-5e3e-3dad-8899-7fd4ce725a87
URL;TYPE=work:https://ekvv.uni-bielefeld.de/pers_publ/publ/PersonDetail.jsp?personId=608589991
TEL;TYPE=work,pref:00495211066980
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Konsequenz 41a\n;Bielefeld;;33615;Germany
NOTE;CHARSET=UTF-8:Büro : Gebäude Z Z2-113\nBriefkasten : AG3 Briefkasten im Foyer des Z Gebäudes
TZ:+02:00
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
END:VCARD
