BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Hahn;Rebekka;;Dr.
FN;CHARSET=UTF-8:Dr. Rebekka Hahn
ROLE;CHARSET=UTF-8:Dr.
TITLE;CHARSET=UTF-8:Wissenschaftliche Mitarbeiterin
ORG;CHARSET=UTF-8:Universität Bielefeld;Fakultät für Erziehungswissenschaft/AG 12 - Forschungsmethoden/Akad. Mittelbau
EMAIL;TYPE=work;CHARSET=UTF-8:rebekka.hahn@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/de/183930373
REV:2026-05-13T15:02:35Z
UID:af45e34a-4ef5-358f-8ced-0e95cfc16132
URL;TYPE=work:https://ekvv.uni-bielefeld.de/pers_publ/publ/PersonDetail.jsp?personId=183930372
TEL;TYPE=work,pref:004952110667248
TEL;TYPE=work:004952110688002
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Konsequenz 41a\n;Bielefeld;;33615;Germany
NOTE;CHARSET=UTF-8:Büro : Gebäude Z Z3-115\nBriefkasten : Foyer (Briefkasten AG 12)\nErreichbarkeit \nOffene Sprechstunde jeden Donnerstag zwischen 12.15 und 13.15 Uhr in\nZ3-115\, sowie nach Vereinbarung.
TZ:+02:00
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END:VCARD
