BEGIN:VCARD
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N;CHARSET=UTF-8:Duman;Papatya;;Dr.
FN;CHARSET=UTF-8:Dr. Papatya Duman
ROLE;CHARSET=UTF-8:Dr.
TITLE;CHARSET=UTF-8:Wiss. Mitarbeiterin am IMW
ORG;CHARSET=UTF-8:Universität Bielefeld;Fakultät für Wirtschaftswissenschaften/Institut für Mathematische Wirtschaftsforschung
EMAIL;TYPE=work;CHARSET=UTF-8:papatya.duman@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/de/491650196
REV:2026-04-05T16:36:29Z
UID:30e06831-3f53-348a-82bb-1ff6f4f74cb3
URL;TYPE=work:https://ekvv.uni-bielefeld.de/pers_publ/publ/PersonDetail.jsp?personId=491480580
TEL;TYPE=work,pref:00495211064916
TEL;TYPE=work:00495211064907
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Universitätsstraße 25\n;Bielefeld;;D-33615;Germany
NOTE;CHARSET=UTF-8:Büro : UHG A4-126
TZ:+02:00
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END:VCARD
