BEGIN:VCARD
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N;CHARSET=UTF-8:Zaharieva;Anna;;Prof. Dr.
FN;CHARSET=UTF-8:Prof. Dr. Anna Zaharieva
ROLE;CHARSET=UTF-8:Prof. Dr.
TITLE;CHARSET=UTF-8:Labour Economics
ORG;CHARSET=UTF-8:Universität Bielefeld;Institut für Mathematische Wirtschaftsforschung
EMAIL;TYPE=work;CHARSET=UTF-8:azaharieva@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/de/22689141
REV:2026-04-05T09:36:31Z
UID:37d3428b-a040-3a3d-b49a-be8a7787323a
URL;TYPE=work:https://ekvv.uni-bielefeld.de/pers_publ/publ/PersonDetail.jsp?personId=22426124
TEL;TYPE=work,pref:00495211065637
TEL;TYPE=work:00495211066931
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Postfach 100131\n;Bielefeld;;33501;Germany
NOTE;CHARSET=UTF-8:Büro : UHG W8-101
TZ:+02:00
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
END:VCARD
