BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Pusch;Marianna
FN;CHARSET=UTF-8:Marianna Pusch
TITLE;CHARSET=UTF-8:Bachelor Fachliche Basis Wirtschaftswissenschaften
ORG;CHARSET=UTF-8:Bielefeld University;Faculty of Business Administration and Economics/Beauftragte/Anlaufstelle Anrechnung
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/en/197191150
REV:2026-04-03T18:40:55Z
UID:cbab849e-68fd-35ec-992c-8667bc4e919e
URL;TYPE=work:https://ekvv.uni-bielefeld.de/pers_publ/publ/PersonDetail.jsp?personId=90194432
TEL;TYPE=work,pref:00495211063833
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Universitätsstraße 25\n;Bielefeld;;D-33615;Germany
NOTE;CHARSET=UTF-8:Office : UHG U3-147
TZ:+02:00
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END:VCARD
