BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Karos;Dominik;;Prof. Dr.
FN;CHARSET=UTF-8:Prof. Dr. Dominik Karos
ROLE;CHARSET=UTF-8:Prof. Dr.
TITLE;CHARSET=UTF-8:Akademische Studienberatung der Fakultät für Wirtschaftswissenschaften - Zuständigkeiten: Master Quantitative Economics (Beratung)
ORG;CHARSET=UTF-8:Bielefeld University;Faculty of Business Administration and Economics/Student Counselling Office/Akademische Studienberatung
EMAIL;TYPE=work;CHARSET=UTF-8:qe@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/en/307281998
REV:2026-10-03T22:26:20Z
UID:db8000f1-a273-34b0-8b52-97eb58383b5e
URL;TYPE=work;PREF=1;CHARSET=UTF-8:https://www.uni-bielefeld.de/fakultaeten/wirtschaftswissenschaften/studium-und-lehre/studienberatung/akademische-studienberatu/
TEL;TYPE=work,pref:00495211064905
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Universitätsstraße 25\n;Bielefeld;;D-33615;Germany
NOTE;CHARSET=UTF-8:Office : UHG B4-140
CATEGORIES;CHARSET=UTF-8:Game Theory,Wahlen,Networks
TZ:+02:00
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END:VCARD
