BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Ferrari;Giorgio;;Prof.  Dr.
FN;CHARSET=UTF-8:Prof.  Dr. Giorgio Ferrari
ROLE;CHARSET=UTF-8:Prof.  Dr.
ORG;CHARSET=UTF-8:Universität Bielefeld;Fakultät für Mathematik/Kommissionen und Ausschüsse/Prüfungsausschuss Bachelor Wirtschaftsmathematik
EMAIL;TYPE=work;CHARSET=UTF-8:giorgio.ferrari@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/de/173176311
REV:2026-04-05T17:01:07Z
UID:7b7aac69-ed01-3f75-a5ea-605bcca63edf
URL;TYPE=work;PREF=1;CHARSET=UTF-8:https://sites.google.com/site/giorgioferrariswebsite/
TEL;TYPE=work,pref:00495211065642
TEL;TYPE=work:00495211066909
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Postfach 100131\n;Bielefeld;;D-33501;Germany
NOTE;CHARSET=UTF-8:Büro : UHG B4-128
TZ:+02:00
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
END:VCARD
