BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Bitterlich;Benjamin
FN;CHARSET=UTF-8:Benjamin Bitterlich
TITLE;CHARSET=UTF-8:IT Support
ORG;CHARSET=UTF-8:Universität Bielefeld;Institut für Mathematische Wirtschaftsforschung
EMAIL;TYPE=work;CHARSET=UTF-8:Benjamin.Bitterlich@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/de/494546199
REV:2026-10-11T20:41:08Z
UID:7767e6cf-4090-33aa-8c27-9ef7a33e92ef
URL;TYPE=work:https://ekvv.uni-bielefeld.de/pers_publ/publ/PersonDetail.jsp?personId=494546198
TEL;TYPE=work,pref:00495211064903
TEL;TYPE=work:00495211064907
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Postfach 100131\n;Bielefeld;;33501;Germany
NOTE;CHARSET=UTF-8:Büro : UHG B4-102\nErreichbarkeit \nnach Vereinbarung
TZ:+02:00
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
END:VCARD
