BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Gentz;Barbara;;Prof. Dr.
FN;CHARSET=UTF-8:Prof. Dr. Barbara Gentz
ROLE;CHARSET=UTF-8:Prof. Dr.
ORG;CHARSET=UTF-8:Universität Bielefeld;Fakultät für Mathematik/Beauftragte/Erasmus+
EMAIL;TYPE=work;CHARSET=UTF-8:erasmus@math.uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/de/13217479
REV:2026-04-04T20:40:48Z
UID:84149224-cf98-381f-b2b8-7c7aba52a87b
URL;TYPE=work;PREF=1;CHARSET=UTF-8:http://www.math.uni-bielefeld.de/~gentz
TEL;TYPE=work,pref:00495211064788
TEL;TYPE=work:00495211064748
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Postfach 100131\n;Bielefeld;;D-33501;Germany
NOTE;CHARSET=UTF-8:Büro : UHG V5-103
TZ:+02:00
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END:VCARD
