BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Gerlach;Kerstin;;Prof. Dr.
FN;CHARSET=UTF-8:Prof. Dr. Kerstin Gerlach
ROLE;CHARSET=UTF-8:Prof. Dr.
ORG;CHARSET=UTF-8:Universität Bielefeld;Fakultät für Mathematik/IDM
EMAIL;TYPE=work;CHARSET=UTF-8:kerstin.gerlach@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/de/85262519
REV:2026-05-16T18:01:08Z
UID:3b4413b6-cdab-3e6f-9b01-87c26dbd15a5
URL;TYPE=work;PREF=1;CHARSET=UTF-8:http://www.uni-bielefeld.de/idm/institut/mitarbeiterinnen/ktiedemann.html
TEL;TYPE=work,pref:00495211065050
TEL;TYPE=work:004952110667550
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Postfach 100131\n;Bielefeld;;D-33501;Germany
NOTE;CHARSET=UTF-8:Büro : UHG V6-241
TZ:+02:00
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END:VCARD
