BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Kleine;Michael;;Prof. Dr.
FN;CHARSET=UTF-8:Prof. Dr. Michael Kleine
ROLE;CHARSET=UTF-8:Prof. Dr.
ORG;CHARSET=UTF-8:Universität Bielefeld;Fakultät für Mathematik/IDM
EMAIL;TYPE=work;CHARSET=UTF-8:michael.kleine@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/de/87296801
REV:2026-04-22T22:56:44Z
UID:085734d8-0c4e-3ebb-9fa3-11249adccd14
URL;TYPE=work;PREF=1;CHARSET=UTF-8:http://wwwhomes.uni-bielefeld.de/mkleine/person.html
TEL;TYPE=work,pref:00495211066248
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 V6-221
TZ:+02:00
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END:VCARD
