BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Schnack;Jürgen;;Prof. Dr.
FN;CHARSET=UTF-8:Prof. Dr. Jürgen Schnack
ROLE;CHARSET=UTF-8:Prof. Dr.
ORG;CHARSET=UTF-8:Universität Bielefeld;Forschungsschwerpunkt Mathematische Modellierung/Mitglieder
EMAIL;TYPE=work;CHARSET=UTF-8:jschnack@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/de/550165032
REV:2026-05-03T09:02:59Z
UID:dedc3c33-6776-3445-896f-475c9fa162de
URL;TYPE=work:https://ekvv.uni-bielefeld.de/pers_publ/publ/PersonDetail.jsp?personId=3979561
TEL;TYPE=work,pref:00495211066193
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Postfach 10 01 31\n;Bielefeld;;D-33501;Germany
NOTE;CHARSET=UTF-8:Büro : UHG E5-120
TZ:+02:00
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
END:VCARD
