BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Wernitz;Florian
FN;CHARSET=UTF-8:Florian Wernitz
ORG;CHARSET=UTF-8:Universität Bielefeld;Fakultät für Mathematik/IDM
EMAIL;TYPE=work;CHARSET=UTF-8:florian.wernitz@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/de/452000841
REV:2026-04-06T11:48:54Z
UID:5c10df76-505a-32fc-97aa-e9fde6420651
URL;TYPE=work:https://ekvv.uni-bielefeld.de/pers_publ/publ/PersonDetail.jsp?personId=452000520
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Postfach 100131\n;Bielefeld;;D-33501;Germany
NOTE;CHARSET=UTF-8:Büro : UHG V6-211
TZ:+02:00
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
END:VCARD
