BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Brandt;Bastian;;Dr.
FN;CHARSET=UTF-8:Dr. Bastian Brandt
ROLE;CHARSET=UTF-8:Dr.
ORG;CHARSET=UTF-8:Universität Bielefeld;Fakultät für Physik
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/de/210717790
REV:2026-04-24T03:27:54Z
UID:19c942e0-1220-3413-a73c-98abf676dd4e
URL;TYPE=work:https://ekvv.uni-bielefeld.de/pers_publ/publ/PersonDetail.jsp?personId=210717726
TEL;TYPE=work,pref:00495211066223
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Postfach 10 01 31\n;Bielefeld;;D-33501;Germany
TZ:+02:00
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
END:VCARD
