BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Gölzhäuser;Armin;;Prof. Dr.
FN;CHARSET=UTF-8:Prof. Dr. Armin Gölzhäuser
ROLE;CHARSET=UTF-8:Prof. Dr.
ORG;CHARSET=UTF-8:Bielefeld University;Faculty of Physics
EMAIL;TYPE=work;CHARSET=UTF-8:goelzhaeuser@physik.uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/en/109837
REV:2026-04-22T09:32:00Z
UID:7f7565e1-b0cc-3cbb-a16a-c1fa2fbf1892
URL;TYPE=work;PREF=1;CHARSET=UTF-8:https://cmsedit.uni-bielefeld.de/fakultaeten/physik/forschung/pss/index.xml
TEL;TYPE=work,pref:00495211065362
TEL;TYPE=work:00495211066995
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Postfach 10 01 31\n;Bielefeld;;D-33501;Germany
NOTE;CHARSET=UTF-8:Office : UHG D0-270
TZ:+02:00
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
END:VCARD
