BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Kaczmarek;Olaf;;Dr.
FN;CHARSET=UTF-8:Dr. Olaf Kaczmarek
ROLE;CHARSET=UTF-8:Dr.
ORG;CHARSET=UTF-8:Universität Bielefeld;Fakultät für Physik
EMAIL;TYPE=work;CHARSET=UTF-8:okacz@physik.uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/de/33776
REV:2026-04-05T22:19:05Z
UID:d52b9e0f-29f9-336d-ad75-075dfe64b05b
URL;TYPE=work;PREF=1;CHARSET=UTF-8:https://www.uni-bielefeld.de/fakultaeten/physik/forschung/hep/olaf_kaczmarek
TEL;TYPE=work,pref:00495211066212
TEL;TYPE=work:00495211066224
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 E6-120
TZ:+02:00
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
END:VCARD
