BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Tönsing;Katja;;Dr.
FN;CHARSET=UTF-8:Dr. Katja Tönsing
ROLE;CHARSET=UTF-8:Dr.
ORG;CHARSET=UTF-8:Universität Bielefeld;Fakultät für Physik
EMAIL;TYPE=work;CHARSET=UTF-8:katja.toensing@physik.uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/de/47837
REV:2026-04-28T11:02:33Z
UID:c59c368f-9c50-35ae-9e6f-fb9721e2479b
URL;TYPE=work:https://ekvv.uni-bielefeld.de/pers_publ/publ/PersonDetail.jsp?personId=47837
TEL;TYPE=work,pref:00495211065387
TEL;TYPE=work:00495211066870
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 D1-262
TZ:+02:00
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
END:VCARD
