BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Köhne;Nina
FN;CHARSET=UTF-8:Nina Köhne
ORG;CHARSET=UTF-8:Bielefeld University;Faculty of Mathematics/IDM
EMAIL;TYPE=work;CHARSET=UTF-8:nina.koehne@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/en/441597723
REV:2026-05-20T10:52:09Z
UID:4d6c767d-0f20-3b8f-841f-38b8b1ab77e2
URL;TYPE=work:https://ekvv.uni-bielefeld.de/pers_publ/publ/PersonDetail.jsp?personId=223342443
TEL;TYPE=work,pref:00495211065058
TEL;TYPE=work:00495211065055
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Postfach 100131\n;Bielefeld;;D-33501;Germany
NOTE;CHARSET=UTF-8:Office : UHG V6-216
TZ:+02:00
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END:VCARD
