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N;CHARSET=UTF-8:Köhler;Claudia;;Dr.
FN;CHARSET=UTF-8:Dr. Claudia Köhler
ROLE;CHARSET=UTF-8:Dr.
TITLE;CHARSET=UTF-8:Koordination Promotionsstudiengang Mathematik
ORG;CHARSET=UTF-8:Universität Bielefeld;Fakultät für Mathematik/Beauftragte/Koordination Promotion
EMAIL;TYPE=work;CHARSET=UTF-8:ckoehler@math.uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/de/180443440
REV:2026-04-05T22:29:23Z
UID:3baa7e98-4349-344c-8647-f7ab57236241
URL;TYPE=work:https://ekvv.uni-bielefeld.de/pers_publ/publ/PersonDetail.jsp?personId=19103765
TEL;TYPE=work,pref:00495211064767
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Postfach 100131\n;Bielefeld;;D-33501;Germany
TZ:+02:00
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END:VCARD
