BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Kühne;Lukas;;Prof. Dr.
FN;CHARSET=UTF-8:Prof. Dr. Lukas Kühne
ROLE;CHARSET=UTF-8:Prof. Dr.
ORG;CHARSET=UTF-8:Bielefeld University;Faculty of Mathematics/Kommissionen und Ausschüsse/Rechnerkommission
EMAIL;TYPE=work;CHARSET=UTF-8:lukas.kuehne@math.uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/en/500544332
REV:2026-04-15T05:42:06Z
UID:bf611166-6324-3a34-89ac-d12504cb9354
URL;TYPE=work:https://ekvv.uni-bielefeld.de/pers_publ/publ/PersonDetail.jsp?personId=312525424
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
