BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Doleske;Raoul
FN;CHARSET=UTF-8:Raoul Doleske
TITLE;CHARSET=UTF-8:Scientific Coordination CUDE - RTG 2865 at the IMW
ORG;CHARSET=UTF-8:Bielefeld University;Faculty of Business Administration and Economics/Institut für Mathematische Wirtschaftsforschung
EMAIL;TYPE=work;CHARSET=UTF-8:raoul.doleske@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/en/443707200
REV:2026-09-05T00:36:10Z
UID:0a4a7a1b-d68c-32b0-b487-55d0e1899686
URL;TYPE=work;PREF=1;CHARSET=UTF-8:https://www.uni-bielefeld.de/cude
TEL;TYPE=work,pref:00495211065645
TEL;TYPE=work:00495211064907
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Universitätsstraße 25\n;Bielefeld;;D-33615;Germany
NOTE;CHARSET=UTF-8:Office : UHG B4-132
TZ:+02:00
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END:VCARD
