BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Li;Bingbing
FN;CHARSET=UTF-8:Bingbing Li
ORG;CHARSET=UTF-8:Universität Bielefeld;Institut für Mathematische Wirtschaftsforschung
EMAIL;TYPE=work;CHARSET=UTF-8:bingbing.li@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/de/448429698
REV:2026-04-14T22:58:30Z
UID:6615ba1a-f48b-38f3-96a3-56c47c2b5a74
URL;TYPE=work:https://ekvv.uni-bielefeld.de/pers_publ/publ/PersonDetail.jsp?personId=448429697
TEL;TYPE=work,pref:00495211064907
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Postfach 100131\n;Bielefeld;;33501;Germany
NOTE;CHARSET=UTF-8:Büro : UHG A4-121
TZ:+02:00
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END:VCARD
