BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Förster;Manuel;;Jun.-Prof. Dr.
FN;CHARSET=UTF-8:Jun.-Prof. Dr. Manuel Förster
ROLE;CHARSET=UTF-8:Jun.-Prof. Dr.
ORG;CHARSET=UTF-8:Bielefeld University;Center for Mathematical Economics
EMAIL;TYPE=work;CHARSET=UTF-8:manuel.foerster@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/en/195186001
REV:2026-10-06T06:22:15Z
UID:4b1ed63a-2bea-3c4b-b113-dd9a5acb94ff
URL;TYPE=work;PREF=1;CHARSET=UTF-8:https://sites.google.com/site/sitemanuelfoerster/
TEL;TYPE=work,pref:00495211062573
TEL;TYPE=work:00495211064907
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Postfach 100131\n;Bielefeld;;33501;Germany
NOTE;CHARSET=UTF-8:Office : UHG B4-129\nAvailability \nnach Vereinbarung
CATEGORIES;CHARSET=UTF-8:Game Theory,Soziale Netzwerke,Communication\, strategic
TZ:+02:00
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END:VCARD
