BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Pajola;Anna
FN;CHARSET=UTF-8:Anna Pajola
ORG;CHARSET=UTF-8:Universität Bielefeld;Institut für Mathematische Wirtschaftsforschung
EMAIL;TYPE=work;CHARSET=UTF-8:Anna.Pajola@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/de/494549434
REV:2026-05-21T23:45:40Z
UID:563661a7-28a6-3360-8673-1ed203f88efe
URL;TYPE=work:https://ekvv.uni-bielefeld.de/pers_publ/publ/PersonDetail.jsp?personId=494549433
TEL;TYPE=work,pref:004952110686403
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:Büro : UHG B4-109
TZ:+02:00
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END:VCARD
