BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Bojahr;Rahel
FN;CHARSET=UTF-8:Rahel Bojahr
ORG;CHARSET=UTF-8:Bielefeld University;Center for Mathematical Economics
EMAIL;TYPE=work;CHARSET=UTF-8:rahel.bojahr@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/en/733424799
REV:2026-08-19T19:35:44Z
UID:ef219d56-7374-39a4-81e7-5eb1fa1d33e9
URL;TYPE=work:https://ekvv.uni-bielefeld.de/pers_publ/publ/PersonDetail.jsp?personId=733424798
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:\nAvailability \nnach Vereinbarung
TZ:+02:00
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END:VCARD
