BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Schütz;Tim Niclas
FN;CHARSET=UTF-8:Tim Niclas Schütz
ORG;CHARSET=UTF-8:Bielefeld University;Center for Mathematical Economics
EMAIL;TYPE=work;CHARSET=UTF-8:tim.schuetz@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/en/453784757
REV:2026-08-21T13:54:34Z
UID:44d2e055-6fae-3084-94dd-7a2767212e4f
URL;TYPE=work:https://ekvv.uni-bielefeld.de/pers_publ/publ/PersonDetail.jsp?personId=453784756
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:Office : UHG B4-109\nAvailability \nnach Vereinbarung
TZ:+02:00
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END:VCARD
