BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Kim;Hyomin
FN;CHARSET=UTF-8:Hyomin Kim
TITLE;CHARSET=UTF-8:PhD student
ORG;CHARSET=UTF-8:Bielefeld University;Center for Mathematical Economics/RTG 2865 CUDE 
EMAIL;TYPE=work;CHARSET=UTF-8:hyomin.kim@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/en/669732908
REV:2026-06-30T11:56:10Z
UID:658b6dff-d483-351e-9feb-1dbbf309f7b6
URL;TYPE=work:https://ekvv.uni-bielefeld.de/pers_publ/publ/PersonDetail.jsp?personId=617845291
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Postfach 100131\n;Bielefeld;;33501;Germany
NOTE;CHARSET=UTF-8:Office : UHG A4-117
TZ:+02:00
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END:VCARD
