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:2026-08-16T21:10:30Z
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
