BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Hellmich;Simon Niklas;;Dr.
FN;CHARSET=UTF-8:Dr. Simon Niklas Hellmich
ROLE;CHARSET=UTF-8:Dr.
TITLE;CHARSET=UTF-8:Wissenschaftlicher Mitarbeiter im BpB-Projekt: „Machbarkeitsstudie Monitor Politische Bildung (Projektleitung: Prof. Dr. Reinhold Hedtke)
ORG;CHARSET=UTF-8:Universität Bielefeld;Fakultät für Soziologie/Personen/Wissenschaftliche MitarbeiterInnen in Forschungsprojekten
EMAIL;TYPE=work;CHARSET=UTF-8:simon_niklas.hellmich@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/de/49475625
REV:2026-04-06T12:22:25Z
UID:4c0ac840-a89e-331c-bde6-778c43603d6c
URL;TYPE=work:https://ekvv.uni-bielefeld.de/pers_publ/publ/PersonDetail.jsp?personId=10794627
TEL;TYPE=work,pref:00495211064633
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Postfach 10 01 31\n;Bielefeld;;33501;Germany
NOTE;CHARSET=UTF-8:Büro : Gebäude X C4-233
TZ:+02:00
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END:VCARD
