BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Egbert;Simon;;Dr. 
FN;CHARSET=UTF-8:Dr.  Simon Egbert
ROLE;CHARSET=UTF-8:Dr. 
TITLE;CHARSET=UTF-8:Wissenschaftlicher Mitarbeiter im EU / ERC Advanced Grant gefördertem Projekt: The Future of Prediction: The Social Consequences of Algorithmic Forecast in Insurance\, Medicine and Policing – PREDICT (Prof. Dr. Elena Esposito)
ORG;CHARSET=UTF-8:Universität Bielefeld;Fakultät für Soziologie/Personen/Wissenschaftliche MitarbeiterInnen in Forschungsprojekten
EMAIL;TYPE=work;CHARSET=UTF-8:simon.egbert@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/de/271745954
REV:2026-04-05T03:07:29Z
UID:24e0a2ab-949a-3e82-8263-b761f808c0da
URL;TYPE=work;PREF=1;CHARSET=UTF-8:https://www.uni-bielefeld.de/soz/predict/index.html
TEL;TYPE=work,pref:004952110612934
TEL;TYPE=work:004952110612989
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 B3-107\nBriefkasten : Nr. 424 im Gebäude X - Magistrale - Ebene C2\nErreichbarkeit \nnach Absprache
TZ:+02:00
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END:VCARD
