BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Ilina-Georgescu;Andrea
FN;CHARSET=UTF-8:Andrea Ilina-Georgescu
TITLE;CHARSET=UTF-8:Wissenschaftliche Mitarbeiterin im ESyS Bremen Projekt „Evaluation des Modellprojekts „Systemische Schulassistenz in Bremen“
ORG;CHARSET=UTF-8:Bielefeld University;Faculty of Educational Science/AG 3 - Schultheorie mit dem Schwerpunkt Grund- und Förderschulen/Ehemalige
EMAIL;TYPE=work;CHARSET=UTF-8:andrea.ilina-georgescu@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/en/345360527
REV:2026-05-13T03:01:44Z
UID:f2923f09-e815-32db-9d5c-4a57532975bd
URL;TYPE=work:https://ekvv.uni-bielefeld.de/pers_publ/publ/PersonDetail.jsp?personId=345360526
TEL;TYPE=work,pref:00495211066980
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Konsequenz 41a\n;Bielefeld;;33615;Germany
NOTE;CHARSET=UTF-8:\nPostbox : Foyer-Z Gebäude\, AG 3
TZ:+02:00
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
END:VCARD
