BEGIN:VCARD
VERSION:3.0
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N;CHARSET=UTF-8:Lüken;Miriam;;Prof. Dr.
FN;CHARSET=UTF-8:Prof. Dr. Miriam Lüken
ROLE;CHARSET=UTF-8:Prof. Dr.
TITLE;CHARSET=UTF-8:Teilprojektleitung\, Mathematikdidaktik\, Unterrichtsvideographie
ORG;CHARSET=UTF-8:Universität Bielefeld;Fakultät für Erziehungswissenschaft/AG 3 - Schultheorie mit dem Schwerpunkt Grund- und Förderschulen/Projekte/Didaktik der Vielfalt. Erforschung\, Entwicklung und Transfer diversitätssensibler Unterrichtskonzepte (DiVa)
EMAIL;TYPE=work;CHARSET=UTF-8:miriam.lueken@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/de/642617249
REV:2026-05-16T18:02:13Z
UID:944418e6-2405-3c28-9cb5-a99137ef7e98
URL;TYPE=work:https://ekvv.uni-bielefeld.de/pers_publ/publ/PersonDetail.jsp?personId=31739374
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Konsequenz 41a\n;Bielefeld;;33615;Germany
TZ:+02:00
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
END:VCARD
