BEGIN:VCARD
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N;CHARSET=UTF-8:Hölz;Svenja
FN;CHARSET=UTF-8:Svenja Hölz
TITLE;CHARSET=UTF-8:Wissenschaftliche Mitarbeiterin\, quantitative Teilstudie
ORG;CHARSET=UTF-8:Bielefeld University;Faculty of Educational Science/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:s.hoelz@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/en/643808304
REV:2026-05-01T22:27:58Z
UID:17c2529d-122c-3685-b9a9-64e94f7e94fc
URL;TYPE=work:https://ekvv.uni-bielefeld.de/pers_publ/publ/PersonDetail.jsp?personId=611191527
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
