BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Goldan;Janka;;Dr.
FN;CHARSET=UTF-8:Dr. Janka Goldan
ROLE;CHARSET=UTF-8:Dr.
TITLE;CHARSET=UTF-8:Akademische Rätin auf Zeit
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:janka.goldan@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/en/206269879
REV:2026-04-23T00:04:38Z
UID:7c08ea66-4e48-30de-b02c-e208e6aebcab
URL;TYPE=work:https://ekvv.uni-bielefeld.de/pers_publ/publ/PersonDetail.jsp?personId=206269878
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:\nAvailability \nSeit Wintersemester 2025/2026 an der Bergischen Universität Wuppertal\nbeschäftigt\nhttps://mdfsl.uni-wuppertal.de/de/team/janka-goldan-profdr/goldan/ [\nhttps://mdfsl.uni-wuppertal.de/de/team/janka-goldan-profdr/goldan/ ]
TZ:+02:00
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END:VCARD
