BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Galytsky;Ariana
FN;CHARSET=UTF-8:Ariana Galytsky
TITLE;CHARSET=UTF-8:Sektretariat Prof. Dr. Axel Mayer
ORG;CHARSET=UTF-8:Bielefeld University;Faculty of Psychology and Sports Science/Department of Psychology/Arbeitseinheit 06 - Psychologische Methodenlehre und Evaluation
EMAIL;TYPE=work;CHARSET=UTF-8:sekretariat-methodenlehre@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/en/682320572
REV:2026-07-08T09:29:52Z
UID:c45986cb-094c-3ac2-a829-99fd2102bad0
URL;TYPE=work:https://ekvv.uni-bielefeld.de/pers_publ/publ/PersonDetail.jsp?personId=682320571
TEL;TYPE=work,pref:00495211064508
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Postfach 10 01 31\n;Bielefeld;;D-33501;Germany
NOTE;CHARSET=UTF-8:Office : H-Gebäude H0-34\nAvailability \nMo. und Mi.: 08:00 - 14:00 UhrDi. und Do.: 08:00 - 11:00 UhrFr.: 08:00 -\n14:00 Uhr (Flexwork)
TZ:+02:00
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END:VCARD
