BEGIN:VCARD
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N;CHARSET=UTF-8:Küchler;Armin;;Dr.
FN;CHARSET=UTF-8:Dr. Armin Küchler
ROLE;CHARSET=UTF-8:Dr.
TITLE;CHARSET=UTF-8:Wissenschaftlicher Mitarbeiter im Bereich Methoden der empirischen Sozialforschung mit dem Schwerpunkt quantitative Methoden (Prof. Kroh)\, Projekt AMIF
ORG;CHARSET=UTF-8:Universität Bielefeld;Fakultät für Soziologie/Arbeitsbereiche/Arbeitsbereich 2 - Methoden der empirischen Sozialforschung
EMAIL;TYPE=work;CHARSET=UTF-8:armin.kuechler@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/de/475324174
REV:2026-05-13T04:37:13Z
UID:bea30292-e1ae-36fc-a11e-42e97ec57315
URL;TYPE=work:https://ekvv.uni-bielefeld.de/pers_publ/publ/PersonDetail.jsp?personId=315586167
TEL;TYPE=work,pref:004952110612939
TEL;TYPE=work:00495211063847
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Postfach 10 01 31\n;Bielefeld;;33501;Germany
NOTE;CHARSET=UTF-8:Büro : Gebäude X B3-210
TZ:+02:00
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UH0qm/3qKKVwBRjmrC9KKKdwHqARmmt39qKKQhDxSFiBRRQAZpQOlFFAB0pelFFIpITcSTSHlsUUUCYd8Un3TRRTEJnmgCiigYUDpRRQAbu2KA2SB+FFFAARx+FJgDnFFFACgc96XGTRRQAmaXPNFFIYlKFy2PSiimFgKdDmlbgUUUBYbnjJFKD2oooEL3oByM0UUDsL2poOTRRQFiQDtS0UUBYaOtOOM9KKKBD/4RR7UUUAKOlAPTiiigB6tUintRRUgB5pp7GiigdiG4GVHNRDjGKKKAsOyaevSiii4WJVAx0ooooA//2Q==
END:VCARD
