BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Turchinovich;Dmitry;;Prof. Dr.
FN;CHARSET=UTF-8:Prof. Dr. Dmitry Turchinovich
ROLE;CHARSET=UTF-8:Prof. Dr.
ORG;CHARSET=UTF-8:Universität Bielefeld;Fakultät für Physik
EMAIL;TYPE=work;CHARSET=UTF-8:dmtu@physik.uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/de/155975352
REV:2026-05-19T03:57:02Z
UID:cc3dffd1-f455-3d1a-a604-ba244e8a793a
URL;TYPE=work:https://ekvv.uni-bielefeld.de/pers_publ/publ/PersonDetail.jsp?personId=155975351
TEL;TYPE=work,pref:00495211065468
TEL;TYPE=work:00495211065467
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Postfach 10 01 31\n;Bielefeld;;D-33501;Germany
NOTE;CHARSET=UTF-8:Büro : UHG D4-270
TZ:+02:00
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
END:VCARD
