BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Hofmanová;Martina;;Prof. Dr.
FN;CHARSET=UTF-8:Prof. Dr. Martina Hofmanová
ROLE;CHARSET=UTF-8:Prof. Dr.
ORG;CHARSET=UTF-8:Bielefeld University;Faculty of Mathematics
EMAIL;TYPE=work;CHARSET=UTF-8:hofmanova@math.uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/en/106484032
REV:2026-04-22T09:38:47Z
UID:65551fe3-8e8d-36b1-8f77-e1a070009715
URL;TYPE=work;PREF=1;CHARSET=UTF-8:https://www.uni-bielefeld.de/fakultaeten/mathematik/ag/hofmanova/
TEL;TYPE=work,pref:00495211064795
TEL;TYPE=work:004952110667550
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Postfach 100131\n;Bielefeld;;D-33501;Germany
NOTE;CHARSET=UTF-8:Office : UHG V5-133
TZ:+02:00
PHOTO;ENCODING=b;TYPE=jpeg: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
END:VCARD
