BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Gess;Benjamin;;Prof. Dr.
FN;CHARSET=UTF-8:Prof. Dr. Benjamin Gess
ROLE;CHARSET=UTF-8:Prof. Dr.
ORG;CHARSET=UTF-8:Bielefeld University;Faculty of Mathematics/Ehemalige Mitarbeiterinnen und Mitarbeiter
EMAIL;TYPE=work;CHARSET=UTF-8:bgess@math.uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/en/59925322
REV:2026-05-19T20:57:13Z
UID:df193a02-2a55-3fc8-a4f6-ed1b570cb2b7
URL;TYPE=work;PREF=1;CHARSET=UTF-8:https://www.bgess.de
TEL;TYPE=work,pref:00495211064769
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Postfach 100131\n;Bielefeld;;D-33501;Germany
TZ:+02:00
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PPY01GwcH86KKAK9w/yfeP5VcK+TbxoDwAAR60UUAVyWwTxmmjIbAPWiigCVVJHU9f71FFFAH/2Q==
END:VCARD
