BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Manibo;Chrizaldy Neil;;Dr.
FN;CHARSET=UTF-8:Dr. Chrizaldy Neil Manibo
ROLE;CHARSET=UTF-8:Dr.
ORG;CHARSET=UTF-8:Bielefeld University;Faculty of Mathematics
EMAIL;TYPE=work;CHARSET=UTF-8:cmanibo@math.uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/en/63778711
REV:2026-04-22T09:45:09Z
UID:7ce949f2-600b-3aac-bc44-c96e4a9c0429
URL;TYPE=work;PREF=1;CHARSET=UTF-8:https://www.math.uni-bielefeld.de/~cmanibo
TEL;TYPE=work,pref:00495211064791
TEL;TYPE=work:00495211064792
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Postfach 100131\n;Bielefeld;;D-33501;Germany
NOTE;CHARSET=UTF-8:Office : UHG V5-111
TZ:+02:00
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
END:VCARD
