BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Wellensiek;Nicole;;Dr.
FN;CHARSET=UTF-8:Dr. Nicole Wellensiek
ROLE;CHARSET=UTF-8:Dr.
ORG;CHARSET=UTF-8:Universität Bielefeld;Fakultät für Mathematik
EMAIL;TYPE=work;CHARSET=UTF-8:nicole.wellensiek@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/de/59176
REV:2026-05-16T12:09:01Z
UID:3e78cd46-2863-3141-b505-9d4b4183024f
URL;TYPE=work;PREF=1;CHARSET=UTF-8:http://www.uni-bielefeld.de/idm/institut/mitarbeiterinnen/nwellensiek.html
TEL;TYPE=work,pref:00495211065046
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:Büro : UHG V6-217\nBriefkasten : V3-2206\nErreichbarkeit \nLiebe Studierende\, meine Sprechstunde findet online (Zoom-Meeting\nbeitretenhttps://uni-bielefeld.zoom-x.de/j/92483903198?pwd=QS9lQkV1ZTZ6S\nUNNa3RSSzA3cG11UT09 [\nhttps://uni-bielefeld.zoom-x.de/j/92483903198?pwd=QS9lQkV1ZTZ6SUNNa3RSSz\nA3cG11UT09 ]) oder vor Ort statt (wählen Sie das Format gerne selbst).\nTragen Sie sich hierzu bitte in die Terminliste ein und formulieren Sie\nkurz Ihr Anliegen. Außerhalb der Sprechstunde können Sie mich auch per\nE-mail erreichen und/oder einen Termin vereinbaren. Vom\n21.07.2025-10.8.2025 mache ich Urlaub.
TZ:+02:00
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
END:VCARD
