BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Dodero;Veronica;;Dr.
FN;CHARSET=UTF-8:Dr. Veronica Dodero
ROLE;CHARSET=UTF-8:Dr.
ORG;CHARSET=UTF-8:Universität Bielefeld;Fakultät für Chemie/Physikalische und Biophysikalische Chemie
EMAIL;TYPE=work;CHARSET=UTF-8:veronica.dodero@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/de/441007841
REV:2026-07-17T05:04:48Z
UID:4af7064a-e237-39a3-9867-426590673286
URL;TYPE=work:https://ekvv.uni-bielefeld.de/pers_publ/publ/PersonDetail.jsp?personId=60679852
TEL;TYPE=work,pref:00495211062046
TEL;TYPE=work:00495211066888
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Universitätsstr. 25\n;Bielefeld;;33615;Germany
NOTE;CHARSET=UTF-8:Büro : UHG F2-123
TZ:+02:00
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
END:VCARD
