BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Schmeck;Maren Diane;;Prof'in. Dr.
FN;CHARSET=UTF-8:Prof'in. Dr. Maren Diane Schmeck
ROLE;CHARSET=UTF-8:Prof'in. Dr.
ORG;CHARSET=UTF-8:Bielefeld University;Center for Mathematical Economics
EMAIL;TYPE=work;CHARSET=UTF-8:maren.schmeck@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/en/84348952
REV:2026-05-14T17:06:58Z
UID:75c25d68-7450-3e01-bec3-ece7507abfb2
URL;TYPE=work;PREF=1;CHARSET=UTF-8:https://sites.google.com/site/marendschmeck/home
TEL;TYPE=work,pref:004952110667256
TEL;TYPE=work:00495211064907
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Postfach 100131\n;Bielefeld;;33501;Germany
NOTE;CHARSET=UTF-8:Office : UHG B4-142\nAvailability \nnach Vereinbarung
TZ:+02:00
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YPFOP+rX/AD2oooGa3h0Aa/HgDjd/6Ca7wUUVLN6Ww165fxR/x6D/AHhRRSNGcRrX/IIn/wCubfyqDwt/yALf8f5miinHYxqHoGk/8g2P6n+dWWoopM2jsRmmGiipKGmm96KKAHCvOvir/qbD6t/SiiqjuKWx54vRad2oorRmQqffX616DZEqy4JHyjpRRWcz0cF8Mv67mjvYq+WJ49aybjoaKKymd9DZknhz/kP2/wBa9xi/1S/Siiuyl8J4OI+NiNVeXrRRVmBVavJPi5/x+6d/1zf+YoopPYa3PND1ooorMs//2Q==
END:VCARD
