BEGIN:VCARD VERSION:2.1 N;CHARSET=utf-8:Müller-Lenhardt;Prof. Dr.-Ing. Thomas;;; FN;CHARSET=utf-8:Prof. Dr.-Ing. Thomas Müller-Lenhardt ORG;CHARSET=utf-8:; EMAIL:t.mueller-lenhardt@hs-ansbach.de TEL;WORK;VOICE;pref:09141 874669-305 TITLE;CHARSET=utf-8:Studiengangsleiter Angewandte Kunststofftechnik (AKT) 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 URL;pref:www.hs-ansbach.de END:VCARD