BEGIN:VCARD VERSION:2.1 N;CHARSET=utf-8:Stamm;Prof. Sebastian;;; FN;CHARSET=utf-8:Prof. Sebastian Stamm ORG;CHARSET=utf-8:; EMAIL:sebastian.stamm@hs-ansbach.de TEL;WORK;VOICE;pref:0981 4877-382 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 URL;pref:www.hs-ansbach.de END:VCARD