BEGIN:VCARD VERSION:2.1 N;CHARSET=utf-8:Härtfelder;Prof. Dr. Jonas;;; FN;CHARSET=utf-8:Prof. Dr. Jonas Härtfelder ORG;CHARSET=utf-8:; EMAIL:jonas.haertfelder@hs-ansbach.de TEL;WORK;VOICE;pref:0981 4877-376 TITLE;CHARSET=utf-8:Professor Wirtschaftsinformatik (WIF) 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 URL;pref:www.hs-ansbach.de END:VCARD