BEGIN:VCARD VERSION:2.1 N;CHARSET=utf-8:Abel;Dipl.-Ing. (FH) Oliver;;; FN;CHARSET=utf-8:Dipl.-Ing. (FH) Oliver Abel ORG;CHARSET=utf-8:; EMAIL:oliver.abel@hs-ansbach.de TEL;WORK;VOICE;pref:09852 86398-240 TITLE;CHARSET=utf-8:Laboringenieur Studien- und Technologiezentrum Feuchtwangen (FEU) PHOTO;jpg;ENCODING=BASE64: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 URL;pref:www.hs-ansbach.de END:VCARD