BEGIN:VCARD
VERSION:2.1
FN;CHARSET=windows-1250:Simon Gábor
ORG;CHARSET=windows-1250:BME Automatizálási és Alkalmazott Informatikai Tanszék;Alkalmazott informatika csoport
TITLE;CHARSET=windows-1250:Ügyvivő szakértő
TEL;WORK;VOICE:+36 (1) 463-3714
TEL;WORK;FAX:
ADR;WORK;CHARSET=windows-1250:;Q.B223.;Magyar tudósok krt. 2.;Budapest;;1117
URL;WORK:
EMAIL;PREF;INTERNET:Simon.Gabor@aut.bme.hu
PHOTO;TYPE=JPEG;ENCODING=BASE64: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

END:VCARD