BEGIN:VCARD
VERSION:2.1
FN;CHARSET=windows-1250:Fodor Ferenc
ORG;CHARSET=windows-1250:BME Automatizálási és Alkalmazott Informatikai Tanszék;Alkalmazott informatika csoport
TITLE;CHARSET=windows-1250:Doktorandusz
TEL;WORK;VOICE:
TEL;WORK;FAX:
ADR;WORK;CHARSET=windows-1250:;;Magyar tudósok krt. 2.;Budapest;;1117
URL;WORK:
EMAIL;PREF;INTERNET:ferenc.fodor@edu.bme.hu
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

END:VCARD
