BEGIN:VCARD
VERSION:2.1
FN;CHARSET=windows-1250:Mrad Mohamed Azouz
ORG;CHARSET=windows-1250:BME Automatizálási és Alkalmazott Informatikai Tanszék;Alkalmazott informatika csoport
TITLE;CHARSET=windows-1250:Adjunktus
TEL;WORK;VOICE:
TEL;WORK;FAX:
ADR;WORK;CHARSET=windows-1250:;;Magyar tudósok krt. 2.;Budapest;;1117
URL;WORK:
EMAIL;PREF;INTERNET:Mrad.MohamedAzouz@aut.bme.hu
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

END:VCARD
