BEGIN:VCARD
VERSION:2.1
FN;CHARSET=windows-1250:Balássy György
ORG;CHARSET=windows-1250:BME Automatizálási és Alkalmazott Informatikai Tanszék;Alkalmazott Informatika - Webes fiúk
TITLE;CHARSET=windows-1250:Tanszéki mérnök
TEL;WORK;VOICE:+36 (1) 463-3714
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ADR;WORK;CHARSET=windows-1250:;Q.B223.;Magyar tudósok krt. 2.;Budapest;;1117
URL;WORK:http://balassygyorgy.wordpress.com
EMAIL;PREF;INTERNET:balassy@aut.bme.hu
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

END:VCARD
