BEGIN:VCARD
VERSION:2.1
FN;CHARSET=windows-1250:Dr. Kárpáti Attila 
ORG;CHARSET=windows-1250:BME Automatizálási és Alkalmazott Informatikai Tanszék;Teljesítményelektronika csoport
TITLE;CHARSET=windows-1250:Címzetes egyetemi tanár
TEL;WORK;VOICE:+36 (1) 463-2766
TEL;WORK;FAX:+36 (1) 463-2871
ADR;WORK;CHARSET=windows-1250:;Q.B213.;Magyar tudósok krt. 2.;Budapest;;1117
URL;WORK:
EMAIL;PREF;INTERNET:Karpati.Attila@aut.bme.hu
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

END:VCARD
