BEGIN:VCARD
VERSION:3.0
N:Soukhak;Mojtaba;;;
FN:Mojtaba Soukhak
ORG:Joosten, Schmitz, Soest & Partner Partnerschaftsgesellschaft Steuerberater;
TITLE:Steuerfachangestellter
TEL;type=WORK;type=VOICE:+49215162710
TEL;type=WORK;type=FAX:+492151627120
ADR;type=WORK:;;Blumentalstraße 2;Krefeld;;47798;Deutschland
URL;type=WORK:www.stb-jss.de
EMAIL;type=WORK;type=INTERNET:m.soukhak@stb-jss.de
PHOTO;TYPE=image/png;ENCODING=BASE64:
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
END:VCARD
