BEGIN:VCARD
VERSION:2.1
N:Gruber;Bernhard;;;
FN:Bernhard Gruber
ORG:Gruber & Partner Unternehmensberatung GmbH;
TITLE:Akademischer Unternehmensberater, CMC, CSE  Geschäftsführer Termine nach Vereinbarung
TEL;WORK;VOICE:+43 (664) 4023473
TEL;WORK;FAX:+43 6565 20 91 460
ADR;WORK:;;Schlosserfeld 344;Neukirchen am Großvenediger;;5741;Österreich
URL;WORK:gruber-partner.at
EMAIL;PREF;INTERNET:b.gruber@gruber-partner.at
PHOTO;TYPE=image/jpeg;ENCODING=BASE64:
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
END:VCARD
