BEGIN:VCARD
VERSION:3.0
N:Hangartner;Samuel
FN:Samuel Hangartner
ORG:Partner Ingenieure AG
ROLE:Partner
PHOTO;TYPE=JPEG;ENCODING=b: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
TEL;TYPE=WORK,VOICE:+41 55 511 00 50
ADR;TYPE=WORK:;;Baslerstrasse 90;Olten;;4600;Schweiz
EMAIL;TYPE=PREF,INTERNET:samuel.hangartner@partneringenieure.ch
LOGO;TYPE=PNG;ENCODING=b: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
URL:https://www.partneringenieure.ch/
REV:2026-08-15T20:28:31Z
END:VCARD