BEGIN:VCARD
VERSION:2.1
N;CHARSET=utf-8:Gemperle;Basil;;;
FN;CHARSET=utf-8:Basil Gemperle
ORG;CHARSET=utf-8:Helvetia Versicherungen
TEL;WORK;voice:+41 58 280 86 32
TEL;CELL;voice:
ADR;WORK;CHARSET=utf-8:;;;;;;
EMAIL;PREF;INTERNET:basil.gemperle@helvetia.com
URL:https://www.helvetia.com/global/globalsolutions/en/home/services/contact/specialists-engineering-switzerland#00127882
REV:20260509T143051Z
PHOTO;ENCODING=BASE64;TYPE=JPEG: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

END:VCARD