BEGIN:VCARD
VERSION:2.1
N;CHARSET=utf-8:Egerton;Christine;;;
FN;CHARSET=utf-8:Christine Egerton
ORG;CHARSET=utf-8:Helvetia Assurances
TEL;WORK;voice:+41 58 280 18 18
TEL;CELL;voice:
ADR;WORK;CHARSET=utf-8:;;Case postale 99;Zurich;;;
EMAIL;PREF;INTERNET:direktvertrieb@helvetia.ch
URL:https://www.helvetia.com/ch/web/fr/personnes-privees/contact/conseil/agences/distribution-directe#00401442
REV:20260718T220110Z
PHOTO;ENCODING=BASE64;TYPE=JPEG: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

END:VCARD