BEGIN:VCARD
VERSION:2.1
N;CHARSET=utf-8:Coco;Chiara;;;
FN;CHARSET=utf-8:Chiara Coco
ORG;CHARSET=utf-8:Helvetia Versicherungen
TEL;WORK;voice:+41 58 280 37 48
TEL;CELL;voice:
ADR;WORK;CHARSET=utf-8:;;Bahnhofstrasse 42;Sursee;;6210;Schweiz
EMAIL;PREF;INTERNET:chiara.coco@helvetia.ch
URL:https://www.helvetia.com/ch/web/de/privatkunden/kontakt/beratung/agenturen/sursee#00402470
REV:20260509T133613Z
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

END:VCARD