BEGIN:VCARD
VERSION:3.0
FN;;CHARSET=utf-8:Delfina Ascoli
N;CHARSET=utf-8:Ascoli;Delfina;
ADR;CHARSET=utf-8;ENCODING=QUOTED-PRINTABLE;WORK:;;10 - 12 Boulevard Roosevelt;Luxembourg;;2450;Luxembourg
TEL;WORK:+ 352 26 18 44 239
EMAIL;CHARSET=utf-8; INTERNET:delfina.ascoli@bakermckenzie.com
TITLE;CHARSET=utf-8;ENCODING=QUOTED-PRINTABLE:Tax Specialist
ROLE;CHARSET=utf-8:
ORG;CHARSET=utf-8:Baker & McKenzie Luxembourg
URL; WORK;CHARSET=utf-8:https://www.bakermckenzie.com/en/people/a/ascoli-delfina
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
END:VCARD
;