BEGIN:VCARD
VERSION:3.0
FN;;CHARSET=utf-8:Elisa Impalà
N;CHARSET=utf-8:Impalà;Elisa;
ADR;CHARSET=utf-8;ENCODING=QUOTED-PRINTABLE;WORK:;;Piazza Meda=2C 3;Milan;;20121;Italy
TEL;WORK:+ 39 02 76231 418
EMAIL;CHARSET=utf-8; INTERNET:elisa.impala@bakermckenzie.com
TITLE;CHARSET=utf-8;ENCODING=QUOTED-PRINTABLE:Counsel
ROLE;CHARSET=utf-8:
ORG;CHARSET=utf-8:Studio Professionale Associato a Baker & McKenzie
URL; WORK;CHARSET=utf-8:https://www.bakermckenzie.com/en/people/i/impala-elisa
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
END:VCARD
;

