BEGIN:VCARD
VERSION:3.0
N;CHARSET=utf-8:Jansem;May;;;
FN;CHARSET=utf-8:May Jansem
ORG:Foley Hoag LLP
TITLE:Associate
EMAIL;type=WORK:mjansem@foleyhoag.com
TEL;type=WORK:+33.(01).73.02.69.18
TEL;type=CELL:
ADR;type=WORK;CHARSET=utf-8:;;16 Avenue de Messine, 3rd Floor;Paris;;75008;France
URL;type=WORK:https://foleyhoag.com/people/jansem-may/
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
END:VCARD