BEGIN:VCARD
VERSION:3.0
FN;;CHARSET=utf-8:Thilo von Brandenstein LL.B.
N;CHARSET=utf-8:von Brandenstein LL.B.;Thilo;
ADR;CHARSET=utf-8;ENCODING=QUOTED-PRINTABLE;WORK:;;Junghofstrasse 9;60315 Frankfurt/Main;;;Germany
TEL;WORK:+ 49 69 2 99 08 253
EMAIL;CHARSET=utf-8; INTERNET:t.vonbrandenstein@bakermckenzie.com
TITLE;CHARSET=utf-8;ENCODING=QUOTED-PRINTABLE:Associate
ROLE;CHARSET=utf-8:
ORG;CHARSET=utf-8:Baker McKenzie Rechtsanwaltsgesellschaft mbH von Rechtsanwälten und Steuerberatern
URL; WORK;CHARSET=utf-8:https://www.bakermckenzie.com/en/people/v/von-brandenstein-thilo
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
END:VCARD
;

