BEGIN:VCARD
VERSION:3.0
FN;;CHARSET=utf-8:Peter P. Tomczak
N;CHARSET=utf-8:Tomczak;Peter;P.
ADR;CHARSET=utf-8;ENCODING=QUOTED-PRINTABLE;WORK:;;300 East Randolph Street=2C Suite 5000;Chicago;Illinois;60601;United States
TEL;WORK:+ 1 312 861 8030
EMAIL;CHARSET=utf-8; INTERNET:peter.tomczak@bakermckenzie.com
TITLE;CHARSET=utf-8;ENCODING=QUOTED-PRINTABLE:Partner
ROLE;CHARSET=utf-8:
ORG;CHARSET=utf-8:Baker & McKenzie LLP
URL; WORK;CHARSET=utf-8:https://www.bakermckenzie.com/en/people/t/tomczak-peter-p
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
END:VCARD
;

