BEGIN:VCARD
VERSION:3.0
N;CHARSET=utf-8:Alford;;;;
FN;CHARSET=utf-8:John S. Alford
ORG;CHARSET=utf-8:Broussard, David & Moroux
URL;CHARSET=utf-8:https://bdm.law
TITLE;CHARSET=utf-8:Attorney
TEL;TYPE=WORK,VOICE:337-233-2323
TEL;TYPE=FAX,WORK:337-233-2353
EMAIL;CHARSET=utf-8;TYPE=PREF,INTERNET:
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
ADR;TYPE=WORK:;;413 E Gibson St.;Covington;LA;70433;US
LABEL;TYPE=WORK:413 E Gibson St.\nCovington, LA 70433
END:VCARD
