BEGIN:VCARD
VERSION:2.1
N:Brandt;Andrea
FN:Andrea Brandt
ADR;WORK;PREF:;;1735 Market Street 42nd Floor;Philadelphia;PA;19103;
ORG:PFM Financial Advisors LLC
URL;WORK:www.pfm.com
TITLE:Analyst
TEL;WORK;VOICE:215.557.1476
TEL;CELL:
TEL;FAX;WORK:
EMAIL;PREF;INTERNET:brandta@pfm.com
PHOTO;ENCODING=BASE64;TYPE=JPEG:
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



END:VCARD
