BEGIN:VCARD
VERSION:3.0
N:Jonathan Carnes
FN:Jonathan
LN:Carnes
ORG:Toyota on Nicholasville
URL:www.toyotaonnicholasville.com
TITLE:Sales and Leasing Consultant
ROLE:Sales and Leasing Consultant
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.
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END:VCARD