Barfield & Associates, LLC is a full service commercial and residential real estate appraisal firm with offices in Orlando & Ocala, Florida.
As an established leader in the appraisal industry our goal is to consistently provide exceptional quality work for our clients and intended users. We specialize in central and north Florida and have completed assignments in most counties within the state of Florida.
With over fifty years of combined real estate experience and in excess of 100,000 completed assignments, Barfield & Associates, LLC employs the expertise and resources necessary for a quality product delivered efficiently to our clients.
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) 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)
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