Research
February 18, 2016
Beverly Hills, CA estimated at $3.52 million via Zillow
By Forrest Cardamenis
Unnoticed in the ongoing conversation about the United States’ undocumented immigrants is that it could have a tremendous impact on the housing market, according to a survey by Zillow and Pulsenomics.
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","iv":"0d48754e2fbda841c4097318d5779edf","s":"78295226603f6876"}
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