Geopolitical, economic uncertainty slowing luxury real estate pricing growth
Posted By Sarah Jones On In Featured,Industry sectors,News,Real estate,Research | No Comments{"ct":"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","iv":"53f77b11f420dbe88bdbfd99aaf0e5e6","s":"a4f80c4f14af6d7c"}