Van Cleef & Arpels looks to astronomy for $333K watch
Posted ByJen KingOn In Featured,Industry sectors,Internet,Jewelry,News | No Comments{"ct":"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","iv":"4ad1b416eeffe1a3587c35260b65a32a","s":"28900dc52b649167"}
