Jewelry
October 21, 2025
The round and baguette-cut diamond earrings feature angular lines and a total of 6.95 carats. Image courtesy of Graff
By Kiran Gill
British jeweler Graff is ushering in the holidays with its latest marketing initiative.
{"ct":"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","iv":"f7cb4f4400ec51a07af7592ff9742d46","s":"4ab4baea5a347ec1"}
Share your thoughts. Click here