Givenchy debuts monochromatic fall/winter 2023 campaign


Apparel and accessories

July 27, 2023

Coming later this year, the collections are inspired by 1950s and 1960s fashion, with a monochromatic design philosophy. Image credit: Givenchy Coming later this year, new collections are inspired by 1950s and 1960s fashion, complete with a monochromatic design philosophy. Image credit: Givenchy

 

French fashion house Givenchy is showcasing the upcoming season’s latest releases.

{“ct”:”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”,”iv”:”96d2c5c166abf9f2113e07fb8fa0f4e7″,”s”:”20ed1ecacdc819f9″}


 





Source link