The　nonlinear　bending　behaviors　of　magneto-electro-elastic　(MEE)　laminated　nanoplates　under　hygrothermal　environments　considering　the　flexomagnetoelectric　(FME)　effect　are　studied.　The　nonlinear　governing　equations　for　MEE　nanoplates　are　derived　utilizing　the　high-order　shear　deformation　theory　(HSDT),　the　Hamilton　principle,　and　the　nonlocal　strain　gradient　theory　(NSGT).　These　equations　are　subsequently　solved　using　a　numerical　approach　to　analyze　the　impact　of　various　parameters,　including　the　FME　effect,　on　the　nonlinear　bending　behavior　of　the　structure.　This　study　enhances　understanding　of　the　FME　effect　on　MEE　material　properties,　expanding　current　knowledge　in　the　field.