In the present paper we introduce difference paranormed sequence spaces $c_0(mathcal{M},{Delta}^n_m,p,u,{parallel}{cdot},{cdots},{cdot}{parallel})$, $c(mathcal{M},{Delta}^n_m,p,u,{parallel}{cdot},{cdots},{cdot}{parallel})$ and $l_{infty}(mathcal{M},{Delta}^n_m,p,u,{parallel}{cdot},{cdots},{cdot}{parallel})$ defined by a Musielak-Orlicz function $mathcal{M}$ = $(M_k)$ over n-normed spaces. We also study some topological properties and some inclusion relations between these spaces.