In this paper, we establish two existence results related to a non-local Choquard equation driven by a fractional ϕ(·)-Laplacian operator, where the nonlinearity function f does not satisfy the super-linear conditions near infinity or exhibit monotonicity properties. Our main results are novel and contribute to the literature on problems involving ϕ(·)-Laplacian operator. This investigation enhances the scope of understanding in this specific class of problems.