Following Lipshitz-Sarkar's construction of Khovanov homotopy type, we construct for any link diagram $L$ a CW spectrum $\mathcal{X}_{\mathit{BN}}(L)$ whose reduced cellular cochain complex gives the Bar-Natan complex of $L$. We prove that $\mathcal{X}_{\mathit{BN}}(L)$ is stably homotopy equivalent to the wedge sum of its canonical cells.