Comparing invariants of toric ideals of bipartite graphs

Let $G$ be a finite simple graph and let $I_G$ denote its associated toric ideal in the polynomial ring $R$ . For each integer $n\ge 2$ , we completely determine all the possible values for the tuple $(\mathrm{reg}(R/I_G),\mathrm{deg}(h_{R/I_G}(t)),\mathrm{pdim}(R/I_G),\mathrm{depth}(R/I_G),\dim (R/I_G))$ when $G$ is a connected bipartite graph on $n$ vertices.