For any smooth function $H$ over $B=D^{2}\times I$, there is a generic-singular fibration $\mathcal{F}_{H}=(X,\omega,f,B)$ whose period lattice is generated by 1-forms as in (17). Furthermore, two generic-singular fibrations $\mathcal{F}_{H}$ and $\mathcal{F}_{H^{\prime}}$ are symplectically conjugate in a neighborhood of $\Delta$ if and only if $H_{\Delta}=H^{\prime}_{\Delta}$.