$\mathrm{rG6PDH}-\mathrm{r6PGDH}+\mathrm{mu}\mathrm{C\_6PG}$ $\mathrm{r6PGDH}-\mathrm{rR5PI}+\mathrm{rRu5PE}+\mathrm{mu}\mathrm{C\_Ru5P}$ $\mathrm{rR5PI}-\mathrm{rTKL1}+\mathrm{rRPPK}+\mathrm{mu}\mathrm{C\_R5P}$ $\mathrm{rRu5PE}-\mathrm{rTKL1}+\mathrm{rTKL2}+\mathrm{mu}\mathrm{C\_X5P}$ $\mathrm{rTKL1}-\mathrm{rTAL}+\mathrm{mu}\mathrm{C\_S7P}$ $\mathrm{rTAL}-\mathrm{rTKL2}+\mathrm{rPKDA}+\mathrm{mu}\mathrm{C\_E4P}$ $\mathrm{dC\_G6P\_dt}$ $\frac{44.1}{48+1\mathrm{time\_}+0.45\mathrm{time\_}^2}+\frac{44.1\mathrm{time\_}}{(48+1\mathrm{time\_}+0.45\mathrm{time\_}^2)(48+1\mathrm{time\_}+0.45\mathrm{time\_}^2)}(1+0.9\mathrm{time\_})$ $\frac{-1.48}{9.17+16.1\mathrm{time\_}+0.48\mathrm{time\_}^2}+\frac{1.48\mathrm{time\_}}{(9.17+16.1\mathrm{time\_}+0.48\mathrm{time\_}^2)(9.17+16.1\mathrm{time\_}+0.48\mathrm{time\_}^2)}(16.1+0.96\mathrm{time\_})$ $\frac{0.516}{25.39+0.37\mathrm{time\_}+0.5\mathrm{time\_}^2}-\frac{0.516\mathrm{time\_}}{(25.39+0.37\mathrm{time\_}+0.5\mathrm{time\_}^2)(25.39+0.37\mathrm{time\_}+0.5\mathrm{time\_}^2)}(0.37+1\mathrm{time\_})$ $\frac{29.83}{29.77+13.42\mathrm{time\_}+0.05\mathrm{time\_}^2}-\frac{29.83\mathrm{time\_}}{(29.77+13.42\mathrm{time\_}+0.05\mathrm{time\_}^2)(29.77+13.42\mathrm{time\_}+0.05\mathrm{time\_}^2)}(13.42+0.1\mathrm{time\_})$ $\mathrm{rmax\_G6PDH}\frac{\mathrm{C\_NADP}}{(\mathrm{C\_NADP}+\mathrm{K\_NADP\_1}\mathrm{I\_NADPH\_1})\mathrm{I\_MgATP\_1}}$ $1+\frac{\mathrm{C\_NADPH}}{\mathrm{Ki\_NADPH\_1}}$ $1+\frac{\mathrm{C\_MgATP}}{\mathrm{Ki\_MgATP\_1}}$ $\mathrm{rmax\_6PGDH}\frac{\mathrm{C\_NADP}}{(\mathrm{C\_NADP}+\mathrm{K\_NADP\_2}\mathrm{I\_NADPH\_2})\mathrm{I\_MgATP\_2}}$ $1+\frac{\mathrm{C\_NADPH}}{\mathrm{Ki\_NADPH\_2}}$ $1+\frac{\mathrm{C\_MgATP}}{\mathrm{Ki\_MgATP\_2}}$ $1\mathrm{rmax\_R5PI}\mathrm{C\_Ru5P}$ $1\mathrm{rmax\_Ru5PE}\mathrm{C\_Ru5P}$ $1\mathrm{rmax\_TKL1}\mathrm{C\_X5P}\mathrm{C\_R5P}$ $1\mathrm{rmax\_TAL}\mathrm{C\_GAP}\mathrm{C\_S7P}$ $1\mathrm{rmax\_TKL2}\mathrm{C\_E4P}\mathrm{C\_X5P}$ $1\mathrm{rmax\_PKDA}\frac{\mathrm{C\_E4P}}{\mathrm{C\_E4P}+\mathrm{K\_PKDA}}$ $1\mathrm{rmax\_RPPK}\frac{\mathrm{C\_R5P}}{\mathrm{C\_R5P}+\mathrm{K\_RPPK}}$ $\mathrm{qs}$ $\mathrm{qs}-\mathrm{rG6PDH}+\mathrm{mu}\mathrm{C\_G6P}+\mathrm{dC\_G6P\_dt}$ $\begin{cases}0.131 & \text{if $\mathrm{time\_}< 0$}\\ 0.546 & \text{otherwise}\end{cases}$