k1 = sum_NADP
k2 = Kx5p_TAL
k3 = Ke4p_TAL
k4 = Kr5p_TAL
k5 = Kgap_TAL
k6 = Kf6p_TAL
k7 = Ks7p_TAL
k8 = cell
k9 = __lp_r2_kcat_GND1
k10 = __lp_r2_Kp6g_GND1
k11 = __lp_r2_Knadp_GND1
k12 = __lp_r2_Kru5p_GND1
k13 = __lp_r2_Knadph_GND1
k14 = __lp_r2_kcat_GND2
k15 = __lp_r2_Kp6g_GND2
k16 = __lp_r2_Knadp_GND2
k17 = __lp_r2_Kru5p_GND2
k18 = __lp_r2_Knadph_GND2
k19 = __lp_r3_kcat
k20 = __lp_r3_Kru5p
k21 = __lp_r3_Kr5p
k22 = __lp_r3_Kiru5p
k23 = __lp_r3_Keq
k24 = __lp_r4_kcat
k25 = __lp_r4_Kru5p
k26 = __lp_r4_Kx5p
k27 = __lp_r4_Keq
k28 = __lp_r5_kcat
k29 = __lp_r5_Kg6l
k30 = __lp_r5_Kp6g
k31 = __lp_r6_kcat_TAL1
k32 = __lp_r6_Kgap_TAL1
k33 = __lp_r6_Ks7p_TAL1
k34 = __lp_r6_Kf6p_TAL1
k35 = __lp_r6_Ke4p_TAL1
k36 = __lp_r6_kcat_NQM1
k37 = __lp_r6_Kgap_NQM1
k38 = __lp_r6_Ks7p_NQM1
k39 = __lp_r6_Kf6p_NQM1
k40 = __lp_r6_Ke4p_NQM1
k41 = __lp_r6_Keq
k42 = __lp_r7_kcat
k43 = __lp_r7_Keq
k44 = __lp_r8_kcat
k45 = __lp_r8_Keq
k46 = __lp_r9_kcat
k47 = __lp_r9_Kg6p
k48 = __lp_r9_Knadp
k49 = __lp_r9_Kg6l
k50 = __lp_r9_Knadph
k51 = __lp_r10_k
k52 = __lp_r11_k
k53 = __lp_r12_k
k54 = F6P
k55 = GAP
k56 = GND1
k57 = GND2
k58 = NQM1
k59 = RKI1
k60 = RPE1
k61 = SOL3
k62 = TAL1
k63 = TKL1
k64 = ZWF1