begin name
uys
end name

begin reactions
v1 {1.0}FBP = {2.0}$TrP
v10 {1.0}$PPi + {1.0}HEXP = {1.0}FBP + {1.0}$Phos
v11 {2.0}HEXP = {1.0}S6P + {1.0}$UDP
v12 {1.0}S6P = {1.0}SUC + {1.0}$Phos
v13 {1.0}HEXP + {1.0}FRUcyt = {1.0}SUC + {1.0}$UDP
v14 {1.0}HEXP + {1.0}FRUcyt = {1.0}SUC + {1.0}$UDP
v15 {1.0}HEXP + {1.0}FRUcyt = {1.0}SUC + {1.0}$UDP
v16 {1.0}HEXP + {2.0}$NADplus = {1.0}$UDPGA + {2.0}$NADH
v17 {1.0}SUC = {1.0}$SUCvac
v2 {1.0}$ATP + {1.0}FRUcyt = {1.0}HEXP + {1.0}$ADP
v3 {1.0}$ATP + {1.0}FRUcyt = {1.0}HEXP + {1.0}$ADP
v4 {1.0}$FRUapo = {1.0}FRUcyt
v5 {1.0}$GLCapo = {1.0}GLCcyt
v6 {1.0}$ATP + {1.0}FRUcyt = {1.0}HEXP + {1.0}$ADP
v7 {1.0}GLCcyt + {1.0}$ATP = {1.0}HEXP + {1.0}$ADP
v8 {1.0}SUC = {1.0}GLCcyt + {1.0}FRUcyt
v9 {1.0}$ATP + {1.0}HEXP = {1.0}FBP + {1.0}$ADP
end reactions

begin rate equations
v1 = (VmALD*FBP[t])/(KmFBPALD + FBP[t])
v10 = (VmPFP*(FRU6P*PPi - (Phos*FBP[t])/KeqPFP))/(KmFRU6Ppfp*KmPPipfp*(1 + Phos/KmPipfp + PPi/KmPPipfp)*(1 + FRU6P/KmFRU6Ppfp + FBP[t]/KmFBPpfp))
v11 = (VfSPS*(FRU6P*UDPGLC - (UDP*S6P[t])/KeqSPS))/(FRU6P*KmUDPGLCSPS + KmFRU6PSPS*(1 + Phos/KiPiSPS)*(KiUDPGLCSPS + UDPGLC) + FRU6P*UDPGLC*(1 + S6P[t]/KiS6PSPS) + (VfSPS*(KmUDPSPS*(1 + UDPGLC/KiUDPGLCSPS)*S6P[t] + UDP*(KmS6PSPS*(1 + (FRU6P*KmUDPGLCSPS)/(KiUDPGLCSPS*KmFRU6PSPS*(1 + Phos/KiPiSPS))) + (1 + FRU6P/KiFRU6PSPS)*S6P[t])))/(KeqSPS*VrSPS))
v12 = (VmSPase*S6P[t])/(KmS6PSPase + S6P[t])
v13 = -((UDP*VfSSa*(1 - (UDPGLC*FRUcyt[t])/(KeqSS*UDP*SUC[t]))*SUC[t])/(KmSUCssa*KmUDPssa*(1 + UDP/KmUDPssa + UDPGLC/KmUDPGLCssa)*(1 + FRUcyt[t]/KmFRUssa + SUC[t]/KmSUCssa)))
v14 = -((UDP*VfSSb*(1 - (UDPGLC*FRUcyt[t])/(KeqSS*UDP*SUC[t]))*SUC[t])/(KmSUCssb*KmUDPssb*(1 + UDP/KmUDPssb + UDPGLC/KmUDPGLCssb)*(1 + FRUcyt[t]/KmFRUssb + SUC[t]/KmSUCssb)))
v15 = -((VfSSc*(-((UDPGLC*FRUcyt[t])/KeqSS) + UDP*SUC[t]))/(KmSUCssc*(KiUDPssc + UDP) + KmUDPssc*SUC[t] + UDP*(1 + FRUcyt[t]/KiFRUssc)*SUC[t] + (VfSSc*(KmUDPGLCssc*(1 + UDP/KiUDPssc)*FRUcyt[t] + UDPGLC*(FRUcyt[t]*(1 + SUC[t]/KiSUCssc) + KmFRUssc*(1 + (KmUDPssc*SUC[t])/(KiUDPssc*KmSUCssc)))))/(KeqSS*VrSSc)))
v16 = (NADplus^2*UDPGLC*VmUDPGDH)/(KmNADplus*KmUDPGLCudpgdh*NADplus + KmUDPGLCudpgdh*NADplus^2 + 2*KmNADplus*NADplus*UDPGLC + NADplus^2*UDPGLC)
v17 = (VmVAC*SUC[t])/(KmSUCVAC + SUC[t])
v2 = (ATP*VmFRKa*FRUcyt[t])/(ATP*KmFRUfrka + ATP*FRUcyt[t] + KmATPfrka*FRUcyt[t])
v3 = (ATP*VmFRKb*FRUcyt[t])/(ATP*KmFRUfrkb + ATP*FRUcyt[t] + KmATPfrkb*FRUcyt[t]*(1 + FRUcyt[t]/KiFRUfrkb))
v4 = (FRUapo*VmFRUuptake)/(FRUapo + KmFRUapoFRUuptake*(1 + FRUcyt[t]/KiFRUcytFRUuptake))
v5 = (GLCapo*VmGLCuptake)/(GLCapo + KmGLCapoGLCuptake*(1 + GLCcyt[t]/KiGLCcytGLCuptake))
v6 = (ATP*VmHKFRU*FRUcyt[t])/((1 + ATP/KmATPHKFRU)*KmATPHKFRU*KmFRUcytHKFRU*(1 + FRU6P/KiFRU6PHKFRU + GLC6P/KiGLC6PHKFRU + FRUcyt[t]/KmFRUcytHKFRU + GLCcyt[t]/KmGLCcytHKFRU))
v7 = (ATP*VmHKGLC*GLCcyt[t])/((1 + ATP/KmATPHKGLC)*KmATPHKGLC*KmGLCcytHKGLC*(1 + FRU6P/KiFRU6PHKGLC + GLC6P/KiGLC6PHKGLC + FRUcyt[t]/KmFRUcytHKGLC + GLCcyt[t]/KmGLCcytHKGLC))
v8 = (VmNI*SUC[t])/((1 + GLCcyt[t]/KiGLCcytNI)*(KmSUCNI*(1 + FRUcyt[t]/KiFRUcytNI) + SUC[t]))
v9 = ((ATP/ATPhalf)^hpfk*(FRU6P/FRU6Phalf)^hpfk*VmPFK)/((ATP/ATPhalf)^hpfk*(FRU6P/FRU6Phalf)^hpfk + (((ATP/ATPhalf)^hpfk + (FRU6P/FRU6Phalf)^hpfk)*(1 + (ATP/ATPhalf)^hpfk*sigma^(2*hpfk)))/(1 + (ATP/ATPhalf)^hpfk*sigma^(4*hpfk)) + (1 + (ATP/ModATPhalf)^hpfk)/(1 + (ATP/ModATPhalf)^hpfk*sigma^(4*hpfk)))
end rate equations

begin parameters
ATPhalf = 0.155
FRU6Phalf = 0.758
KeqPFP = 3.3
KeqSPS = 10.0
KeqSS = 0.5
KiFRU6PHKFRU = 10.0
KiFRU6PHKGLC = 10.0
KiFRU6PSPS = 0.4
KiFRUcytFRUuptake = 1.0
KiFRUcytNI = 15.0
KiFRUfrkb = 0.016
KiFRUssc = 3.1
KiGLC6PHKFRU = 0.1
KiGLC6PHKGLC = 0.1
KiGLCcytGLCuptake = 1.0
KiGLCcytNI = 15.0
KiPiSPS = 3.0
KiS6PSPS = 0.07
KiSUCssc = 139.0
KiUDPGLCSPS = 1.4
KiUDPssc = 0.0871
KmATPHKFRU = 0.25
KmATPHKGLC = 0.25
KmATPfrka = 0.14
KmATPfrkb = 0.18
KmFBPALD = 0.015
KmFBPpfp = 0.382
KmFRU6PSPS = 0.6
KmFRU6Ppfp = 1.0
KmFRUapoFRUuptake = 0.2
KmFRUcytHKFRU = 10.0
KmFRUcytHKGLC = 10.0
KmFRUfrka = 0.028
KmFRUfrkb = 0.074
KmFRUssa = 12.29
KmFRUssb = 18.08
KmFRUssc = 6.49
KmGLCapoGLCuptake = 0.2
KmGLCcytHKFRU = 0.07
KmGLCcytHKGLC = 0.07
KmNADplus = 0.0722
KmPPipfp = 0.12
KmPipfp = 0.51
KmS6PSPS = 0.1
KmS6PSPase = 0.1
KmSUCNI = 10.0
KmSUCVAC = 100.0
KmSUCssa = 22.51
KmSUCssb = 70.55
KmSUCssc = 35.9
KmUDPGLCSPS = 1.8
KmUDPGLCssa = 6.67
KmUDPGLCssb = 0.82
KmUDPGLCssc = 0.234
KmUDPGLCudpgdh = 0.0187
KmUDPSPS = 0.3
KmUDPssa = 0.58
KmUDPssb = 0.14
KmUDPssc = 0.00191
ModATPhalf = 2.0
VfSPS10 = 0.325
VfSPS3 = 0.205
VfSPS4 = 0.252
VfSPS5 = 0.263
VfSPS6 = 0.269
VfSPS7 = 0.317
VfSPS8 = 0.253
VfSPS9 = 0.266
VfSSa10 = 0.0
VfSSa3 = 0.163
VfSSa4 = 0.156
VfSSa5 = 0.077
VfSSa6 = 0.047
VfSSa7 = 0.028
VfSSa8 = 0.016
VfSSa9 = 0.007
VfSSb10 = 0.095
VfSSb3 = 0.109
VfSSb4 = 0.184
VfSSb5 = 0.145
VfSSb6 = 0.137
VfSSb7 = 0.13
VfSSb8 = 0.13
VfSSb9 = 0.13
VfSSc10 = 0.095
VfSSc3 = 0.109
VfSSc4 = 0.184
VfSSc5 = 0.145
VfSSc6 = 0.137
VfSSc7 = 0.13
VfSSc8 = 0.13
VfSSc9 = 0.13
VmALD10 = 0.498
VmALD3 = 0.862
VmALD4 = 0.442
VmALD5 = 0.379
VmALD6 = 0.31
VmALD7 = 0.288
VmALD8 = 0.357
VmALD9 = 0.366
VmFRKa10 = 0.08
VmFRKa3 = 0.155
VmFRKa4 = 0.137
VmFRKa5 = 0.059
VmFRKa6 = 0.078
VmFRKa7 = 0.055
VmFRKa8 = 0.072
VmFRKa9 = 0.055
VmFRKb10 = 0.032
VmFRKb3 = 0.171
VmFRKb4 = 0.118
VmFRKb5 = 0.042
VmFRKb6 = 0.048
VmFRKb7 = 0.03
VmFRKb8 = 0.035
VmFRKb9 = 0.024
VmFRUuptake10 = 0.286
VmFRUuptake3 = 0.286
VmFRUuptake4 = 0.286
VmFRUuptake5 = 0.286
VmFRUuptake6 = 0.286
VmFRUuptake7 = 0.286
VmFRUuptake8 = 0.286
VmFRUuptake9 = 0.286
VmGLCuptake10 = 0.286
VmGLCuptake3 = 0.286
VmGLCuptake4 = 0.286
VmGLCuptake5 = 0.286
VmGLCuptake6 = 0.286
VmGLCuptake7 = 0.286
VmGLCuptake8 = 0.286
VmGLCuptake9 = 0.286
VmHKFRU10 = 0.166
VmHKFRU3 = 0.204
VmHKFRU4 = 0.173
VmHKFRU5 = 0.125
VmHKFRU6 = 0.115
VmHKFRU7 = 0.106
VmHKFRU8 = 0.128
VmHKFRU9 = 0.178
VmHKGLC10 = 0.166
VmHKGLC3 = 0.204
VmHKGLC4 = 0.173
VmHKGLC5 = 0.125
VmHKGLC6 = 0.115
VmHKGLC7 = 0.106
VmHKGLC8 = 0.128
VmHKGLC9 = 0.178
VmNI10 = 0.235
VmNI3 = 0.32
VmNI4 = 0.399
VmNI5 = 0.238
VmNI6 = 0.213
VmNI7 = 0.147
VmNI8 = 0.197
VmNI9 = 0.174
VmPFK10 = 0.365
VmPFK3 = 0.189
VmPFK4 = 0.272
VmPFK5 = 0.132
VmPFK6 = 0.143
VmPFK7 = 0.168
VmPFK8 = 0.265
VmPFK9 = 0.278
VmPFP10 = 0.499
VmPFP3 = 0.375
VmPFP4 = 0.41
VmPFP5 = 0.322
VmPFP6 = 0.316
VmPFP7 = 0.277
VmPFP8 = 0.355
VmPFP9 = 0.363
VmSPase10 = 0.5
VmSPase3 = 0.5
VmSPase4 = 0.5
VmSPase5 = 0.5
VmSPase6 = 0.5
VmSPase7 = 0.5
VmSPase8 = 0.5
VmSPase9 = 0.5
VmUDPGDH10 = 0.001
VmUDPGDH3 = 0.022
VmUDPGDH4 = 0.011
VmUDPGDH5 = 0.007
VmUDPGDH6 = 0.004
VmUDPGDH7 = 0.004
VmUDPGDH8 = 0.003
VmUDPGDH9 = 0.001
VmVAC10 = 1.0
VmVAC3 = 1.0
VmVAC4 = 1.0
VmVAC5 = 1.0
VmVAC6 = 1.0
VmVAC7 = 1.0
VmVAC8 = 1.0
VmVAC9 = 1.0
VrSPS10 = 0.171
VrSPS3 = 0.108
VrSPS4 = 0.133
VrSPS5 = 0.139
VrSPS6 = 0.142
VrSPS7 = 0.167
VrSPS8 = 0.134
VrSPS9 = 0.14
VrSSc10 = 0.224
VrSSc3 = 0.256
VrSSc4 = 0.431
VrSSc5 = 0.34
VrSSc6 = 0.323
VrSSc7 = 0.305
VrSSc8 = 0.306
VrSSc9 = 0.306
hpfk = 2.3
internode = 3.0
nternode = 3.0
sigma = 0.9
ADP = 0.2
ATP = 1.0
FRUapo = 5.0
GLCapo = 5.0
NADH = 0.2
NADplus = 1.0
PPi = 0.2
Phos = 5.1
SUCvac = 1.0
TrP = 1.0
UDP = 0.2
UDPGA = 1.0
defaultcompartment = 1.0
end parameters

begin initial conditions
FBP[0] = FBPi
FRUcyt[0] = FRUcyti
GLCcyt[0] = GLCcyti
HEXP[0] = HEXPi
S6P[0] = S6Pi
SUC[0] = SUCi
end initial conditions

begin initial values
FBPi = 1.0
FRUcyti = 1.0
GLCcyti = 1.0
HEXPi = 1.0
S6Pi = 1.0
SUCi = 1.0
end initial values

begin assignment rules
UDPGLC := 0.8231*HEXP[t]
GLC6P := 0.113*HEXP[t]
FRU6P := 0.0575*HEXP[t]
VmHKGLC := Piecewise[{{VmHKGLC3, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 3}, {VmHKGLC4, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 4}, {VmHKGLC5, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 5}, {VmHKGLC6, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 6}, {VmHKGLC7, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 7}, {VmHKGLC8, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 8}, {VmHKGLC9, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 9}, {VmHKGLC10, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 10}}, 0]
VmFRKb := Piecewise[{{VmFRKb3, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 3}, {VmFRKb4, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 4}, {VmFRKb5, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 5}, {VmFRKb6, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 6}, {VmFRKb7, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 7}, {VmFRKb8, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 8}, {VmFRKb9, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 9}, {VmFRKb10, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 10}}, 0]
VmSPase := Piecewise[{{VmSPase3, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 3}, {VmSPase4, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 4}, {VmSPase5, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 5}, {VmSPase6, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 6}, {VmSPase7, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 7}, {VmSPase8, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 8}, {VmSPase9, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 9}, {VmSPase10, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 10}}, 0]
VrSSc := Piecewise[{{VrSSc3, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 3}, {VrSSc4, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 4}, {VrSSc5, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 5}, {VrSSc6, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 6}, {VrSSc7, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 7}, {VrSSc8, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 8}, {VrSSc9, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 9}, {VrSSc10, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 10}}, 0]
VmALD := Piecewise[{{VmALD3, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 3}, {VmALD4, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 4}, {VmALD5, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 5}, {VmALD6, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 6}, {VmALD7, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 7}, {VmALD8, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 8}, {VmALD9, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 9}, {VmALD10, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 10}}, 0]
VmFRKa := Piecewise[{{VmFRKa3, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 3}, {VmFRKa4, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 4}, {VmFRKa5, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 5}, {VmFRKa6, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 6}, {VmFRKa7, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 7}, {VmFRKa8, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 8}, {VmFRKa9, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 9}, {VmFRKa10, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 10}}, 0]
VmNI := Piecewise[{{VmNI3, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 3}, {VmNI4, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 4}, {VmNI5, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 5}, {VmNI6, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 6}, {VmNI7, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 7}, {VmNI8, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 8}, {VmNI9, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 9}, {VmNI10, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 10}}, 0]
VmVAC := Piecewise[{{VmVAC3, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 3}, {VmVAC4, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 4}, {VmVAC5, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 5}, {VmVAC6, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 6}, {VmVAC7, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 7}, {VmVAC8, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 8}, {VmVAC9, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 9}, {VmVAC10, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 10}}, 0]
VmGLCuptake := Piecewise[{{VmGLCuptake3, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 3}, {VmGLCuptake4, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 4}, {VmGLCuptake5, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 5}, {VmGLCuptake6, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 6}, {VmGLCuptake7, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 7}, {VmGLCuptake8, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 8}, {VmGLCuptake9, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 9}, {VmGLCuptake10, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 10}}, 0]
VmHKFRU := Piecewise[{{VmHKFRU3, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 3}, {VmHKFRU4, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 4}, {VmHKFRU5, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 5}, {VmHKFRU6, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 6}, {VmHKFRU7, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 7}, {VmHKFRU8, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 8}, {VmHKFRU9, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 9}, {VmHKFRU10, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 10}}, 0]
VfSPS := Piecewise[{{VfSPS3, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 3}, {VfSPS4, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 4}, {VfSPS5, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 5}, {VfSPS6, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 6}, {VfSPS7, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 7}, {VfSPS8, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 8}, {VfSPS9, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 9}, {VfSPS10, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 10}}, 0]
VrSPS := Piecewise[{{VrSPS3, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 3}, {VrSPS4, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 4}, {VrSPS5, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 5}, {VrSPS6, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 6}, {VrSPS7, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 7}, {VrSPS8, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 8}, {VrSPS9, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 9}, {VrSPS10, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 10}}, 0]
VfSSb := Piecewise[{{VfSSb3, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 3}, {VfSSb4, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 4}, {VfSSb5, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 5}, {VfSSb6, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 6}, {VfSSb7, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 7}, {VfSSb8, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 8}, {VfSSb9, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 9}, {VfSSb10, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 10}}, 0]
VfSSc := Piecewise[{{VfSSc3, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 3}, {VfSSc4, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 4}, {VfSSc5, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 5}, {VfSSc6, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 6}, {VfSSc7, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 7}, {VfSSc8, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 8}, {VfSSc9, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 9}, {VfSSc10, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 10}}, 0]
VmPFP := Piecewise[{{VmPFP3, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 3}, {VmPFP4, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 4}, {VmPFP5, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 5}, {VmPFP6, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 6}, {VmPFP7, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 7}, {VmPFP8, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 8}, {VmPFP9, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 9}, {VmPFP10, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 10}}, 0]
VmPFK := Piecewise[{{VmPFK3, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 3}, {VmPFK4, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 4}, {VmPFK5, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 5}, {VmPFK6, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 6}, {VmPFK7, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 7}, {VmPFK8, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 8}, {VmPFK9, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 9}, {VmPFK10, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 10}}, 0]
VmUDPGDH := Piecewise[{{VmUDPGDH3, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 3}, {VmUDPGDH4, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 4}, {VmUDPGDH5, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 5}, {VmUDPGDH6, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 6}, {VmUDPGDH7, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 7}, {VmUDPGDH8, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 8}, {VmUDPGDH9, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 9}, {VmUDPGDH10, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 10}}, 0]
VfSSa := Piecewise[{{VfSSa3, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 3}, {VfSSa4, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 4}, {VfSSa5, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 5}, {VfSSa6, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 6}, {VfSSa7, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 7}, {VfSSa8, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 8}, {VfSSa9, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 9}, {VfSSa10, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 10}}, 0]
VmFRUuptake := Piecewise[{{VmFRUuptake3, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 3}, {VmFRUuptake4, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 5}, {VmFRUuptake6, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 6}, {VmFRUuptake7, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 7}, {VmFRUuptake8, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 8}, {VmFRUuptake9, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 9}, {VmFRUuptake10, Piecewise[{{Floor[internode], internode - Floor[internode] < 0.5}}, Ceiling[internode]] == 10}}, 0]
end assignment rules

begin function definitions
end function definitions

begin events
end events

begin process annotations
end process annotations

begin species annotations
end species annotations

begin units
end units