begin name
kofahl1
end name

begin reactions
v1 {1.0}alpha = {1.0}$p
v10 {1.0}Gbc + {1.0}complexC = {1.0}complexD
v11 {1.0}complexD = {1.0}Gbc + {1.0}complexC
v12 {1.0}Ste5 + {1.0}Ste11 = {1.0}complexA
v13 {1.0}complexA = {1.0}Ste5 + {1.0}Ste11
v14 {1.0}Ste7 + {1.0}Fus3 = {1.0}complexB
v15 {1.0}complexB = {1.0}Ste7 + {1.0}Fus3
v16 {1.0}complexA + {1.0}complexB = {1.0}complexC
v17 {1.0}complexC = {1.0}Ste11 + {1.0}Ste5 + {1.0}Ste7 + {1.0}Fus3
v18 {1.0}complexD + {1.0}Ste20 = {1.0}complexE
v19 {1.0}complexE = {1.0}complexD + {1.0}Ste20
v2 {1.0}Ste2 = {1.0}Ste2a
v20 {1.0}complexE = {1.0}complexF
v21 {1.0}complexE = {1.0}Gbc + {1.0}Ste5 + {1.0}Ste11 + {1.0}Ste7 + {1.0}Fus3 + {1.0}Ste20
v22 {1.0}complexF = {1.0}complexG
v23 {1.0}complexF = {1.0}Gbc + {1.0}Ste5 + {1.0}Ste11 + {1.0}Ste7 + {1.0}Fus3 + {1.0}Ste20
v24 {1.0}complexG = {1.0}complexH
v25 {1.0}complexG = {1.0}Gbc + {1.0}Ste5 + {1.0}Ste11 + {1.0}Ste7 + {1.0}Fus3 + {1.0}Ste20
v26 {1.0}complexH = {1.0}complexI
v27 {1.0}complexH = {1.0}Gbc + {1.0}Ste5 + {1.0}Ste11 + {1.0}Ste7 + {1.0}Fus3 + {1.0}Ste20
v28 {1.0}complexI = {1.0}complexL + {1.0}Fus3PP
v29 {1.0}complexL + {1.0}Fus3 = {1.0}complexK
v3 {1.0}Ste2a = {1.0}Ste2
v30 {1.0}complexK = {1.0}Fus3 + {1.0}complexL
v31 {1.0}complexK = {1.0}complexI
v32 {1.0}complexL = {1.0}Gbc + {1.0}Ste5 + {1.0}Ste11 + {1.0}Ste7 + {1.0}Ste20
v33 {1.0}Fus3PP = {1.0}Fus3
v34 {1.0}Ste12 + {1.0}Fus3PP = {1.0}Ste12a
v35 {1.0}Ste12a = {1.0}Ste12 + {1.0}Fus3PP
v36 {1.0}Bar1 = {1.0}Bar1a
v37 {1.0}Bar1a = {1.0}Bar1
v38 {1.0}Bar1a = {1.0}Bar1aex
v39 {1.0}Far1 = {1.0}Far1PP
v4 {1.0}Ste2a = {1.0}$p
v40 {1.0}Far1PP = {1.0}Far1
v41 {1.0}Far1 = {1.0}Far1U
v42 {1.0}Far1PP + {1.0}Gbc = {1.0}complexM
v43 {1.0}complexM = {1.0}Gbc + {1.0}Far1PP
v44 {1.0}complexN = {1.0}Cdc28 + {1.0}Far1PP
v45 {1.0}Cdc28 + {1.0}Far1PP = {1.0}complexN
v46 {1.0}$p = {1.0}Sst2
v47 {1.0}Sst2 = {1.0}$p
v5 {1.0}Ste2 = {1.0}$p
v6 {1.0}Gabc = {1.0}GaGTP + {1.0}Gbc
v7 {1.0}GaGTP = {1.0}GaGDP
v8 {1.0}GaGTP = {1.0}GaGDP
v9 {1.0}GaGDP + {1.0}Gbc = {1.0}Gabc
end reactions

begin rate equations
v1 = k1*alpha[t]*Bar1aex[t]
v10 = k10*complexC[t]*Gbc[t]
v11 = k11*complexD[t]
v12 = k12*Ste11[t]*Ste5[t]
v13 = k13*complexA[t]
v14 = k14*Fus3[t]*Ste7[t]
v15 = k15*complexB[t]
v16 = k16*complexA[t]*complexB[t]
v17 = k17*complexC[t]
v18 = k18*complexD[t]*Ste20[t]
v19 = k19*complexE[t]
v2 = k2*alpha[t]*Ste2[t]
v20 = k20*complexE[t]
v21 = k21*complexE[t]
v22 = k22*complexF[t]
v23 = k23*complexF[t]
v24 = k24*complexG[t]
v25 = k25*complexG[t]
v26 = k26*complexH[t]
v27 = k27*complexH[t]
v28 = k28*complexI[t]
v29 = k29*complexL[t]*Fus3[t]
v3 = k3*Ste2a[t]
v30 = k30*complexK[t]
v31 = k31*complexK[t]
v32 = k32*complexL[t]
v33 = k33*Fus3PP[t]
v34 = k34*Fus3PP[t]*Ste12[t]
v35 = k35*Ste12a[t]
v36 = k36*Bar1[t]*Ste12a[t]
v37 = k37*Bar1a[t]
v38 = k38*Bar1a[t]
v39 = (k39*Far1[t]*Fus3PP[t]^2)/(10000 + Fus3PP[t]^2)
v4 = k4*Ste2a[t]
v40 = k40*Far1PP[t]
v41 = k41*Cdc28[t]*Far1[t]
v42 = k42*Far1PP[t]*Gbc[t]
v43 = k43*complexM[t]
v44 = k44*complexN[t]
v45 = k45*Cdc28[t]*Far1PP[t]
v46 = (k46*Fus3PP[t]^2)/(16 + Fus3PP[t]^2)
v47 = k47*Sst2[t]
v5 = k5*Ste2[t]
v6 = k6*Gabc[t]*Ste2a[t]
v7 = k7*GaGTP[t]
v8 = k8*GaGTP[t]*Sst2[t]
v9 = k9*GaGDP[t]*Gbc[t]
end rate equations

begin parameters
k1 = 0.03
k10 = 0.1
k11 = 5.0
k12 = 1.0
k13 = 3.0
k14 = 1.0
k15 = 3.0
k16 = 3.0
k17 = 100.0
k18 = 5.0
k19 = 1.0
k2 = 0.0012
k20 = 10.0
k21 = 5.0
k22 = 47.0
k23 = 5.0
k24 = 345.0
k25 = 5.0
k26 = 50.0
k27 = 5.0
k28 = 140.0
k29 = 10.0
k3 = 0.6
k30 = 1.0
k31 = 250.0
k32 = 5.0
k33 = 50.0
k34 = 18.0
k35 = 10.0
k36 = 0.1
k37 = 0.1
k38 = 0.01
k39 = 18.0
k4 = 0.24
k40 = 1.0
k41 = 0.02
k42 = 0.1
k43 = 0.01
k44 = 0.01
k45 = 0.1
k46 = 200.0
k47 = 1.0
k5 = 0.024
k6 = 0.0036
k7 = 0.24
k8 = 0.033
k9 = 2000.0
p = 0.0
defaultcompartment = 1.0
end parameters

begin initial conditions
Bar1[0] = Bar1i
Bar1a[0] = Bar1ai
Bar1aex[0] = Bar1aexi
Cdc28[0] = Cdc28i
Far1[0] = Far1i
Far1PP[0] = Far1PPi
Far1U[0] = Far1Ui
Fus3[0] = Fus3i
Fus3PP[0] = Fus3PPi
GaGDP[0] = GaGDPi
GaGTP[0] = GaGTPi
Gabc[0] = Gabci
Gbc[0] = Gbci
Sst2[0] = Sst2i
Ste11[0] = Ste11i
Ste12[0] = Ste12i
Ste12a[0] = Ste12ai
Ste2[0] = Ste2i
Ste20[0] = Ste20i
Ste2a[0] = Ste2ai
Ste5[0] = Ste5i
Ste7[0] = Ste7i
alpha[0] = alphai
complexA[0] = complexAi
complexB[0] = complexBi
complexC[0] = complexCi
complexD[0] = complexDi
complexE[0] = complexEi
complexF[0] = complexFi
complexG[0] = complexGi
complexH[0] = complexHi
complexI[0] = complexIi
complexK[0] = complexKi
complexL[0] = complexLi
complexM[0] = complexMi
complexN[0] = complexNi
end initial conditions

begin initial values
Bar1i = 200.0
Bar1ai = 0.0
Bar1aexi = 0.0
Cdc28i = 300.0
Far1i = 500.0
Far1PPi = 0.0
Far1Ui = 0.0
Fus3i = 686.399701640513
Fus3PPi = 0.0
GaGDPi = 0.0
GaGTPi = 0.0
Gabci = 1666.6666667
Gbci = 0.0
Sst2i = 0.0
Ste11i = 158.33176608789
Ste12i = 200.0
Ste12ai = 0.0
Ste2i = 1666.6666667
Ste20i = 1000.0
Ste2ai = 0.0
Ste5i = 158.33176608789
Ste7i = 36.3997016405141
alphai = 100.0
complexAi = 105.943298120207
complexBi = 77.8753625675829
complexCi = 235.724935791903
complexDi = 0.0
complexEi = 0.0
complexFi = 0.0
complexGi = 0.0
complexHi = 0.0
complexIi = 0.0
complexKi = 0.0
complexLi = 0.0
complexMi = 0.0
complexNi = 0.0
end initial values

begin assignment rules
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