#kofahl1 FIX: p #reactions v_1: {1.0}alpha = {1.0}p alpha * Bar1aex * k1 v_10: {1.0}Gbc + {1.0}complexC = {1.0}complexD Gbc*complexC*k10 v_11: {1.0}complexD = {1.0}Gbc + {1.0}complexC complexD*k11 v_12: {1.0}Ste5 + {1.0}Ste11 = {1.0}complexA Ste5*Ste11*k12 v_13: {1.0}complexA = {1.0}Ste5 + {1.0}Ste11 complexA*k13 v_14: {1.0}Ste7 + {1.0}Fus3 = {1.0}complexB Ste7*Fus3*k14 v_15: {1.0}complexB = {1.0}Ste7 + {1.0}Fus3 complexB*k15 v_16: {1.0}complexA + {1.0}complexB = {1.0}complexC complexA*complexB*k16 v_17: {1.0}complexC = {1.0}Ste11 + {1.0}Ste5 + {1.0}Ste7 + {1.0}Fus3 complexC*k17 v_18: {1.0}complexD + {1.0}Ste20 = {1.0}complexE complexD*Ste20*k18 v_19: {1.0}complexE = {1.0}complexD + {1.0}Ste20 complexE*k19 v_2: {1.0}Ste2 = {1.0}Ste2a Ste2 * alpha * k2 v_20: {1.0}complexE = {1.0}complexF complexE*k20 v_21: {1.0}complexE = {1.0}Gbc + {1.0}Ste5 + {1.0}Ste11 + {1.0}Ste7 + {1.0}Fus3 + {1.0}Ste20 complexE*k21 v_22: {1.0}complexF = {1.0}complexG complexF*k22 v_23: {1.0}complexF = {1.0}Gbc + {1.0}Ste5 + {1.0}Ste11 + {1.0}Ste7 + {1.0}Fus3 + {1.0}Ste20 complexF*k23 v_24: {1.0}complexG = {1.0}complexH complexG*k24 v_25: {1.0}complexG = {1.0}Gbc + {1.0}Ste5 + {1.0}Ste11 + {1.0}Ste7 + {1.0}Fus3 + {1.0}Ste20 complexG*k25 v_26: {1.0}complexH = {1.0}complexI complexH*k26 v_27: {1.0}complexH = {1.0}Gbc + {1.0}Ste5 + {1.0}Ste11 + {1.0}Ste7 + {1.0}Fus3 + {1.0}Ste20 complexH*k27 v_28: {1.0}complexI = {1.0}complexL + {1.0}Fus3PP complexI*k28 v_29: {1.0}complexL + {1.0}Fus3 = {1.0}complexK complexL*Fus3*k29 v_3: {1.0}Ste2a = {1.0}Ste2 Ste2a*k3 v_30: {1.0}complexK = {1.0}Fus3 + {1.0}complexL complexK*k30 v_31: {1.0}complexK = {1.0}complexI complexK*k31 v_32: {1.0}complexL = {1.0}Gbc + {1.0}Ste5 + {1.0}Ste11 + {1.0}Ste7 + {1.0}Ste20 complexL*k32 v_33: {1.0}Fus3PP = {1.0}Fus3 Fus3PP*k33 v_34: {1.0}Ste12 + {1.0}Fus3PP = {1.0}Ste12a Ste12*Fus3PP*k34 v_35: {1.0}Ste12a = {1.0}Ste12 + {1.0}Fus3PP Ste12a*k35 v_36: {1.0}Bar1 = {1.0}Bar1a Ste12a * Bar1 * k36 v_37: {1.0}Bar1a = {1.0}Bar1 Bar1a*k37 v_38: {1.0}Bar1a = {1.0}Bar1aex Bar1a*k38 v_39: {1.0}Far1 = {1.0}Far1PP Far1 * Fus3PP * Fus3PP / (100 * 100 + Fus3PP * Fus3PP) * k39 v_4: {1.0}Ste2a = {1.0}p Ste2a*k4 v_40: {1.0}Far1PP = {1.0}Far1 Far1PP*k40 v_41: {1.0}Far1 = {1.0}Far1U Far1 * Cdc28 * k41 v_42: {1.0}Far1PP + {1.0}Gbc = {1.0}complexM Gbc*Far1PP*k42 v_43: {1.0}complexM = {1.0}Gbc + {1.0}Far1PP complexM*k43 v_44: {1.0}complexN = {1.0}Cdc28 + {1.0}Far1PP complexN*k44 v_45: {1.0}Cdc28 + {1.0}Far1PP = {1.0}complexN Far1PP*Cdc28*k45 v_46: {1.0}p = {1.0}Sst2 Fus3PP**2 / (4**2 + Fus3PP**2) * k46 v_47: {1.0}Sst2 = {1.0}p Sst2*k47 v_5: {1.0}Ste2 = {1.0}p Ste2*k5 v_6: {1.0}Gabc = {1.0}GaGTP + {1.0}Gbc Ste2a * Gabc * k6 v_7: {1.0}GaGTP = {1.0}GaGDP GaGTP*k7 v_8: {1.0}GaGTP = {1.0}GaGDP GaGTP * Sst2 * k8 v_9: {1.0}GaGDP + {1.0}Gbc = {1.0}Gabc GaGDP*Gbc*k9 #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 default_compartment = 1.0 #initial values Bar1 = 200.0 Bar1a = 0.0 Bar1aex = 0.0 Cdc28 = 300.0 Far1 = 500.0 Far1PP = 0.0 Far1U = 0.0 Fus3 = 686.399701640513 Fus3PP = 0.0 GaGDP = 0.0 GaGTP = 0.0 Gabc = 1666.6666667 Gbc = 0.0 Sst2 = 0.0 Ste11 = 158.33176608789 Ste12 = 200.0 Ste12a = 0.0 Ste2 = 1666.6666667 Ste20 = 1000.0 Ste2a = 0.0 Ste5 = 158.33176608789 Ste7 = 36.3997016405141 alpha = 100.0 complexA = 105.943298120207 complexB = 77.8753625675829 complexC = 235.724935791903 complexD = 0.0 complexE = 0.0 complexF = 0.0 complexG = 0.0 complexH = 0.0 complexI = 0.0 complexK = 0.0 complexL = 0.0 complexM = 0.0 complexN = 0.0 #assignment rules