begin name sarma6 end name begin reactions reaction0 {1.0}species0 = {1.0}species1 reaction1 {1.0}species2 = {1.0}species3 reaction2 {1.0}species3 = {1.0}species4 reaction3 {1.0}species5 = {1.0}species6 reaction4 {1.0}species6 = {1.0}species7 reaction5 {1.0}species1 = {1.0}species0 reaction6 {1.0}species4 = {1.0}species3 reaction7 {1.0}species3 = {1.0}species2 reaction8 {1.0}species7 = {1.0}species6 reaction9 {1.0}species6 = {1.0}species5 end reactions begin rate equations reaction0 = compartment0*function411[reaction0A, reaction0K1, reaction0Ka, reaction0V1, species0[t], species7[t]] reaction1 = compartment0*function431[reaction1K3, reaction1KI, reaction1k3, species1[t], species2[t], species3[t], species7[t]] reaction2 = compartment0*function441[reaction2K4, reaction2KI, reaction2k4, species1[t], species2[t], species3[t], species7[t]] reaction3 = compartment0*function471[reaction3K7, reaction3k7, species4[t], species5[t], species6[t]] reaction4 = compartment0*function481[reaction4K8, reaction4k8, species4[t], species5[t], species6[t]] reaction5 = compartment0*function421[reaction5K2, reaction5k2, species1[t], species8[t]] reaction6 = compartment0*function451[reaction6K5, reaction6k5, species3[t], species4[t], species9[t]] reaction7 = compartment0*function461[reaction7K6, reaction7k6, species3[t], species4[t], species9[t]] reaction8 = compartment0*function491[reaction8K9, reaction8k9, species10[t], species6[t], species7[t]] reaction9 = compartment0*function4101[reaction9K10, reaction9k10, species10[t], species6[t], species7[t]] end rate equations begin parameters reaction0A = 100.0 reaction0K1 = 15.0 reaction0Ka = 500.0 reaction0V1 = 6.0 reaction1K3 = 20.0 reaction1KI = 9.0 reaction1k3 = 0.1 reaction2K4 = 20.0 reaction2KI = 9.0 reaction2k4 = 0.1 reaction3K7 = 20.0 reaction3k7 = 0.1 reaction4K8 = 20.0 reaction4k8 = 0.1 reaction5K2 = 100.0 reaction5k2 = 0.1 reaction6K5 = 20.0 reaction6k5 = 0.02 reaction7K6 = 20.0 reaction7k6 = 0.02 reaction8K9 = 20.0 reaction8k9 = 0.02 reaction9K10 = 20.0 reaction9k10 = 0.02 compartment0 = 1.0 end parameters begin initial conditions species0[0] = species0i species1[0] = species1i species10[0] = species10i species2[0] = species2i species3[0] = species3i species4[0] = species4i species5[0] = species5i species6[0] = species6i species7[0] = species7i species8[0] = species8i species9[0] = species9i end initial conditions begin initial values species0i = 999.999903688753 species1i = 0.0 species10i = 499.999951844377 species2i = 3999.99961475501 species3i = 0.0 species4i = 0.0 species5i = 999.999903688753 species6i = 0.0 species7i = 0.0 species8i = 99.9999903688752 species9i = 499.999951844377 end initial values begin assignment rules end assignment rules begin function definitions function431[K3_,KI_,k3_,species1_,species2_,species3_,species7_] := (k3*species1*species2)/(K3*(1 + species2/K3 + species3/K3)*(1 + species7/KI)) function471[K7_,k7_,species4_,species5_,species6_] := (k7*species4*species5)/(K7*(1 + species5/K7 + species6/K7)) function481[K8_,k8_,species4_,species5_,species6_] := (k8*species4*species6)/(K8*(1 + species5/K8 + species6/K8)) function421[K2_,k2_,species1_,species8_] := (k2*species1*species8)/(K2*(1 + species1/K2)) function4101[K10_,k10_,species10_,species6_,species7_] := (k10*species10*species6)/(K10*(1 + species6/K10 + species7/K10)) function491[K9_,k9_,species10_,species6_,species7_] := (k9*species10*species7)/(K9*(1 + species6/K9 + species7/K9)) function461[K6_,k6_,species3_,species4_,species9_] := (k6*species3*species9)/(K6*(1 + species3/K6 + species4/K6)) function451[K5_,k5_,species3_,species4_,species9_] := (k5*species4*species9)/(K5*(1 + species3/K5 + species4/K5)) function441[K4_,KI_,k4_,species1_,species2_,species3_,species7_] := (k4*species1*species3)/(K4*(1 + species2/K4 + species3/K4)*(1 + species7/KI)) function411[A_,K1_,Ka_,V1_,species0_,species7_] := (species0*(1 + (A*species7)/Ka)*V1)/(K1*(1 + species0/K1)*(1 + species7/Ka)) end function definitions begin events end events begin process annotations end process annotations begin species annotations end species annotations begin units end units