begin name
keizer1
end name

begin reactions
ClosedState2 {1.0}Po1 = {1.0}Pc2
Closedstate1 {1.0}Po1 = {1.0}Pc1
Openstate2 {1.0}Po1 = {1.0}Po2
end reactions

begin rate equations
ClosedState2 = -(ClosedState2kcminus*Pc2[t]) + ClosedState2kcplus*Po1[t]
Closedstate1 = -(Closedstate1Ca^Closedstate1n*Closedstate1kaplus*Pc1[t]) + Closedstate1kaminus*Po1[t]
Openstate2 = Openstate2Ca^Openstate2m*Openstate2kbplus*Po1[t] - Openstate2kbminus*Po2[t]
end rate equations

begin parameters
Closedstate1kaminus = 28.8
Closedstate1kaplus = 1500.0
Closedstate1Ca = 0.9
Closedstate1n = 4.0
Openstate2kbplus = 1500.0
Openstate2Ca = 0.9
Openstate2m = 3.0
Openstate2kbminus = 385.9
ClosedState2kcplus = 1.75
ClosedState2kcminus = 0.1
compartment = 1.0
end parameters

begin initial conditions
Pc1[0] = Pc1i
Pc2[0] = Pc2i
Po1[0] = Po1i
Po2[0] = Po2i
end initial conditions

begin initial values
Pc1i = 0.963
Pc2i = 0.037
Po1i = 0.0
Po2i = 0.0
end initial values

begin assignment rules
Openprobability := Po1[t] + Po2[t]
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