INFLOWS:
E9_IN ¼ IF (D10+D8+D9+E10+E8+F10+F8+F9)¼BIRTH_# AND E9¼0 THEN
1 ELSE IF (D10+D8+D9+E10+E8+F10+F8+F9) +D8+D9+E10+E8+F10+F8+F9)>NEIGHBOR_MAX AND E9¼1 THEN À1
ELSE 0
F1(t) ¼ F1(t À dt) + (F1_IN) * dt
INIT F1 ¼ 0
INFLOWS:
F1_IN ¼ IF (E1+E2+F2+G1+G2) ¼ BIRTH_# AND F1¼0 THEN 1 ELSE IF
(E1+E2+F2+G1+G2)
NEIGHBOR_MAX AND F1¼1 THEN À1 ELSE 0
F10(t) ¼ F10(t À dt) + (F10_IN) * dt
INIT F10 ¼ 0
INFLOWS:
F10_IN ¼ IF (E10+E9+F9+G10+G9)¼BIRTH_# AND F10¼0 THEN 1 ELSE IF
(E10+E9+F9+G10+G9)
NEIGHBOR_MAX AND F10¼1 THEN À1 ELSE 0
F2(t) ¼ F2(t À dt) + (F2_IN) * dt
INIT F2 ¼ 0
INFLOWS:
F2_IN ¼ IF (E1+E2+E3+F1+F3+G1+G2+G3)¼BIRTH_# AND F2¼0 THEN
1 ELSE IF (E1+E2+E3+F1+F3+G1+G2+G3) +E3+F1+F3+G1+G2+G3)>NEIGHBOR_MAX AND F2¼1 THEN À1 ELSE 0
F3(t) ¼ F3(t À dt) + (F3_IN) * dt
INIT F3 ¼ 0
INFLOWS:
F3_IN ¼ IF (E2+E3+E4+F2+F4+G2+G3+G4)¼BIRTH_# AND F3¼0 THEN
1 ELSE IF (E2+E3+E4+F2+F4+G2+G3+G4) +E4+F2+F4+G2+G3+G4)>NEIGHBOR_MAX AND F3¼1 THEN À1 ELSE 0
F4(t) ¼ F4(t À dt) + (F4_IN) * dt
INIT F4 ¼ 0
INFLOWS:
F4_IN ¼ IF (E3+E4+E5+F3+F5+G3+G4+G5)¼BIRTH_# AND F4¼0 THEN
1 ELSE IF (E3+E4+E5+F3+F5+G3+G4+G5) +E5+F3+F5+G3+G4+G5)>NEIGHBOR_MAX AND F4¼1 THEN À1 ELSE 0
F5(t) ¼ F5(t À dt) + (F5_IN) * dt
INIT F5 ¼ 0
INFLOWS:
F5_IN ¼ IF (E4+E5+E6+F4+F6+G4+G5+G6)¼BIRTH_# AND F5¼0 THEN
1 ELSE IF (E4+E5+E6+F4+F6+G4+G5+G6) +E6+F4+F6+G4+G5+G6)>NEIGHBOR_MAX AND F5¼1 THEN À1 ELSE 0
F6(t) ¼ F6(t À dt) + (F6_IN) * dt
INIT F6 ¼ 0
43.2 Game of Life Model Equations
403