function F = KBg42F(x)
%

F(1) = -0.69092 + x(1) + x(3) - x(6)*x(3);
F(2) = -0.8614 + (1-x(4)) + (1-x(2)) + x(3) - x(7)*x(3) - x(8)*(1-x(2)) - x(8)*x(3) + x(8)*x(7)*x(3);
F(3) = -0.71749 + (1-x(3)) + x(4) - x(9)*x(4);
F(4) = -0.46734 + (1-x(1));
F(5) = -0.82741 + (1-x(2)) + x(5) - x(10)*x(5);
F(6) = -0.8933 + (1-x(5)) + (1-x(1)) + x(3) - x(11)*x(3) - x(12)*(1-x(1)) - x(12)*x(3) + x(12)*x(11)*x(3);
F(7) = -0.94866 + (1-x(5)) + (1-x(4)) + x(3) - x(13)*x(3) - x(14)*(1-x(4)) - x(14)*x(3) + x(14)*x(13)*x(3);
