forall( lambda : ( ( exists( lambdaprime : 0<=lambdaprime and lambdaprime<=lambda and ( ( not ( ( ( ( ( ( not ( ( not ( ( not ( ( 1 * ( x3 + ( -5/16 * lambdaprime ) ) ) <= 20 ) ) and ( not ( ( -1 * ( x4 + ( 1/2 * lambdaprime ) ) ) <= -220 ) ) ) ) and ( $b1 and ( $b2 and $b3 ) ) ) ) and ( not ( ( not ( ( not ( ( 1 * ( x3 + ( -5/16 * lambdaprime ) ) ) <= 20 ) ) and ( not ( ( -1 * ( x4 + ( 1/2 * lambdaprime ) ) ) <= -445/2 ) ) ) ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) and ( not ( ( not ( ( not ( ( 1 * ( x3 + ( -5/16 * lambdaprime ) ) ) <= 15 ) ) and ( not ( ( -1 * ( x4 + ( 1/2 * lambdaprime ) ) ) <= -235 ) ) ) ) and ( $b1 and ( ( not $b2 ) and $b3 ) ) ) ) ) and ( not ( ( not ( ( not ( ( 1 * ( x3 + ( -5/16 * lambdaprime ) ) ) <= 15 ) ) and ( not ( ( -1 * ( x4 + ( 1/2 * lambdaprime ) ) ) <= -475/2 ) ) ) ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) ) and ( not ( ( not ( ( not ( ( 1 * ( x3 + ( -5/16 * lambdaprime ) ) ) <= 0 ) ) and ( not ( ( -1 * ( x4 + ( 1/2 * lambdaprime ) ) ) <= -335 ) ) ) ) and ( $b1 and ( $b2 and ( not $b3 ) ) ) ) ) ) and ( not ( ( not ( ( not ( ( 1 * ( x3 + ( -5/16 * lambdaprime ) ) ) <= 0 ) ) and ( not ( ( -1 * ( x4 + ( 1/2 * lambdaprime ) ) ) <= -340 ) ) ) ) and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) or lambda<0 or ( ( ( ( ( ( not ( ( not ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 207 ) ) and ( ( -1 * ( x3 + ( -5/16 * lambda ) ) ) <= -30 ) ) ) and ( not ( ( not ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 227 ) ) and ( ( -1 * ( x3 + ( -5/16 * lambda ) ) ) <= -20 ) ) ) ) and ( not ( ( not ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 242 ) ) and ( ( -1 * ( x3 + ( -5/16 * lambda ) ) ) <= -15 ) ) ) ) and ( ( not ( ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 227 ) and ( not ( ( 1 * ( x3 + ( -5/16 * lambda ) ) ) + ( 5/8 * ( x4 + ( 1/2 * lambda ) ) ) <= 1295/8 ) ) ) and ( ( not ( ( ( 1 * ( x3 + ( -5/16 * lambda ) ) ) + ( 5/8 * ( x4 + ( 1/2 * lambda ) ) ) <= 1135/8 ) and ( ( not ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x3 + ( -5/16 * lambda ) ) ) + ( 5/8 * ( x4 + ( 1/2 * lambda ) ) ) <= 1255/8 ) and ( ( not ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( not ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x3 + ( -5/16 * lambda ) ) ) + ( 5/8 * ( x4 + ( 1/2 * lambda ) ) ) <= 1255/8 ) and ( ( ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 242 ) and ( not ( ( 1 * ( x3 + ( -5/16 * lambda ) ) ) + ( 5/8 * ( x4 + ( 1/2 * lambda ) ) ) <= 665/4 ) ) ) and ( ( not ( ( ( 1 * ( x3 + ( -5/16 * lambda ) ) ) + ( 5/8 * ( x4 + ( 1/2 * lambda ) ) ) <= 605/4 ) and ( ( not ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( not ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( not ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( not ( ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) and ( ( not ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b3 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( $b2 and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 ) and ( ( not $b2 ) and ( $b3 and ( not $b7 ) ) ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -220 ) and ( $b2 and ( $b3 and ( not $b7 ) ) ) ) ) ) ) ) ) ) ) and ( ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( not ( $b1 and ( ( not ( $b7 and ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -475/2 ) and ( ( not $b1 ) and ( $b2 and ( not $b3 ) ) ) ) ) and ( ( not ( ( ( not $b1 ) and ( $b2 and $b3 ) ) and ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -405/2 ) ) ) and ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -445/2 ) and ( ( not $b1 ) and ( ( not $b2 ) and $b3 ) ) ) ) ) ) ) ) ) and ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -335 ) and ( $b2 and ( ( not $b3 ) and ( not $b7 ) ) ) ) ) and ( not ( $b7 and ( not ( ( ( not ( ( $b1 and ( ( not $b2 ) and $b3 ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 435/2 ) ) ) and ( not ( ( $b1 and ( $b2 and ( not $b3 ) ) ) and ( ( 1 * ( x4 + ( 1/2 * lambda ) ) ) <= 465/2 ) ) ) ) and ( not ( $b1 and ( ( not $b2 ) and ( not $b3 ) ) ) ) ) ) ) ) ) ) ) ) ) and ( ( not ( ( not ( ( ( -1 * ( x4 + ( 1/2 * lambda ) ) ) <= -235 )