| ∀ x0. x1 + x0 = [] ∨ max(x1 + x0) = max(x1) ∨ max(x1 + x0) = max(x0) ⊦ (max(x1 + x0) < a ⊃ a;max(x1 + x0)) = max(a ' + x1), (max(x1 + x0) < a ⊃ a;max(x1 + x0)) = max(x0), x1 + x0 = [] |
max(x1 + x0) < a, ∀ x0. x1 + x0 = [] ∨ max(x1 + x0) = max(x1) ∨ max(x1 + x0) = max(x0) ⊦ a = max(x0), (max(x1 + x0) < a ⊃ a;max(x1 + x0)) = max(a ' + x1), x1 + x0 = []
¬ max(x1 + x0) < a, ∀ x0. x1 + x0 = [] ∨ max(x1 + x0) = max(x1) ∨ max(x1 + x0) = max(x0) ⊦ max(x1 + x0) = max(x0), (max(x1 + x0) < a ⊃ a;max(x1 + x0)) = max(a ' + x1), x1 + x0 = []