| ∀ m, n1, n2. ¬ m0 < m → (m + n1 < m + n2 ↔ n1 < n2) ⊦ m0 + n < m0 + n0 ↔ n < n0 |
n < n0, ∀ m, n1, n2. ¬ m0 < m → (m + n1 < m + n2 ↔ n1 < n2) ⊦ m0 + n < m0 + n0 ↔ n < n0
∀ m, n1, n2. ¬ m0 < m → (m + n1 < m + n2 ↔ n1 < n2) ⊦ n < n0, m0 + n < m0 + n0 ↔ n < n0
Used formulas: n < n0