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theorem add_eq_xor_add_mul_and : x + y = (x ^^^ y) + 2 * (x &&& y) := by all_goals bv_automata_classic
fails with
tactic 'native_decide' evaluated that the proposition formulaIsUniversal (AutoStructs.Formula.atom AutoStructs.Relation.eq ((AutoStructs.Term.var 0).add (AutoStructs.Term.var 1)) (((AutoStructs.Term.var 0).xor (AutoStructs.Term.var 1)).add (AutoStructs.Term.var 2))) = true is false
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fails with
The text was updated successfully, but these errors were encountered: