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What does it mean when a proof system is complete for a model system?
That the proof system and the model system determine the same logic as each other.
That every argument has either a proof in the proof system or a counterexample in the model system.
That the model system does not include any counterexample to any argument that has a proof in the proof system.
That the logic determined by the proof system is weaker than the logic determined by the model system.
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