Question: Prove that the language S = (M| M is a Turing machine that halts on at least one input) is not decidable using the fact

Prove that the language S = (M| M is a Turing

Prove that the language S = (M| M is a Turing machine that halts on at least one input) is not decidable using the fact that the halting language H = (M, omega)| M is a Turing machine that halts on input omega) is not decidable

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