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HumanEvalLean/HumanEval59.lean

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@@ -62,7 +62,15 @@ grind_pattern eq_getElem_append_cons => pref ++ cur :: suff
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attribute [grind =] Nat.getElem?_toList_rcc
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attribute [grind =] Nat.length_toList_rcc
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/-! ## Verification -/
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/-!
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## Verification
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We prove two statements:
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* `largestPrimeFactor n` divides `n`.
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* `largestPrimeFactor n` a prime and greater than or equal to every prime factor of `n`, given that
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`n > 1`.
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-/
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theorem dividePower_dvd :
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(dividePower n d hd).val ∣ n.val := by

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