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Mathlib/NumberTheory/LegendreSymbol/QuadraticChar/GaussSum.lean

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@@ -102,7 +102,7 @@ theorem FiniteField.isSquare_odd_prime_iff (hF : ringChar F ≠ 2) {p : ℕ} [Fa
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classical
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by_cases hFp : ringChar F = p
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· rw [show (p : F) = 0 by rw [← hFp]; exact ringChar.Nat.cast_ringChar]
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simp only [isSquare_zero, Ne, true_iff, map_mul]
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simp only [IsSquare.zero, Ne, true_iff, map_mul]
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obtain ⟨n, _, hc⟩ := FiniteField.card F (ringChar F)
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have hchar : ringChar F = ringChar (ZMod p) := by rw [hFp]; exact (ringChar_zmod_n p).symm
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conv => enter [1, 1, 2]; rw [hc, Nat.cast_pow, map_pow, hchar, map_ringChar]

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