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Update src/LocalField/Conjugates.jl
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src/LocalField/Conjugates.jl

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@@ -163,7 +163,7 @@ end
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# flat = true/ false: return (Re, Im) or the complex number
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#TODO: not sure how this would work in the ramified, not-normal case.
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@doc raw"""
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conjugates(a::nf_elem, C::qAdicConj, n::Int = 11; flat::Bool = false, all:Bool = true) -> []
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conjugates(a::nf_elem, C::qAdicConj, n::Int = 10; flat::Bool = false, all:Bool = true) -> []
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Returns an array of the $q$-adic conjugates of $a$: Let $p Z_K = \prod P_i$ for the maximal order
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$Z_K$ of the parent of $a$. Then $K \otimes Q_p = \prod K_{P_i}$. For each of the $P_i$

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