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make the types of ~_\epsilon consistent, close #1176
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reals.tex

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@@ -749,7 +749,7 @@ \subsection{Construction of Cauchy reals}
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Of course, our Cauchy approximations will now consist of Cauchy reals, rather than Dedekind reals or rational numbers.
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\begin{defn}\label{defn:cauchy-reals}
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Let $\RC$ and the relation $\closesym:\Qp \times \RC \times \RC \to \type$ be the following higher inductive-inductive type family.
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Let $\RC$ and the relation $\closesym:\RC \times \RC \times \Qp \to \type$ be the following higher inductive-inductive type family.
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The type $\RC$ of \define{Cauchy reals}
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\indexdef{real numbers!Cauchy}%
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\indexsee{Cauchy!real numbers}{real numbers, Cau\-chy}%

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