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Specify a check on the order of pi_B in a zk-proof.
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Signed-off-by: Daira Hopwood <daira@jacaranda.org>
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daira committed Dec 19, 2016
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\item the lead byte is of the required form;
\item the remaining bytes encode a big-endian representation of an integer
in $\range{0}{q\!-\!1}$ or (in the case of $\Proof_B$) $\range{0}{q^2\!-\!1}$;
\item the encoding represents a point on the relevant curve.
\item the encoding represents a point on the relevant curve;
\item in the case of $\Proof_B$, that the point is of order $r$ (and hence in
the subgroup $\GroupG{2}$).
\end{itemize}

\nsubsection{\JoinSplitParameters} \label{jsparameters}
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\nsection{Change history}

\subparagraph{2016.0-beta-1.11}

\begin{itemize}
\item Specify a check on the order of $\Proof_B$ in a \zeroKnowledgeProof.
\end{itemize}

\subparagraph{2016.0-beta-1.10}

\begin{itemize}
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