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\begin{definition}[Anonymity]
We say that an e-cash scheme satisfies \emph{anonymity} if the success
probability $\Prb{b \randsel \{0,1\}: \mathit{Exp}_{\cal A}^{anon}(1^\lambda,
- 1^\kappa, b) = 1}$ of the anonymity game is negligibly close to $1/$ for any
+ 1^\kappa, b) = 1}$ of the anonymity game is negligibly close to $2^{-\lambda}$ for any
polynomial time adversary~$\mathcal{A}$.
\end{definition}