  Bennett et al. proposed a family of protocols for entanglement distillation,
namely, hashing, recurrence and breeding protocols. The last one is inferior to
the hashing protocol in the asymptotic regime and has been investigated little.
In this paper, we propose a framework of converting a stabilizer quantum
error-correcting code to a breeding protocol, which is a generalization of the
previous conversion methods by Luo-Devetak and Wilde. Then, show an example of
a stabilizer that gives a breeding protocol better than hashing protocols, in
which the finite number of maximally entangled pairs are distilled from the
finite number of partially entangled pairs.
