  In light of the recent neutrino experimental results from Daya Bay and RENO
Collaborations, we construct a realistic tribimaximal-like
Pontecorvo-Maki-Nakagawa-Sakata (PMNS) leptonic mixing matrix. Motivated by the
Qin-Ma (QM) parametrization for the quark mixing matrix in which the CP-odd
phase is approximately maximal, we propose a simple ansatz for the charged
lepton mixing matrix, namely, it has the QM-like parametrization, and assume
the tribimaximal mixing (TBM) pattern for the neutrino mixing matrix. The
deviation of the leptonic mixing matrix from the TBM one is then systematically
studied. While the deviation of the solar and atmospheric neutrino mixing
angles from the corresponding TBM values, i.e. $\sin^2\theta_{12}=1/3$ and
$\sin^2\theta_{23}=1/2$, is fairly small, we find a nonvanishing reactor mixing
angle given by $\sin\theta_{13}\approx \lambda/\sqrt{2}$ ($\lambda\approx 0.22$
being the Cabibbo angle). Specifically, we obtain $\theta_{13}\simeq
9.2^{\circ}$ and $\delta_{CP} \simeq \delta_{\rm QM} \simeq {\cal
O}(90^{\circ})$. Furthermore, we show that the leptonic \CP violation
characterized by the Jarlskog invariant is $|J^{\ell}_{CP}|\simeq \lambda/6$,
which could be tested in the future experiments such as the upcoming long
baseline neutrino oscillation ones.
