  In the original 2004 paper which first derived tribimaximal mixing in the
context of A(4), i.e. the non-Abelian finite symmetry group of the tetrahedron
(Plato's fire), as its simplest application, it was also pointed out how
theta(13) nonzero may be accommodated. On the strength of the new T2K result
that 0.03 (0.04) < sin^2 2 theta(13) < 0.28 (0.34) for delta(CP)=0 and normal
(inverted) neutrino mass hierarchy, we perform a more detailed analysis of how
this original idea may be realized in the context of A(4).
