  We give a new proof for the fact that the number of torus fixed points for
the degenerated flag variety is equal to the normalized median Genocchi number,
using the identification with a certain Schubert variety. We further study the
torus fixed points for the symplectic degenerated flag variety and develop a
combinatorial model, symplectic Dellac configurations, so parametrize them. The
number of these symplectic fixed points is conjectured to be the median Euler
number.
