  Two, replica symmetry breaking specific, quantities of the Ising spin glass
--- the breakpoint x1 of the order parameter function and the Almeida-Thouless
line --- are calculated in six dimensions (the upper critical dimension of the
replicated field theory used), and also below and above it. The results comfirm
that replica symmetry breaking does exist below d=6, and also the tendency of
its escalation for decreasing dimension continues. As a new feature, x1 has a
nonzero and universal value for d<6 at criticality. Near six dimensions we have
x1=3(6-d)+O[(6-d)^2]. A method to expand a generic theory with replica
equivalence around the replica symmetric one is also demonstrated.
