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It might be amusing to plot this and to work
out the critical exponent.
I've worked that out. The 'order parameter' critical exponent has
classical mean-field value of 1/2. In particular, if we let
Δ_0 = 0.257736456168094 be the critical mean relative excess slack, then
just above the critical point the asymmetry parameter has the form,
σ ≈ A*( Δ - Δ_0 )^(1/2).