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We describe a magnetohydrodynamic (MHD) constrained energy functional forequilibrium calculations that combines the topological constraints of ideal MHDwith elements of Taylor relaxation.  Extremizing states allow for partially chaotic magnetic fields andnon-trivial pressure profiles supported by a discrete set of ideal interfaceswith irrational rotational transforms.  Numerical solutions are computed using the Stepped Pressure Equilibrium Code,SPEC, and benchmarks and convergence calculations are presented.

Nonaxisymmetric, multi-region relaxed magnetohydrodynamic equilibrium solutions