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Applications of the mathematical formalism put forward in the previous paper are made to a number of well known lattice models in statistical mechanics. Sequences of algebraic curves are obtained from the branches of an algebraic function A , , where A: at real temperatures is the branch of A, which is the partition function per site of an m x 05 lattice section. These sequences are viewed as approximations to parts of the limiting locus C , of partition function zeros. Approximations to critical points can be obtained in a natural extension of these curves beyond the branch points of A;.

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