  We describe equivariant SL(2) and SL(3) homology for links in the solid torus
via foam evaluation. The solid torus is replaced by 3-space with a
distinguished line in it. Generators of state spaces for annular webs are
represented by foams with boundary that may intersect the distinguished line;
intersection points, called anchor points, contribute additional terms,
reminiscent of square roots of the Hessian, to the foam evaluation. Both
oriented and unoriented SL(3) foams are treated in the paper.
