  We generalize H. Seifert's algorithm for finding a Seifert surface for a knot
or link. The generalization applies to "framed oriented measured lamination
links." For knots, a Seifert surface determines a unique framing. In our
setting, we analyze the set of framed lamination links which bound Seifert
laminations and are carried by an $S^1$-fibered tube neighborhood of an
oriented train track embedded in a 3-manifold.
