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We study the spectrum of stable static fermion bags in the 1+1 dimensionalGross-Neveu model with $N$ flavors of Dirac fermions, in the large $N$ limit.In the process, we discover a new kink, heavier than theCallan-Coleman-Gross-Zee (CCGZ) kink, which is marginally stable (at least inthe large $N$ limit). The connection of this new kink and the conjectured $S$matrix of the Gross-Neveu model is obscured at this point. After identifyingall stable static fermion bags, we arrange them into a periodic table,according to their $O (2N)$ and topological quantum numbers.Comment: Talk at the Fifth Workshop on Quantum Field Theory under the  Influence of External Conditions, Leipzig, Germany, September 2001. (latex, 6  pages

THE PERIODIC TABLE OF STATIC FERMION BAGS IN THE GROSS-NEVEU MODEL