Cris Poor, Fordham University Paramodularity Abstract: We survey results motivated by the Paramodular Conjecture of Brumer and Kramer. These include systematic computations of spaces of weight two paramodular cusp forms, constructions of nonlift newforms using Borcherds products, proofs that specific examples of abelian surfaces defined over Q are paramodular, and counterexamples due to Calegari.