Kant and the table of nothing

At the very end of the Transcendental Analytic Kant argues that the two concepts something/possible and nothing/impossible, which constitute the starting point of traditional ontology, are not in fact the highest concepts. Instead, these two opposed concepts stand under a higher concept, namely the concept of an object in general, and result from that concept’s division. Both the concept of something and that of nothing can be divided in accordance with the table of categories, resulting in two tables: . the table of the division of the concept of something, and . the table of the division of the concept of nothing. Kant only provides the table of nothing, noting that the corresponding division of something follows straightforwardly.