Abstract
Given a set E of v elements, and given positive integers k, l (lkv), and λ, we understand by a tactical configurationC[k, l, λ, v] (briefly, configuration) a system of subsets of E, having k elements each, such that every subset of E having l elements is contained in exactly λ sets of the system.A necessary condition for the existence of a configuration C[k, l, λ, v] is known (6) to be

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