We construct local-to-global spectral sequences for the cohomology of a diagram, which compute the cohomology of the full diagram in terms of smaller pieces. These are motivated by the obstruction theory of D. Blanc et al. [D. Blanc, M.W. Johnson, J.M. Turner, On realizing diagrams of ?-algebras, Algebraic Geom. Topol. 6 (2006) 763�807] for realizing a diagram of ?-algebras, but are valid in quite general algebraic settings.
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