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We set up machinery for recognizing k–cellular modules and k–cellular approximations,
where k is an R–module and R is either a ring or a ring-spectrum. Using this
machinery we can identify the target of the Eilenberg–Moore cohomology spectral
sequence for a fibration in various cases. In this manner we get new proofs for known
results concerning the Eilenberg–Moore spectral sequence and generalize another
result.
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