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In the context of spectral sequences of fibrations I have often seen the condition that a fibration has a simple system of local coefficients.

Unfortunately I don't know what this means, and google searches are not helpful.

What does it mean for a fibration to have a simple system of local coefficients?

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One on which the $\pi_1$ of the base acts trivially.

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    See http://www.maths.ed.ac.uk/~aar/papers/steenrodco.pdf2017-01-20