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We study several ideal-based constructions in the context of singularstationarity. By combining methods of strong ideals, supercompact embeddings,and Prikry-type posets, we obtain three consistency results concerning mutuallystationary sets, and answer a question of Foreman and Magidor concerningstationary sequences on the first uncountable cardinals, $\aleph_n$, $1 \leq n< \omega$.

On Singular Stationarity I (mutual stationarity and ideal-based methods)