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Conjecture. $ L \in \mathrel{\left[ f \right]} \Rightarrow \mathrel{\left[ f \right]} \cap \prod_{i \in \operatorname{dom} \mathfrak{A}} \operatorname{atoms} L_i \neq \emptyset + 2034 $ for every pre-multifuncoid $ f $ of the form whose elements are atomic posets.

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