Voraciousness was connected to menstruality—Aristotle mentions that barren women whose menses collect but do not get expelled are prone to sexual incontinence.

In any case, the discrepancy might be explained by the fact that the 9th pylon has not yet disgorged all it blocks; it is in the talatat from this pylon that the masonry of the essentially regal (as opposed to reginal) temples Tni-mnw and Rwd-mnw predominate.

{{quote-book|en|author=Daniel Pellicer|coauthors=Egon Schulte|chapter=Polygonal Complexes and Graphs for Crystallographic Groups|editors=Robert Connelly; Asia Ivić Weiss; Walter Whiteley|title=Rigidity and Symmetry|location=New York, N.Y.|publisher=Springer|year=2014|page=331|isbn=978-1-4939-0781-6|passage=There are exactly 12 regular apeirohedra that in some sense are reducible and have components that are regular figures of dimensions 1 and 2. These apeirohedra are blends of a planar regular apeirohedron, and a line segment { } or linear apeirogon {∞}. This explains why there are 12 = 6·2 blended (or non-pure) apeirohedra. For example, the blend of the standard square tessellation {4,4} and the infinite apeirogon {∞}, denoted {4,4}#{∞}, is an apeirohedron whose faces are helical apeirogons (over squares), rising above the squares of {4,4}, such that 4 meet at each vertex; the orthogonal projections of {4,4}#{∞} onto their component subspaces recover the original components, the square tessellation and the linear apeirogon.}}

She lets out what starts as a sigh but finishes off as a hrrmph.