An important piece of information in the theory of the arithmetic Galois action on the geometric fundamental groups of schemes is that divisorial inertia is acted on cyclotomically.
[…] these pastoral farms, / Green to the very door; and wreaths of smoke / Sent up, in silence, from among the trees!
[Y]et have I carried myſelf towards thee in ſuch fanciful guiſe of careleſs diſport, that right ſore am I aſhamed now to entreat thy lenity ſeriouſly— […]
The marginal rent-seeker may in fact have faced high information costs.
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