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Updated: May 12, 2025
Besides, if there are superficies neither equal nor unequal, what hinders but there may be also circles neither equal nor unequal? For indeed these superficies of conic sections are circles. And if circles, why may not also their diameters be neither equal nor unequal? And if so, why not also angles, triangles, parallelograms, parallelopipeds, and bodies?
There are still in places three stories visible. The walls are of evenly broken parallelopipeds of very friable pumice-stone, and the village forms the usual quadrangles. In the centre is a large square; and no fewer than six depressions indicate that the Pueblos had at one time as many as six circular subterranean estufas.
Some of them are breaking the stones into convenient sizes, for the friable pumice breaks in parallelopipeds without effort. The women are laying these in mortar made of the soil from the mesa, common adobe. We are witnessing the beginning of the construction of a small village.
The Toleure, a tributary of the Aubonne, frequently large enough to be called a confluent, flows out from the foot of a wall of rock composed of regular parallelopipeds, and in the spring, when the snows are melting freely, its sources burst out at various levels of the rock.
These stones are almost invariably regular parallelopipeds of unequal sizes in the wall, but equally deep and laid regularly in ranges over each other like bricks, each breaking and covering the interstice of the two on which it rests; but though the perpendicular interstice be destroyed, the horizontal one extends entirely through the whole work.
These stones are almost invariably parallelopipeds of unequal sizes in the wall, but equally deep, and laid regularly in ranges over each other like bricks, each breaking and covering the interstice of the two on which it rests. But, though the perpendicular interstice be destroyed, the horizontal one extends entirely through the whole work.
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