Book, Paragraph

 1 III, 2 |     mean for instance, if the solid is a substance and so are
 2 III, 5 |       shape is present in the solid more than any other; so
 3  IV, 2 |    another. And similarly the solid and the motionless and that
 4   V, 13|    breadth a surface, depth a solid.~Again, some things are
 5   V, 14|       which the plane and the solid are copies (these are those
 6   V, 28|    genus of plane figures and solid’ of solids; for each of
 7   V, 28|      kind, and in the other a solid of such and such a kind;
 8 VII, 2 |      more so than body or the solid.~Further, some do not think
 9 XIII, 2| neither can the plane nor the solid. What difference, then,
10 XIII, 2|    points of the mathematical solid there must be others which
11 XIII, 2|      points in the motionless solid; for science always deals
12 XIII, 2|  order of substantiality, the solid will be prior to the plane
13 XIII, 2|     of our senses.~Again, the solid is a sort of substance;
14 XIII, 2|       nor as matter, like the solid; for we have no experience
15 XIII, 3|     qua indivisible, but as a solid. For evidently the properties
16 XIII, 9|      line, the plane, and the solid. For some construct these
17 XIII, 9|    plane will be line and the solid a plane; again, how will
18 XIII, 9|     plane and another for the solid, they either are implied
19 XIV, 3 |   plane, and the plane of the solid, think there must be real