Book, Paragraph

 1 III, 5 |   another in depth, another in length. Besides this, no sort of
 2   V, 13| continuous in one dimension is length; in two breadth, in three
 3   V, 13|   plurality is number, limited length is a line, breadth a surface,
 4 VII, 3 |       and potencies of bodies, length, breadth, and depth are
 5 VII, 3 |     belong primarily. But when length and breadth and depth are
 6 VIII, 3|  whether a line is "twoness in length" or "twoness", and whether
 7   X, 1 |   measure of each is a unit-in length, in breadth, in depth, in
 8   X, 1 |      and in particular that of length is a length, that of breadth
 9   X, 1 | particular that of length is a length, that of breadth a breadth,
10   X, 6 |      long and the short are in length, and whatever is much is
11 XIII, 2|   dimension first generated is length, then comes breadth, lastly
12 XIV, 6 |    found-as the straight is in length, so is the level in surface,