Book, Paragraph

 1      I,  5 | demonstrated separately of numbers, lines, solids, and durations,
 2      I,  5 |    to denote that in which numbers, lengths, durations, and
 3      I,  5 | attribute qua lines or qua numbers, but qua manifesting this
 4      I,  7 | magnitudes in question are numbers. How in certain cases transference
 5      I,  10|  the arithmetician only to numbers. Also peculiar to a science
 6      I,  24|    triangles, figures, and numbers. But demonstration which
 7     II,  13|   but also in subjects not numbers at all-odd on the other
 8     II,  13| also as not being a sum of numbers. This, then, is precisely
 9     II,  13|   the first two to all odd numbers, the last to the dyad also
10     II,  17|   lines, and when they are numbers, is both different and identical;
11     II,  17|    lines are lines and not numbers, identical as involving