Book, Paragraph

1   I, 4 | numerically predominant among the innumerable constituents of the mixture.
2   I, 6 |         contrary. Nor can they be innumerable, because, if so, Being will
3   I, 6 |       Anaxagoras obtains from his innumerable principles. Lastly, some
4   I, 6 |    principles are neither one nor innumerable.~Granted, then, that they
5  II, 5 |   attributes of an individual are innumerable. To resume then; when a
6  II, 5 |         for the sake of that) are innumerable. He may have wished to see
7  IV, 10|           simultaneously with the innumerable "nows" between the two-which