Book, Paragraph

 1  II, 2 |          are neither an infinite series nor infinitely various in
 2  II, 2 |         movement form an endless series (man for instance being
 3  II, 2 |        finite in number.) But of series which are infinite in this
 4  II, 2 |        who maintain the infinite series eliminate the Good without
 5  II, 2 |          the later one; and in a series in which the first term
 6 III, 4 |        the ultimate term in this series cannot have come to be,
 7 III, 4 |       have come to be, since the series has a limit and since nothing
 8  IV, 4 |          cannot form an infinite series in the upward direction;
 9  IX, 7 |     which comes after it in this series. E.g. a casket is not "earthen"
10   X, 4 |    difference marks the end of a series (just as the other things
11  XI, 12|         first, the first in this series will not exist, and therefore
12 XII, 10| substance of the universe a mere series of episodes (for one substance
13 XIII, 6|      then the rest of the number series, and the units in each number
14 XIII, 6|       and the rest of the number series similarly. Or (2) one kind
15 XIII, 8|         be the horse-itself? The series of the numbers which are
16 XIII, 8|        paradoxical-if the number series up to 10 is more of a real
17 XIII, 8|          the assumption that the series of numbers up to 10 is a
18 XIII, 8|   numbers up to 10 is a complete series. At least they generate
19 XIV, 3 |        show that nature is not a series of episodes, like a bad