Book, Chapter

 1     I, 2 |         two, three, four, become ten, if its proper denomination
 2     I, 2 |         origin of existence from ten. Of this decade, the perfect
 3    IV, 14|        of forty, four monads; of ten, one monad. And in the case
 4    IV, 14|         19 monads. Again, of the ten the root is one; and of
 5    IV, 14|     which added together make up ten: the root of ten is a monad.
 6    IV, 14|         make up ten: the root of ten is a monad. The name Hector,
 7    IV, 28|          certain pipes of brass, ten in number, (and) fitting
 8    IV, 43|         because) this multiplied ten times will become a hundred,
 9    IV, 43|       and the hundred multiplied ten times will produce a thousand,
10    IV, 43|          the thousand multiplied ten times make up the full sum
11    IV, 51| principle of generation from the ten. Of this decade--the perfect
12     V, 15|    institutes discussions in his ten books against Empedocles.
13    VI, 18|         succeeding numbers up to ten. For Pythagoras is aware
14    VI, 18|          in like manner, will be ten. For one, two, three, four,
15    VI, 18|         two, three, four, become ten, the perfect number. Thus,
16    VI, 24|          a perfect number, viz., ten Aeons. For, he says, Nous
17    VI, 24|         by a perfect number, and ten is a perfect number, because
18    VI, 25|         the Aeons. But there are ten the Aeons proceeding from
19    VI, 25|      eight in all. And to these (ten) they give these following
20    VI, 25| Monogenes and Macaria. These are ten Aeons whom some say (have
21    VI, 37|          which was (composed) of ten letters; and he uttered
22    VI, 45|    decade; and thus was produced ten, and next eighteen. The
23    VI, 47|          manner, (they subtract) ten and make it nine. And connecting
24    VI, 48|    Ogdoad. And next they compute ten powers thus. (There are,
25    VI, 48|        and moon. And these being ten in number, they say, are
26   VII, 17|   lengthened ages:--~"For thrice ten thousand years banished
27  VIII, 1 |     perfect which is reckoned at ten. When, therefore, the AEons
28  VIII, 6 |        ogdoad, and ennead, up to ten. For these numbers, he says,
29  VIII, 7 |    symbol) for more plagues than ten shape the rod. Now this (
30  VIII, 7 |      various. This succession of ten plagues is, he says, the
31  VIII, 7 |    constitutes the series of the ten commandments which expresses
32  VIII, 7 |         to the succession of the ten plagues and the series of
33  VIII, 7 |    plagues and the series of the ten commandments. And no one
34  VIII, 7 |         two, three, four, become ten; and this is the one tittle.
35  VIII, 7 |          this is accomplished by ten strokes of the one tittle.
36    IX, 20|        rulers and elders; and if ten occupy seats in the same
37     X, 12|     thirty AEons, each (of them) ten; and that they were all
38     X, 13|        is iota, which stands for ten, the principal number in
39     X, 13|       nor did he frame more than ten plagues. If, however, says