Book, Chapter

 1    IV, 8 |      each (circle)--I allude to monads of the sections--become
 2    IV, 14|      case of thousands, so many monads as there are thousands:
 3    IV, 14|       root of six thousand, six monads; of seven thousand, seven
 4    IV, 14|        of seven thousand, seven monads; of eight thousand, eight
 5    IV, 14|        of eight thousand, eight monads; and in the case of the
 6    IV, 14|  hundreds as there are, so many monads are the root of them: for
 7    IV, 14|      the root of these is seven monads: of six hundred, six hundreds;
 8    IV, 14|          the root of these, six monads. And it is similar respecting
 9    IV, 14|      eighty (the root is) eight monads; and of sixty, six monads;
10    IV, 14|       monads; and of sixty, six monads; of forty, four monads;
11    IV, 14|      six monads; of forty, four monads; of ten, one monad. And
12    IV, 14|       monad. And in the case of monads, the monads themselves are
13    IV, 14|         the case of monads, the monads themselves are a root: for
14    IV, 14|     letter n according to fifty monads; but of fifty monads five
15    IV, 14|      fifty monads; but of fifty monads five is the root, and the
16    IV, 14|      monad; and of the g, three monads; and of the other a, one
17    IV, 14|       one monad; of the m, four monads; of the e, five monads;
18    IV, 14|     four monads; of the e, five monads; of the m, four monads;
19    IV, 14|     five monads; of the m, four monads; of the n, five monads;
20    IV, 14|     four monads; of the n, five monads; of the (long) o, eight
21    IV, 14|          of the (long) o, eight monads; of the n, five monads;
22    IV, 14|    eight monads; of the n, five monads; which, brought together
23    IV, 14|       added together make up 36 monads. Again, they take the roots
24    IV, 14|       added together make up 19 monads. Again, of the ten the root
25    IV, 14|       together, they make up 34 monads. And of these the remainder
26    IV, 14|        these the remainder is 7 monads: of the 30, 3; and of the
27    IV, 14|          and of the 4, 4. Seven monads, therefore, are the root
28    IV, 14|       the matter of roots is 34 monads. This divided into seven
29    IV, 14|         There are six remaining monads; (so that a person using
30    IV, 14|      the number seven, that six monads are the root of the name
31    IV, 14|         to give an instance, 36 monads. But the number 36 divided
32    IV, 14|     added together they make 27 monads; and the root of the name
33    IV, 14|         of the number nine, two monads. Patroclus, however, produces
34    IV, 14|          however, produces nine monads; Patroclus gains the victory.
35    IV, 14|       the number nine, make two monads, since the letter (long)
36    IV, 14|       the name) Ajax makes four monads; (but the name) Hector,
37    IV, 14|         number nine, makes four monads; and Menelaus, according
38    IV, 14|         number nine, makes nine monads. The nine, however, conquer
39    IV, 14|      however, conquer the four (monads): for it has been declared,
40    IV, 14|      the number nine, makes two monads, and Polydeuces, however,
41    IV, 14|         number nine, makes font monads; Ulysses, according to the
42    IV, 14|         number nine, makes four monads; Hector one: Achilles gains
43    IV, 14| instances). Achilles makes four monads, Asteropaeus three: Achilles
44    IV, 14|    examples). Menelaus has nine monads, Euphorbus eight: Menelaus
45    IV, 14|        letter p has as a root 8 monads, but 5, and that the (letter)
46    IV, 14|          si) has as a root four monads; and turning in every direction,
47    VI, 19|        monad, by an addition of monads or triads, and a collection
48    VI, 45|        Greek alphabet has eight monads and eight decades, and eight