Book, Chapter

 1     I, 2 |          perfect number, viz., the decade. For one, two, three, four,
 2     I, 2 |        existence from ten. Of this decade, the perfect number, there
 3    IV, 43|        triad and tetrad, up to the decade, which is the beginning
 4    IV, 43|       generated, on account of the decade being equipollent, and being
 5    IV, 51|         perfect number--I mean the decade. For one, two, three, four,
 6    VI, 18|     addition and repetition of the decade; not, however, that what
 7    VI, 18| intelligibles (the monad) does the decade, they teach thus. If any,
 8    VI, 45|          which proceeded forth the decade; and thus was produced ten,
 9    VI, 45|             and next eighteen. The decade, therefore, coming in along
10    VI, 45|   proceeded forth from ogdoad into decade is eight hundred and eighty-eight,
11    VI, 47|          four they thus generate a decade. And again, a duad coming
12    VI, 47|        reckon from the duad to the decade, thirty is produced; and
13    VI, 47|          comprised the ogdoad, and decade, and dodecade. And therefore,
14    VI, 47|            in like manner from the decade. And with a similar reference
15    VI, 47|         from the first Ogdoad, and Decade, and Dodecade. And at one
16    VI, 48|            images of the invisible decade that (emanated) from Logos
17  VIII, 1 |       attains full perfection in a decade. And the three are mutually
18  VIII, 3 |       above, from the intermediate decade and the most excellent ogdoad--
19  VIII, 6 |         therefore, he says, also a decade. For by the actual power
20  VIII, 7 |        which is the beginning of a decade from which, he says, they