Book, Chapter

 1     I, 2 |         when the square itself is multiplied into itself, a biquadratic
 2     I, 2 |            But when the square is multiplied into the cube, the result
 3     I, 2 |        cube; and when the cube is multiplied into the cube, the product
 4    IV, 14|          parts makes four, which (multiplied into each other) are 28.
 5    IV, 43|         monad, and (because) this multiplied ten times will become a
 6    IV, 43|          a monad, and the hundred multiplied ten times will produce a
 7    IV, 43|          manner also the thousand multiplied ten times make up the full
 8    IV, 51|            For when the square is multiplied into itself, it becomes
 9    IV, 51|            but when the square is multiplied into a cube, it becomes
10    IV, 51|          cube; but when a cube is multiplied into a cube, it becomes
11    IV, 51|       becomes the product of cube multiplied by cube. Wherefore all the
12    IV, 51| biquadratic, product of quadratic multiplied by cube, product of cube
13    IV, 51|          by cube, product of cube multiplied by cube. Of this hebdomad
14    VI, 47|        affirm, when the eleven is multiplied into nine, that it produces
15    VI, 47|       from the three powers; when multiplied thrice into itself it produced
16    VI, 47|      ninety, (and this triad when multiplied into itself produced nine).
17    IX, 7 |     Wherefore also his pupils are multiplied, and they plume themselves
18     X, 27|          entire family of man was multiplied, and every quarter of the