Dialogue

1 Parme|         with whom a doctrine of numbers quickly superseded Ideas.~
2 Parme|        thrice two: we have even numbers multiplied into even, and
3 Parme|         even, and even into odd numbers. But if one is, and both
4 Parme|       is, and both odd and even numbers are implied in one, must
5 Parme|       also measures or parts or numbers equal to or greater or less
6 Parme|          being the least of all numbers, must be prior in time to
7 Parme|        prior in time to greater numbers. But on the other hand,
8 Parme| sometimes with the precision of numbers or of geometrical figures.~