Dialogue

1 Phileb|          is equally real with the definite. Health and mental qualities
2 Phileb|           Then let us have a more definite understanding and establish
3 Phileb|          and infinite, but also a definite number; the infinite must
4 Phileb|         not to infinity, but to a definite number, and now I say conversely,
5 Phileb| semivowels); these too exist in a definite number; and lastly, he distinguished
6 Phileb|         of their own domain. When definite quantity is once admitted,
7 Phileb|           never in one stay); but definite quantity is at rest, and