Dialogue

 1 Phileb|            can be broken up into a number of individuals, or be in
 2 Phileb|          wonderful construction of number and figure, which he had
 3 Phileb|            to ideas of measure and number, as the sole principle of
 4 Phileb| superiority of the pure science of number over the mixed or applied,
 5 Phileb|         the sciences of figure and number are probably classed with
 6 Phileb|       truth beyond either Being or number; setting up his own concrete
 7 Phileb|            with the application of number to abstract unities (e.g.‘
 8 Phileb|             you must know also the number and nature of the intervals,
 9 Phileb|        claims, we want to know the number and kinds of both of them.
10 Phileb|           or reduced to measure by number and quantity. The opposite
11 Phileb|     includes all things which have number and quantity. And there
12 Phileb|       guess-work and an element of number and measure in them. In
13 Phileb|          happiness of the greatest number, but because he has done
14 Phileb|           an error in the original number disturbs the whole calculation
15 Phileb|          happiness of the greatest number was a great original idea
16 Phileb|          happiness of the greatest number, which is the thesis of
17 Phileb|            for three or some other number, subdividing each of these
18 Phileb|      infinite, but also a definite number; the infinite must not be
19 Phileb|          the many until the entire number of the species intermediate
20 Phileb|           but the knowledge of the number and nature of sounds is
21 Phileb|         high and what low, and the number and nature of the intervals
22 Phileb|         and he who never looks for number in anything, will not himself
23 Phileb|       himself be looked for in the number of famous men.~PROTARCHUS:
24 Phileb|        infinity, but to a definite number, and now I say conversely,
25 Phileb|         should look about for some number representing a certain quantity,
26 Phileb|            this infinity a certain number of vowels, and then other
27 Phileb|            too exist in a definite number; and lastly, he distinguished
28 Phileb|    individual sounds, and told the number of them, and gave to each
29 Phileb|            once infinite, and what number of species is to be assigned
30 Phileb|             i.e. into the infinite number of individuals).~PROTARCHUS:
31 Phileb|          pleasure, and what is the number and nature of them, and
32 Phileb|      double, or any other ratio of number and measure—all these may,
33 Phileb|     opposition, and by introducing number creates harmony and proportion
34 Phileb|         surely by far the greatest number err about the goods of the
35 Phileb|           other hand, which uses a number of measures and instruments,