Dialogue

 1 Intro|           even in applications of number and figure (Rep.). His mind
 2 Intro|           generation, just as the number of population in the Republic
 3 Intro|          world to be contained in number. Many, if not all the elements
 4 Intro|       uniform motion according to number, parted into months and
 5 Intro|           in a circle measured by number.~Thus was time made in the
 6 Intro|          beings that knowledge of number which is derived from the
 7 Intro|   distributed into souls equal in number to the stars, and assigned
 8 Intro|         given us the knowledge of number and time, the power of enquiry,
 9 Intro|      fashioned them by figure and number. In this, as in every other
10 Intro|        from the one to the other.~Number and figure were the greatest
11 Intro|     reappear only in the light of number. Law and morality also found
12 Intro|           a natural expression in number and figure. Instruments
13 Intro|          the world if deprived of number (Rep.)? The mystery of number
14 Intro|     number (Rep.)? The mystery of number and the mystery of music
15 Intro|         existed between music and number, a fanciful or imaginary
16 Intro|         all things seen there was number and figure, why should they
17 Intro|     seemed to be at variance with number, as for example in the case
18 Intro|            Secondly, they applied number and figure equally to those
19 Intro|        seen the world pervaded by number and figure, animated by
20 Intro|            3, 9, 27, of which the number 1 represents a point, 2
21 Intro|            The square of any such number represents a surface, the
22 Intro|  regularly marked by divisions of number, partakes of the indefiniteness
23 Intro|            supposed to be four in number—fire, air, earth, and water.
24 Intro|        fashioned them by form and number, the greater masses of the
25 Intro|          three increases with the number of their sides.~The elements
26 Intro|         that there is an infinite number of worlds, as Democritus (
27 Intro|          by the superior power or number of the conquering elements.
28 Intro|    creation: (2) they are four in number, and are formed of rectangular
29 Intro|          to coincide in a perfect number, i.e. a number which equals
30 Intro|          a perfect number, i.e. a number which equals the sum of
31 Intro|        were measured by ratios of number; (7) that mathematical laws
32 Intro|           to have their origin in number and figure; (8) the annihilation
33 Intro| physiology partakes of figure and number; and Plato is not wrong
34 Intro|         by experience as facts of number. Having observed that they
35 Intro|  Pythagoreans, whose intervals of number applied to the distances
36 Intro|        numbers, especially of the number 10 (Stob. Eclog.), and descants
37 Intro|        although the importance of number as a form and also an instrument
38 Intro|           and have an affinity to number and measure and a presentiment
39 Timae|         two worlds or an infinite number of them; but there is and
40 Timae|        such elements which are in number four, the body of the world
41 Timae|           is exceeded by an equal number (e.g.~— over 1, 4/3, 3/2, —
42 Timae|           but moving according to number, while eternity itself rests
43 Timae|    revolves according to a law of number. Moreover, when we say that
44 Timae|    intended, might participate in number, learning arithmetic from
45 Timae|        one another by the help of number, and hence they can scarcely
46 Timae|     wanderings, being infinite in number and admirable for their
47 Timae|           seeing that the perfect number of time fulfils the perfect
48 Timae|           of a certain nature and number, he thought that this created
49 Timae|      species of a like nature and number. There are four such; one
50 Timae|       mixture into souls equal in number to the stars, and assigned
51 Timae|           the years, have created number, and have given us a conception
52 Timae|        fashioned them by form and number. Let it be consistently
53 Timae|     unequal-sided has an infinite number. Of the infinite forms we
54 Timae|         into one another, a great number of small bodies being combined
55 Timae|         indefinite or definite in number, will be of opinion that
56 Timae|          composed of the smallest number of similar particles: and