Dialogue

 1 Intro|            dreaming of geometrical figures lost in a flux of sense.
 2 Intro|         symbols or translates into figures of speech. He has no implements
 3 Intro|        differences of kinds to the figures of the elements and their
 4 Intro|          labour of telling all the figures of them, moving as in dance,
 5 Intro|            soft materials on which figures are impressed. In the same
 6 Intro|      planes, and plane rectilinear figures are made up of triangles.
 7 Intro|            the four most beautiful figures which are unlike one another
 8 Intro|        divided into long and round figures, and to these as to anchors,
 9 Intro|        thoughts of their hearts in figures of speech which to them
10 Intro|      speech which to them were not figures, and were already consecrated
11 Intro|           without. The numbers and figures which were present to the
12 Intro|        combinations of geometrical figures or in the infinite variety
13 Intro|            surfaces of geometrical figures have formed solids? We must
14 Intro| personification of the numbers and figures in which the heavenly bodies
15 Intro|           by mathematical laws and figures. (We may observe by the
16 Intro|           may help to fill up with figures of speech the void of knowledge.~
17 Intro|           of imaginary geometrical figures; in other words, we are
18 Intro|        combined into regular solid figures: (3) three of them, fire,
19 Intro|         differences in geometrical figures. But he does not explain
20 Intro|        deductions from geometrical figures or movements. Of the causes
21 Intro|            is a sum of numbers and figures has been the most fruitful
22 Intro|        which they constructed into figures. Plato adopted their speculations
23 Intro|          if not out of geometrical figures, at least out of different
24 Intro|          truer far—of mathematical figures. It is this element in the
25 Timae|            within itself all other figures. Wherefore he made the world
26 Timae|            most like itself of all figures; for he considered that
27 Timae|            attempt to tell all the figures of them circling as in dance,
28 Timae|        person to make all kinds of figures of gold and to be always
29 Timae|          the triangle or any other figures which are formed in the
30 Timae|          those who wish to impress figures on soft substances do not
31 Timae|          and take their own proper figures; or, again, when many small
32 Timae|             having generated these figures, generated no more; but
33 Timae|         sides; and of the compound figures which are formed out of
34 Timae|           soul he distributed into figures at once round and elongated,