Dialogue

 1 Intro|        For there occurs at long intervals a derangement of the heavenly
 2 Intro|        up the double and triple intervals thus—~— over 1, 4/3, 3/2, —
 3 Intro|        manner there were formed intervals of thirds, 3:2, of fourths,
 4 Intro|       And next he filled up the intervals of a fourth with ninths,
 5 Intro|    seven unequal orbits, having intervals in ratios of twos and threes,
 6 Intro|       This series, of which the intervals are afterwards filled up,
 7 Intro|    according to certain musical intervals; he has also created time,
 8 Intro|        seven unequal orbits—the intervals between them being in the
 9 Intro|         ratios, having the same intervals, though not in the same
10 Intro|     establishment of order; the intervals of time which may be observed
11 Intro|         the Pythagoreans, whose intervals of number applied to the
12 Timae|         which recurs after long intervals; at such times those who
13 Timae|         he filled up the double intervals (i.e. between 1, 2, 4, 8)
14 Timae|         and placing them in the intervals, so that in each interval
15 Timae|     over 27.).~Where there were intervals of 3/2 and of 4/3 and of
16 Timae|  connecting terms in the former intervals, he filled up all the intervals
17 Timae| intervals, he filled up all the intervals of 4/3 with the interval
18 Timae|    unequal circles having their intervals in ratios of two and three,
19 Timae|  diverse, that the three double intervals (i.e. between 1, 2, 4, 8),
20 Timae|        8), and the three triple intervals (i.e. between 1, 3, 9, 27),