Dialogue

1 Intro|        of scalene which has the square of the longer side three
2 Intro|     three times as great as the square of the lesser side; and
3 Intro|       measurable by unity). The square of any such number represents
4 Intro|        proportional between two square numbers are rather perhaps
5 Intro|    isosceles triangles into one square and of six squares into
6 Timae|        numbers, whether cube or square, there is a mean, which
7 Timae| isosceles, the other having the square of the longer side equal
8 Timae|        equal to three times the square of the lesser side.~Now