Book, Paragraph
1 I, 2 | refute the squaring of the circle by means of segments, but
2 III, 6 | never be the same. In the circle, the latter condition is
3 IV, 5 | though it will be moved in a circle: for this place is the place
4 IV, 5 | not up and down, but in a circle; others up and down, such
5 IV, 5 | upper part is moved in a circle, while the All is not anywhere.
6 IV, 9 | unless it comes round in a circle; but locomotion is not always
7 IV, 9 | arc or curve of a greater circle becomes that of a smaller,
8 IV, 9 | Again, as the arc of a circle when contracted into a smaller
9 IV, 13| it follows that, as the circle has its convexity and its
10 IV, 14| along the circumference of a circle, or both along a straight
11 IV, 14| that human affairs form a circle, and that there is a circle
12 IV, 14| circle, and that there is a circle in all other things that
13 IV, 14| itself is thought to be a circle. And this opinion again
14 IV, 14| that come into being form a circle is to say that there is
15 IV, 14| is to say that there is a circle of time; and this is to
16 IV, 14| figure of the one kind is a circle and a figure of another
17 V, 4 | regular path, e.g. in a circle or on a straight line, and
18 VII, 3 | e.g. we have a perfect circle when we have one as good
19 VII, 4 | work out in the case of the circle and the straight line? It
20 VII, 4 | that the motion of one in a circle and of another in a straight
21 VII, 4 | pass over a part of the circle equal to G’, while G will
22 VII, 4 | straight line equal to a circle. But these are not commensurable:
23 VIII, 8| is true in the case of a circle: the motion from A towards
24 VIII, 8| case of locomotion in a circle (which is not the same thing
25 VIII, 8| thing merely traverses a circle, it may either proceed on
26 VIII, 8| along the diameter of the circle, since the ends of this
27 VIII, 8| or in any other arc of a circle, since here also the same
28 VIII, 8| whereas in motion over a circle they do coincide, and so
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