Book,  Paragraph

 1   I,  5|         moving is infinite, the radii drawn from the centre will
 2   I,  5|      the space between infinite radii is infinite: and by the
 3   I,  5|        by the space between the radii I mean the area outside
 4   I,  5|   because in the case of finite radii it is always finite; and
 5   I,  5|        to the space between the radii. Now the infinite cannot
 6   I,  5|        the interval between the radii is necessarily infinite:
 7  II,  4|       other figure with unequal radii, if, for instance, it were
 8  II,  4|      shorter than either of the radii. Therefore the place in
 9  II,  4|     line AE is equal to the two radii. Thus water forces its way
10  II,  4|      its way to the ends of the radii, and there only will it
11  II,  4| connects the extremities of the radii is circular: therefore the
12  II,  8|      the are intercepted by two radii will be larger in the larger