Book,  Chapter

 1      I,  I   |        that “a square is not a circle,” that “bitterness is not
 2     II,  VIII|   really is in manna moving: a circle or square are the same,
 3     II,  IX  |       on our mind is of a flat circle, variously shadowed, with
 4     II,  XIV |    that moves round about in a circle, in less times than our
 5     II,  XIV |   seems to be a perfect entire circle of that matter or colour,
 6     II,  XIV |    colour, and not a part of a circle in motion.~9. The train
 7     II,  XV  |       than thirty seconds of a circle, whereof the eye is the
 8     II,  XIX |   white and red, a square or a circle. I do not pretend to enumerate
 9    III,  III |  essentially different. Thus a circle is as essentially different
10    III,  III |     the same real essence of a circle should have different properties.
11    III,  III |         For, were there now no circle existing anywhere in the
12    III,  III |        not a right to the name circle, and so to show which of
13     IV,  I   |     concerning one triangle or circle, his knowledge would not
14     IV,  II  |     white is not black, that a circle is not a triangle, that
15     IV,  III |       the ideas of a square, a circle, and equality; and yet,
16     IV,  III |        never be able to find a circle equal to a square, and certainly
17     IV,  III |       signification. An angle, circle, or square, drawn in lines,
18     IV,  III |       hemlock, as we have of a circle and a triangle: but having
19     IV,  IV  |      as that a square is not a circle.”~“But of what use is all
20     IV,  IV  |    belonging to a rectangle or circle only as they are in idea
21     IV,  IV  |      properties belonging to a circle, or any other mathematical
22     IV,  IV  |        about the squaring of a circle, conic sections, or any
23     IV,  IV  | whether there be any square or circle existing in the world or
24     IV,  V   |        bitter, a triangle or a circle, we can and often do frame
25     IV,  VII |   whether this proposition, “a circle is a circle,” be not as
26     IV,  VII |    proposition, “a circle is a circle,” be not as self-evident
27     IV,  VII |       that a triangle is not a circle, &c., or any other two [
28     IV,  XVII|   perceives, that an arch of a circle is less than the whole circle,
29     IV,  XVII|  circle is less than the whole circle, as clearly as it does the
30     IV,  XVII|       as it does the idea of a circle: and this, therefore, as
31     IV,  XIX |       constantly round in this circle; It is a revelation, because