That the quality "good" is indefinable is one assertion, and obvious; but that the presence of this quality is unconditioned is another, and astonishing. My logic, I am well aware, is not very accurate or subtle; and I wish Mr. Russell had not left it to me to discover the connection between these two propositions. Green is an indefinable predicate, and the specific quality of it can be given only in intuition; but it is a quality that things acquire under certain conditions, so much so that the same bit of grass, at the same moment, may have it from one point of view and not from another. Right and left are indefinable; the difference could not be explained without being invoked in the explanation; yet everything that is to the right is not to the right on no condition, but obviously on the condition that some one is looking in a certain direction; and if some one else at the same time is looking in the opposite direction, what is truly to the right will be truly to the left also. If Mr. Russell thinks this is a contradiction, I understand why the universe does not please him. The contradiction would be real, undoubtedly, if we suggested that the idea of good was at any time or in any relation the idea of evil, or the intuition of right that of left, or the quality of green that of yellow; these disembodied essences are fixed by the intent that selects them, and in that ideal realm they can never have any relations except the dialectical ones implied in their nature, and these relations they must always retain. But the contradiction disappears when, instead of considering the qualities in themselves, we consider the things of which those qualities are aspects; for the qualities of things are not compacted by implication, but are conjoined irrationally by nature, as she will; and the same thing may be, and is, at once yellow and green, to the left and to the right, good and evil, many and one, large and small; and whatever verbal paradox there may be in this way of speaking (for from the point of view of nature it is natural enough) had been thoroughly explained and talked out by the time of Plato, who complained that people should still raise a difficulty so trite and exploded.[8] Indeed, while square is always square, and round round, a thing that is round may actually be square also, if we allow it to have a little body, and to be a cylinder.