To my supposition...
To my supposition, that space, as it may be conceived antecedent to and void of all bodies, or, if you will, all determinate beings, is nothing but the idea of the possibility of the existence of body; for, when one says there is space for another world as big as this, it seems to me to be no more than there is no repugnancy why another world as big as this might not exist; and in this sense space may be said to be infinite; and so in effect space, as antecedent to body, or some determinate being, is in effect nothing-To this I say will be objected, that space being, as it is, capable of greater and less, cannot properly be nothing.
To this I say, that space, antecedent to all determinate beings, is not capable of greater or less. The mistake lies in this, that we, having been accustomed to the measures of a foot, an ell, a mile, &c. &c., can easily frame ideas of them, where we suppose no body to be even beyond the bounds of the world, but our having ideas in our head proves not the existence of anything without us.
But you will say, is not the space of a foot beyond the extremity of the universe less than the space of a yard? I answer, yes; that the idea of one, which I place there, is bigger than the idea of the other; but that there is anything real there existing, I deny; or by saying or imagining the space of a foot or yard beyond the extremity of the world, would suppose or mean anything more than that a body of a foot or a yard (of which I have the idea) may exist there, I deny.
Indeed, should a body be placed a foot distant from the utmost extremity of the universe, one might say it was a foot distant from the world, which seems to me to be a bare relation, resulting from its position there, without supposing that space to be any real being existing there before, and interposed between them, but only that a real body of such dimensions may be placed between them without removing them further one from the other.
For the relation makes itself appear in this, that whatsoever is so spoke of requires its correlative; and therefore, speaking of the universe, one cannot say it is distant, because without it we suppose no other determinate or finite being which may be the other term of this relation. It will be answered, perhaps, that one may suppose a point in that empty space, and then say it is a foot from that point.