We have to ask, in short, if a plurality of reals is possible, and if these can merely co-exist so as not to be discrepant? Such a plurality would mean a number of beings not dependent on each other. On the one hand they would possess somehow the phenomenal diversity, for that possession, we have seen, is essential. And, on the other hand, they would be free from external disturbance and from inner discrepancy. After the enquiries of our First Book the possibility of such reals hardly calls for discussion. For the internal states of each give rise to hopeless difficulties. And, in the second place, the plurality of the reals cannot be reconciled with their independence. I will briefly resume the arguments which force us to this latter result.
If the Many are supposed to be without internal quality, each would forthwith become nothing, and we must therefore take each as being internally somewhat. And, if they are to be plural, they must be a diversity somehow co-existing together. Any attempt again to take their togetherness as unessential seems to end in the unmeaning. We have no knowledge of a plural diversity, nor can we attach any sense to it, if we do not have it somehow as one. And, if we abstract from this unity, we have also therewith abstracted from the plurality, and are left with mere being.
Can we then have a plurality of independent reals which merely co-exist? No, for absolute independence and co-existence are incompatible. Absolute independence is an idea which consists merely in one-sided abstraction. It is made by an attempted division of the aspect of several existence from the aspect of relatedness; and these aspects, whether in fact or thought, are really indivisible.
If we take the diversity of our reals to be such as we discover in feeling and at a stage where relations do not exist, that diversity is never found except as one integral character of an undivided
