Fundamental Philosophy, Vol. 2 (of 2)Balmes, Jaime Luciano
Philosophy
Fundamental Philosophy, Vol. 2 (of 2)
Balmes, Jaime Luciano
Philosophy, Spanish
39. What we said in the fourth chapter does not seem completely to
solve the difficulty; for being and not-being do not form succession,
save only inasmuch as one comes _after_ the other, that is, inasmuch
as it presupposes the time to be explained already to exist. There may
be a simultaneous being and not-being of distinct things; and there is
in one and the same thing no repugnance between being and not-being,
if not referred to the same time. In such a case, therefore, this is
always presupposed so to be; since in one and the same thing, being and
not-being are inconceivable unless at different instants of time. Hence
it follows that being and not-being do not sufficiently explain time.
40. This difficulty is indeed grave; and we must, in order to solve
it, elaborate a fundamental explanation of succession. This we shall
endeavor to do, and without in any sense supposing the idea of time.
41. There are things which exclude, and things which do not exclude
each other. When we have existence of things which exclude each other,
we have succession. If in a line a--------b--------c, a body be at a,
it cannot pass to b, without ceasing to be at a. The situation at b
excludes that at a; and so also that at c excludes that at b. When we
see things exist notwithstanding this reciprocal exclusion, we find
succession.
42. Succession is, in reality, the existence of things mentally
exclusive of each other. What each involves is the being of that which
excludes, and the not-being of that which is excluded.
43. This exclusion prevails in all variations; and therefore, we find
succession in every variation. Variation is the mutation of states;
the loss of one, and the acquisition of another; therefore, there is
exclusion, for being excludes not-being, and not-being, being.
44. When we perceive these distinctions, these exclusions realized,
we perceive succession, time. When we compute these exclusions, these
distinctions in which distinct and exclusive things are offered to us,
such as being and not-being, we compute time.
45. Here arises a difficulty. If succession involves exclusion, and
there is no succession without exclusion, it follows that things which
do not exclude each other are simultaneous; and from this we infer the
absurdity of saying, that the things happening in the time of Adam,
which do not exclude those of our own time, are simultaneous. The
motion of the plants of Paradise excludes not that of plants in gardens
now existing; this motion, then, is simultaneous with that; the motion
that was then is the present; and the present motion was then; which is
inconceivably absurd.
This difficulty is serious: it seems to be based upon a reason founded
in evident truths; but it is not impossible to give a solution of it.
Public-domain text, read in full here on John Shaqi.
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