Fundamental Philosophy, Vol. 1 (of 2)Balmes, Jaime Luciano
Philosophy
Fundamental Philosophy, Vol. 1 (of 2)
Balmes, Jaime Luciano
Philosophy, Spanish
51. Not only is the idea of distance not explained by the idea of
contact, but on the contrary, the idea of contact can only be explained
by the idea of distance. Contiguity is explained by immediate union
of two surfaces; we say that they touch each other because there is
nothing between them, or there is no distance. The idea of contact does
not involve the qualities which relate to the senses, nor the action
which one body may exercise upon another which touches it, as impulse
or compression. Contiguity is a negative, and purely geometrical,
idea, and implies only the negation of distance. Contiguity cannot be
greater or less; it is all that it can be when there is a true negation
of distance. Two objects may be more or less distant, but they cannot
touch more or less, with respect to the same parts. There may be
contact of more points, but not more contact of the same points.
52. If we attribute distance and capacity to space, the argument in
favor of its reality becomes still stronger. Let us suppose an empty
sphere two feet in diameter. Within there is only space; if space is
nothing there is nothing in it.
Is motion possible in this empty sphere? It does not seem that there
can be any doubt of this. There is a movable body, an extension
greater than the extension of the body, and a distance to be passed
over. We may add to this, that if motion were not possible, it would
not be possible to make the sphere empty, or after making it empty,
to fill it. Neither emptying nor filling the sphere can be done
without motion of bodies in the interior of the sphere, and motion of
a body in another body is only possible in space, because bodies are
impenetrable, and also because, when the sphere is filled after it is
empty, the body which enters does not meet another body; and when the
sphere is made empty, the body which passes out, moves over the space
which it abandons, and in which nothing remains after it has passed out.
Therefore, supposing the sphere empty, there may be motion in it. But
if the space contained in the sphere is a pure nothing, the motion also
is nothing, and consequently does not exist. Motion can neither exist
nor be perceived without a distance passed over. If, therefore, the
distance is nothing, there is no motion. If we say that the body has
passed over half of the diameter, or one foot, what does this mean? If
the space is nothing, it can mean nothing. I see no reply which can be
made to these arguments, which are all based on the axiom, that nothing
has no properties.
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