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BODY AND PRACTICE IN KANT

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270<br />

QUANTITY<br />

such an intuition. The process in which this takes place is referred to as<br />

‘successive addition’.<br />

Let us stop for a moment to consider this term ‘successive addition’ as<br />

it used here. Another word for successive addition is counting. Counting,<br />

I think, may be described, without any great controversy, as a practice,<br />

and moreover as a practice that often involves the body. Kant has given<br />

us several examples of counting qua embodied practice, such as when we<br />

count on our fingers (B 15). Other examples of counting involving the<br />

body are easily found. One such example is when we count a series of<br />

external objects by manipulation, for example when we pick up ten<br />

apples in the supermarket and place them in our shopping basket. Even<br />

when we count a series of objects without touching them, as when we<br />

count the number of books standing in a bookshelf, our body is involved<br />

as we move our eyes, focusing on one book after the other.<br />

9.3 The production of time<br />

Now, let us return to our discussion of time. The passage suggests that, in<br />

some way or another, the transcendental determination of time may<br />

involve acts or practices like the ones just suggested. What is more, time<br />

itself, Kant tells us, may be seen as produced by such acts. What does this<br />

mean? Despite Kant’s rather abstract and/or obscure way of making his<br />

point, I think his idea is quite simple. In all acts of counting (one..., two...,<br />

three...) the act of counting constitutes a primitive time flow. As we<br />

count, through our counting as such, time comes into being for us.<br />

Before saying more about this, however, let us now take a look at the<br />

last part of the passage again:<br />

Thus number is nothing other than the unity of the synthesis of the<br />

manifold of a homogeneous intuition in general, because I generate<br />

[erzeuge] time itself in the apprehension of the intuition. (A142/ B<br />

182)<br />

A connection is established between the theory of time production just<br />

suggested, and the concept of apprehension. What is this connection? In<br />

what way is counting (successive addition) involved in apprehension? Let<br />

me suggest the following answer, and let me use the apprehension of an<br />

empirical object as my example. According to Kant, the apprehension of<br />

an empirical object takes place as a process in which new parts of the<br />

object are constantly perceived and added to the parts previously<br />

perceived. The fact that parts just perceived are added to previous ones<br />

means that apprehension always involves addition or counting. For<br />

instance, imagine yourself standing close to a very large building, so large

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