Oyonale - Créations 3D et expériences graphiques
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Cliquer sur les phrases pour les voir dans leur contexte. Les textes de Immanuel Kant et David Hume sont disponibles auprès du Projet Gutenberg.
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In order fully to convince the reader of this certainty, we shall select a case which will serve to make its validity apparent, and also to illustrate what has been said in SS 3. Suppose, then, that space and time are in themselves objective, and conditions of the--possibility of objects as things in themselves. Here then it appears, that a certain and infallible power of enjoyment, without touch or some other sensible relation, often produces not property: And I farther observe, that a sensible relation, without any present power, is sometimes sufficient to give a title to any object. For, without such a series, the mental representation of the series of time itself, as the condition of the possibility of the sensuous world, could not be presented to us.* But every change stands under its condition, which precedes it in time and renders it necessary. For as on the one hand, in supposing ourselves existent in a point of time interposed betwixt the present instant and the future object, we find the future object approach to us, and the past retire, and become more distant: so on the other hand, in supposing ourselves existent in a point of time interposed betwixt the present and the past, the past approaches to us, and the future becomes more distant. At the same time, pure as this conception is from empirical content (impressions of the senses), it enables us to distinguish two different kinds of objects. It is evident, that as we are at all times intimately conscious of ourselves, our sentiments and passions, their ideas must strike upon us with greater vivacity than the ideas of the sentiments and passions of any other person. The idea of time is not derived from a particular impression mixed up with others, and plainly distinguishable from them; but arises altogether from the manner, in which impressions appear to the mind, without making one of the number.