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that is, that the world both has and has not a beginning in time;<br />

and that an absolutely necessary being both does and does not<br />

exist. If this is the case, he urges, then reason must be endeavoring<br />

to operate in a sphere where, in its theoretical aspect, it<br />

does not legitimately belong.<br />

First Antinomy:<br />

The World Both Has and Has Not, a Beginning in Time<br />

Statement of Kant's argument.---On the one hand, Kant argues,<br />

the world must have had a beginning in time (and this is the alternative<br />

espoused by an adequate natural theology). For on the<br />

opposite supposition it follows that at any given moment of<br />

time an eternity must have elapsed and hence and infinite series<br />

of successive conditions or states of things must have taken<br />

place. But this is impossible since the very notion of infinity<br />

implies that it never can be <strong>com</strong>pleted by such a successive synthesis.<br />

Therefore, the only alternative to an infinite series being<br />

a beginning in time, "a beginning of the world is a necessary<br />

condition of its existence." (Footnote 2: Critique of Pure Reason,<br />

p. 241.)<br />

On the other hand, it is equally necessary to argue that the<br />

world has had no beginning in time. For on the opposite supposition<br />

there must have been a void time in which the world did<br />

not exist, since "a beginning is an existence which is preceded<br />

by a time in which the thing did not exist." (Footnote 3: Idem.)<br />

But in such a void or empty time, no origin of the world is possible,<br />

since "no part of such time contains a dis- [[263]] tinctive<br />

condition of being in preference to that of nonbeing." (Footnote<br />

4: Idem.) It follows that the world has had no beginning in<br />

time. Therefore, since both of these positions are at the same<br />

time logically necessary and logically impossible, it appears<br />

that any view which incorporates either of them is an untenable

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