Treatise Doctrine Of Original Sin
| Author | John Wesley |
|---|---|
| Type | treatise |
| Year | None |
| Passage ID | jw-treatise-doctrine-of-original-sin-187 |
| Words | 358 |
7. It has been said, indeed, “If Adam fell into sin though
he was innocent, then among a million of creatures every one
might sin, though he was as innocent as Adam.” (Pages 194,
195.) I answer, There is a possibility of the event; but the
improbability of it is a million to one. I prove it thus: If
a million of creatures were made in an equal probability to
stand or fall; and if all the numbers, from one to one million
$nclusively, were set in a rank, it is plainly a million to
one, that just any single proposed number of this multitude
should fall. Now, the total sum is one of these numbers, that
ts, the last of them. Consequently, it is a million to one
against the supposition, that the whole number of men should
fall. And this argument will grow still ten thousand times
stronger, if we suppose ten thousand millions to have lived
since the creation. Your argument stood thus: “If we cannot infer from Adam’s
transgression, that his nature was originally corrupt, neither
can we infer from the transgressions of all mankind, that their
mature is originally corrupt.” It is answered, Ifamillion of crea
tures were made in an equal probability to stand or fall, it is
a million to one they should not all fall. You reply, “This is
no answer to my argument.” (Page 196.) Surely it is; and a
direct answer. That one man sinned, does not prove he had a
corrupt nature. Why? Because (supposing him free to choose
good or evil) it was as probable he should sin, as not, there being
no odds on one side or the other; but that all men should sin,
does prove they have a corrupt nature; because it is not as pro
bable, that all men should sin, as that one man should; the odds
against it being as a million, or rather ten thousand millions, to
one. Either, therefore, we must allow that mankind are more
inclined to evil than to good, or we must maintain a supposition
so highly improbable as comes very near a flat impossibility.