"... (Freethinkers are supposed to be free of dogma, yet a requirement
of nontheism is indistinguishable from a dogma.)  That's the best
argument for not including nontheism in the definition of
freethought.  If anyone offers a relevant criticism of that logic,
then I will respond...." - Aaron

Well said Aaron, and I agree.

On Oct 29, 11:58 am, Aaron <[EMAIL PROTECTED]> wrote:
> I don't want to get sidetracked, Taylor.  We can talk about the
> practical conclusions later.  Right now, I'm not even sure that
> everyone is following the simple logic. Assume we agree on the
> specifics X.  We then have:
>
> A freethinker uses X to arrive at his beliefs.
> Han Solo used X to arrive at his theism (or any belief Y).
> Therefore, Han Solo is a freethinker.
>
> Several people have objected that they can't imagine how anyone could
> arrive at theism via X.  But that's not relevant to the logical
> soundness of the conclusion.  The only way to *logically* exclude
> theism from the above conclusion is to specifically include nontheism
> in the major premise.  In other words, you must have: "A freethinker
> uses X to arrive at his beliefs, but only if he arrives at
> nontheism."
>
> The extra requirement is not advisable because it makes freethought
> internally inconsistent.  (Freethinkers are supposed to be free of
> dogma, yet a requirement of nontheism is indistinguishable from a
> dogma.)  That's the best argument for not including nontheism in the
> definition of freethought.  If anyone offers a relevant criticism of
> that logic, then I will respond.
>
> Otherwise, the next step is to talk about the practical (as opposed to
> purely logical) implications.  That's where most of you are coming
> from, I think, but it is important to me that I start at the
> beginning.  It helps me avoid "retrofitting" my epistemology to
> exclude uncomfortable conclusions.
>
> Aaron
>
> On Oct 29, 12:00 pm, Taylor <[EMAIL PROTECTED]> wrote:
>
>
>
> > <<Freethought is the use of logic, >>
>
> > You'd need to add the criteria of 1) *valid* logic and 2) true
> > propositions.- Hide quoted text -
>
> - Show quoted text -
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