Subject: Re: [BoundaryPoint] Re: enclaves on stamps
Date: Sep 24, 2004 @ 22:31
Author: Michael Kaufman (Michael Kaufman <mikekaufman79@...>)
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> --- In BoundaryPoint@yahoogroups.com, "Lowell G.__________________________________
> McManus"
> <mcmanus71496@m...> wrote:
> > Mike D. wrote:
> >
> > > forgive me
> > > i am not trying to be cloudy
> > > & i see lowell thinks he may see & agree with
> this
> > > so i will at least stand by for clearance
> > > but this too makes no sense to me
> > >
> > > if you simply move across the quadripoint
> position
> > > wherever it is actually located
> > > you are in fact partly reaching one part of
> austria before fully
> > > leaving the other
> > > & it is impossible not to do so
> >
> > You had to know that this was coming:
> >
> > What if Jungholz were separated from the rest of
> Austria by one foot of
> > intervening German territory? You could still
> step from one to the
> other, and
> > you would also be partially entering one before
> fully leaving the
> other, just as
> > you say above. However, every atom of your being
> would pass through
> German
> > territory on the way. Guess what: That happens
> anyway when you
> step across the
> > Jungholz binational quadrapoint as it exists,
> because none of your
> atoms are
> > infinitely small--as is the point of intersection.
> That is why some
> of us
> > contend that the single point is of no practical
> consequence.
> >
> > Put another way, if Germany were to build a wall
> along its entire
> boundary with
> > Austria, that wall would touch corner-to-corner at
> the Jungholz cross,
> > separating the two parts of Austria as effectively
> as if there were
> a foot or a
> > mile of German territory between them.
> >
> > To me, that makes Jungholz an enclave, just as
> surely as any other.
> It just has
> > a peculiarity that most others don't.
> >
> > Lowell G. McManus
> > Leesville, Louisiana, USA
>
> I fully agree! The point connecting Jungholz with
> Austria is a
> trigonometrical reference point with absolutely no
> dimension at all.
> As Lowell points out, not even an atom, indeed, not
> even an electron
> or a quark can go from Austria to Jungholz without
> passing through
> Germany. Thus Jungholz fully functions as an
> enclave, as access to it
> is only posssible via a foreign state's sovereign
> territory.
>
> See also Brownlie, in African Boundaries, p. 1099,
> writing on a
> possible Botswana/Namibia/South Africa/Zimbabwe
> (don't know the
> correct abbreviations, BwNmSaZm?), where he states
> that "a
> trigonometrical reference point has no dimension"
> and thus no
> connection exists.
>
> Cheerio,
>
> Anton
>
>