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Posted by CoreyWhite on 02/20/07 21:25
On Feb 20, 4:11 pm, "CoreyWhite" <CoreyWh...@gmail.com> wrote:
> On Feb 20, 2:45 pm, PerfectReign <perfectre...@xr4ti.cotse.net> wrote:
>
>
>
> > On Tue, 20 Feb 2007 05:51:19 -0800, a rock fell the sky, hitting
> > CoreyWhite on the head, and inspiring the following:
>
> > > Here is the algorithm I am planning.
>
> > > 1) Sort all of the words in the old testament alphabetically.
> > > 2) Sort all of the words in the new testament alphabetically
> > > backwards.
> > > 3)Use the two new books as consistent keys to unlock the third book,
> > > which is complete but inconsistent.
> > > 4) We create a fourth book that references the first 3, and looks at
> > > the first 2 ordered, alphabetic sets, as being mathematically
> > > consistent, and looks at the third book as being a complete set of the
> > > other two books.
>
> > > So because the fourth book keeps everything together in an object
> > > oriented set by itself, it can be complete and consistent without
> > > letting the objects it contains contradict themselves.
>
> > You know, you are beginning to sound like my senile grandfather a few
> > years before he died.
>
> > He kept rattling on about how he discovered a new math method he'd call,
> > "casting out nines."
>
> > --
> > k
>
> That makes good since to me. You just cast out the "nay" sayers, and
> accumulate power from withinside of numbers. One old man on his death
> bead? But combine it with the youth and grandchildren, and you have a
> force more powerful.
>
> What do you suppose he may have meant when he talked to you about
> these things?
Come to think of it, the theory reminds me of the TV show Deal or No
Deal.
Let say you take all the numbers from 0-9 and arranged them randomly
in 10 cases.
Like this:
6 3 1 8
0 2 7 9
Now this sorting may not be perfectly random, but they are all 9
numbers which we have casted out at random.
If we didn't know where the cases were, now how would we find them?
Well if you pick one at random, you have an idea where the rest of
them have landed.
How?
Because the ordering is random! That means you can eliminate all of
the logical patters. And as long as you have a sense of the patterns
the cases could be in which are most random. Then you have a much
better guess of knowing where they will be.
Random algorithms will almost never generate this order:
12345
67890
Because they are trying to be random. And only a human could do it!
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