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VMs: Re: VMS numbering systems hypotheses...
Hi Gabriel,
I agree here too, and to me the character <o> has a special meaning, in the
labels, which is not numerical.
I have a number of separate ideas about what "o" and "9" do, quite
independent of the numbering: I'm also working on a document describing how
I think other parts of the code work.
For example, I think that although the *copying* was done from
left-to-right, the *encoding* was done from right-to-left (which is why I
think that "zo x" translates as "10 oncia", for example).
More on this another day... :-)
So I am still a bit cautions about recovering a number system from the vms
transcriptions, because I have the feeling that if there are "words" and
"numbers", the words has to be much more common than the numbers (unless the
document is coded like the Beale cipher) .
A number-based code where even the number system doesn't get recognised for
500 years would seem to be pretty secure. :-)
Many Vatican codes of the time were entirely numbers - many other systems
were pure ciphers. Determining that the VMS is somewhere in the continuum
between the two should be fairly uncontroversial. :-)
If we are sure that the all vms words are numbers, shouldn't we forget about
cracking it, until the code book is found? :-/
If we can tell numbers apart from non-numbers, we might be able to
determine where in the VMS its own code-book is likely to be. :-)
Even if the precise details of the system I propose do turn out to be
slightly incorrect, it still might be able to help us categorise the
contents of text better than we have been able to do before.
Despite this, Nick's number encoding, if correct, could explain why the
character repetition (and low entropy) of the vms text.
But at the same time I was surprised that about half the numbers (17 out of
31) decoded in the decoded document finish in "1" .
(So again, my question: Is this anomaly because the system is incorrect or
because most of the words are *not* numbers? And if so, which are the numbers
correctly identified?)
For now, these are all good observations and questions: I'm far from sure
that I've got it 100% right yet - but thought you'd probably like to see
where I'd got to. :-)
You mention that <e> is the only character that appears in sets of 3 (and
also
4), but this combination does not appear on its own. In <f39r.7> there is a
<eee,s> though, so let's give it a chance.
This may be an EVA issue: sharing EVA "s" between EVA "s" (the backward
"S") and the first half of EVA "sh" (ie, the looped picnic table) was a
decision I personally wouldn't have made. :-/
Even if <eee> is 3 and <e> is 1
(it appears 5 times), <ee> (2) and. <eo> (4) never appear on their own.
This is no reason to dismiss the idea, but it is a bit curious that there are
no 2, 3 and 4s.
So far, I've only tried this out on a tiny percentage of the VMS, so the
sample size is very low. :-/
As a general point, I tried to infer the numbering just as much from first
principles (and from contemporaneous cipher systems) as from the VMS
itself: there are numerous instances where the pattern I suggest doesn't
~quite~ fit the text, so the jury will likely still be out for a while yet. :-/
All this is worth to further investigation!
It would be ideal if the vms had some tables... :-(
...perhaps it does! :-)
Cheers, .....Nick Pelling.....