(16-05-2026, 10:47 PM)thevisad wrote: You are not allowed to view links. Register or Login to view.Not sure if you sorted this out already, but there are two viewers inside the zip in the first post.
Yes, no problem with the viewers. They show lines of tokens on pages with some information: volvelle positions, cross reference for tokens with red "*", etc. but they don't explain the logic of the zairja (za’irajah?) procedure, its arithmetic defining the sequence of tokens (I suppose) and which volvelle positions it produces (I suppose).
BTW in both viewers the sequence of tokens doesn't always match the left-to-right, top-down reading order of the VMS. Any reason for this peculiar order?
For example You are not allowed to view links. Register or Login to view. :
do ldar shotchdy qokchdy opchedy qokol shor ofar fardam
pochedy tchodain tedaiin y daiin dar chy qoain tair kedair qokody ...
The 1st line is correct, but the 1st token "tchy" is missing, then "pochedy" is actually line 3 word 1, "tchodain" is line 2 word 1, "tedaiin" is line 7 word 1... interesting order:
Note: 84 should be okaiin, not otaiin. Mistake in Takeshi Takahashi transliteration.
The sequence of tokens is defined statically in manuscript_data.js:
{"folio":"f50v"... "lines":[[
{"w":"do", ...
{"w":"ldar", ...
{"w":"shotchdy", ...
The logic for generating the sequence of tokens, is it deterministic? Can you explain it?
Since you claim "This machine layer generates all tokens, with zero residual entropy at 100% token determination" maybe the arithmetical zairja procedure is irrelevant and the logic is entirely mechanical.
Should I start with the machine: what are the wheels, their engravings, are the wheels linked or not? They seem to rotate independently in the 3D model... no gears between the wheels... maybe it is not detailed enough to understand how the mechanism works.
Nice 3D model!
Or maybe I should skip all that and jump straight into specific claims of determinism? For example this looks intriguing and simple enough to test quickly:
Quote:The gallows arm has 4 modes, uses a delayed mechanism, and shows the committed state of the previous token.
What is the "committed state of the previous token"?
Quote:gamma_{t-1} = gallows arm committed state from token t-1 (lagged register)
But the _gamma function is not defined.
Sometimes different gallows follow the same token, for example in You are not allowed to view links. Register or Login to view. :