Three-layer mask hypothesis: CT = Mask + Columnar(Vig(PT, key))
Three-layer mask hypothesis: CT = Mask + Columnar(Vig(PT, key))
In plain English: Three-layer mask hypothesis: CT = Mask + Columnar(Vig(PT, key)) — using a method that writes text into a grid and reads columns in a keyword-determined order (columnar transposition). 161 thousand key/parameter combinations were tested.
This approach is ruled out within the tested scope.
NOISE
How to read this record
- Verdict – NOISE (no better than random guessing), INTERESTING (slightly above random, almost certainly coincidence), SIGNAL (statistically unusual, warrants investigation), or FULL MATCH (all 24 known letters correct).
- Confidence Tier – Tier 1 = mathematical proof (permanent). Tier 2 = every possibility tested. Tier 3 = partially tested. Tier 4 = not yet tested.
- Configs Tested – How many different key/parameter combinations were tried.
- Best Score – How many of the 24 known plaintext letters the best attempt matched (out of 24).
- Keystream Consistency (Bean) – Whether the key values at different positions are mathematically consistent with each other.
- Scope Limitations – What this elimination does not rule out.
- Configs Tested
- 161,280
- Best Score
- 0 / 24 known letters matched · no better than random guessing (random guess would score: 0.0)
- Keystream Consistency (Bean)
-
FAIL
Checks whether the key values at different positions are mathematically consistent with each other. - Confidence
- Not classified.
- Script
scripts/_uncategorized/e_s_30_three_layer_mask.py
Reproduce
PYTHONPATH=src python3 -u scripts/_uncategorized/e_s_30_three_layer_mask.py
Requires the kryptos repo, Python 3.11+, PYTHONPATH=src.
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