Are ciphers 1 and 3 genuine enciphered messages?
Most likely: ciphers 1 and 3 were made up from the same numbered Declaration to look like ciphers; they encode nothingAhead on the evidence, not yet confirmed. It needs two reviews to be accepted.
Where it stands
Four answers have been proposed. Ciphers 1 and 3 were made up from the same numbered Declaration to look like ciphers; they encode nothing. leads, with evidence 3 for, 1 against: supported by its tests. Three are still possible. Of the two narrower questions under it, none is answered yet.
Answers 4
History
- anonymous puts forward: ciphers 1 and 3 are book ciphers on real key texts and encode English.
- anonymous: cipher 2 is a real book cipher and decodes cleanly, which shows the author could make one.For: Ciphers 1 and 3 are book ciphers on real key texts and encode English.
- anonymous: the pamphlet itself says the key to cipher 1 was never found by its narrator.For: Cipher 1 or 3 is genuine but uses a key text no one has tried, or a lost private document.
- Gillogly puts forward: ciphers 1 and 3 were made up from the same numbered Declaration to look like ciphers; they encode nothing.
- Gillogly: applying the Declaration key to cipher 1 yields the run 'abcdefghiijklmmnohpp' and other alphabetical…Against: Ciphers 1 and 3 are book ciphers on real key texts and encode English.
- Gillogly: gillogly's alphabetical runs under the Declaration key.For: Ciphers 1 and 3 were made up from the same numbered Declaration to look like ciphers; they encode nothing.
- Wase puts forward: cipher 1 or 3 is genuine but uses a key text no one has tried, or a lost private document.
- National Security Agency: no key text has turned either cipher into English in 140 years, including searches by NSA staff.Against: Ciphers 1 and 3 are book ciphers on real key texts and encode English.
- Hsieh: recent statistical tests (Benford's law; book-cipher distributions; composite-cipher searches) have not found…For: Ciphers 1 and 3 were made up from the same numbered Declaration to look like ciphers; they encode nothing.
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