Exhibit 33 of 172 1605

Bacon's Cipher

Binary encoding in 1605 — Francis Bacon hid messages in the typeface itself

Pattern recognition · Statistical analysis of A/B distribution

InventorSir Francis Bacon
Year1605
Key Type5-bit binary (A/B patterns)
Broken ByPattern recognition · Statistical analysis of A/B distribution
Modern LessonTwo-symbol representation and steganography

Why This Matters

Francis Bacon’s cipher — devised by 1605 and fully described in his 1623 De Augmentis — was one of the earliest documented uses of binary encoding — representing each letter as a 5-bit sequence over two centuries before Boolean algebra and three centuries before digital computing.

Historical Context

Sir Francis Bacon described his cipher in De Augmentis Scientiarum (1623). Each letter of the alphabet is represented by a 5-bit binary sequence using only two symbols (A and B). Bacon's original application was steganography: hide a secret message within an innocuous text by printing the covering text’s letters in two distinguishable typefaces — for example, roman and italic in a teaching illustration. Bacon’s proposal used two alphabets with subtler differences.

Bacon’s two-symbol alphabet is an early documented example of binary representation. Its historical interest does not establish a direct line of invention to Boolean algebra or electronic computing.

How It Works
Bacon's binary alphabet:
A = AAAAA    N = ABBAA
B = AAAAB    O = ABBAB
C = AAABA    P = ABBBA
D = AAABB    Q = ABBBB
E = AABAA    R = BAAAA
...
Z = BBAAA

Example: HI = AABBB ABAAA
(each letter = 5 A/B symbols)

Following the common modern convention (Bacon's own alphabet had 24 letters, merging U/V as well), I and J share
the same code ABAAA (a 25-letter alphabet).

Steganographic use:
Normal text: AABBB ABAAA
Hidden in cover text by using two fonts:
normal=A, italic=B across 10 characters
H = AABBB A A B B B = 00111 = 8th letter Hidden in cover text: This is an A A B B B A B A A A → H=AABBB + I=ABAAA
Each letter = 5 binary symbols. Normal typeface = A, italic = B — hiding messages in plain sight
How It Was Broken
A/B Distribution Analysis
Complexity: Trivial (as cipher) · Moderate (as steganography)

As a pure cipher, Bacon is trivially broken — it's a fixed binary encoding of the alphabet. As steganography in printed text, detection requires identifying two typefaces, which is usually obvious with magnification. Modern steganography detection uses statistical analysis of pixel distributions or bit-level patterns.

What It Teaches Modern Cryptography
Concept from Bacon's CipherModern Evolution
5-bit binary alphabet (A/B)ASCII: 7-bit binary encoding of 128 characters; UTF-8: variable-width binary
Two-symbol encodingBinary notation also uses two symbols; this similarity does not establish direct historical descent
Steganographic applicationModern steganography: hiding data in image LSBs, audio files, network timing
Quick Facts
Exhibit33 of 172
Era1605
TrustBroken
InventorSir Francis Bacon
Year1605
Key Type5-bit binary (A/B patterns)
Broken ByPattern recognition · Statistical analysis of A/B distribution

Sources and Reading

The Codebreakers: The Comprehensive History of Secret Communication from Ancient Times to the Internet, David Kahn (revised edition, 1996), “The Pathology of Cryptology”: Bacon’s 1605 allusion,1623 description,24-letter alphabet and two typefaces. The museum’s 25-letter mapping is a stated modern variant.