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Cryptogram
A cryptogram is a type of puzzle that consists of a short piece of encrypted text. Generally the cipher used to encrypt the text is simple enough that the cryptogram can be solved by hand. Substitution ciphers where each letter is replaced by a different letter, number, or symbol are frequently used. To solve the puzzle, one must recover the original lettering. Though once used in more serious applications, they are now mainly printed for entertainment in newspapers and magazines. Other types of classical ciphers are sometimes used to create cryptograms. An example is the book cipher, where a book or article is used to encrypt a message. History The ciphers used in cryptograms were created not for entertainment purposes, but for real encryption of military or personal secrets. The first use of the cryptogram for entertainment purposes occurred during the Middle Ages by monks who had spare time for intellectual games. A manuscript found at Bamberg states that Irish visitor ...
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American Cryptogram Association
The American Cryptogram Association (ACA) is an American non-profit organization devoted to the hobby of cryptography, with an emphasis on types of codes, ciphers, and cryptograms that can be solved either with pencil and paper, or with computers, but not computer-only systems. History The ACA was formed on September 1, 1930. Since some of its members had belonged to the “ National Puzzlers' League”, some of the NPL terminology ("nom," "Krewe," etc.) is also used in the ACA.History ACA


Publications and activities

The association has a collection of books and articles on cryptography and related subjects in the library at . An annual convention takes place in lat ...
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Musical Cryptogram
A musical cryptogram is a cryptogrammatic sequence of musical symbols which can be taken to refer to an extra-musical text by some 'logical' relationship, usually between note names and letters. The most common and best known examples result from composers using musically translated versions of their own or their friends' names (or initials) as themes or motifs in their compositions. These are not really rigorous cipher algorithms in the formal sense, but more like musical monograms. The methods used historically by composers were either too incomplete (i.e., did not include all of the letters of the alphabet) or too simplistic to meaningfully encrypt long text messages. There is a separate history of music ciphers utilizing music notation to encode messages for reasons of espionage or personal security that involved encryption and/or steganography. Because of the multitudinous ways in which notes and letters can be related, detecting hidden ciphers in music and proving acc ...
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Merfyn Frych Ap Gwriad
Merfyn Frych ("Merfyn the Freckled"; Old Welsh ''Mermin''), also known as Merfyn ap Gwriad ("Merfyn son of Gwriad") and Merfyn Camwri ("Merfyn the Oppressor"), was King of Gwynedd from around 825 to 844, the first of its kings known not to have descended from the male line of King Cunedda.The Houses of Cunedda and Rhodri Mawr
Welsh Medieval Law: The Laws of Howell the Good (1909) by Hywel ap Cadell, translated by Arthur Wade Wade-Evans
Little is known of his reign and his primary notability is as the father of (Rhodri the Great) and founder of his dynasty, which was sometimes called the Merfynion after him. Merfyn came to the ...
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Verbal Arithmetic
Verbal arithmetic, also known as alphametics, cryptarithmetic, cryptarithm or word addition, is a type of mathematical game consisting of a mathematical equation among unknown numbers, whose numerical digit, digits are represented by Letter (alphabet), letters of the alphabet. The goal is to identify the value of each letter. The name can be extended to puzzles that use non-alphabetic symbols instead of letters. The equation is typically a basic operation of arithmetic, such as addition, multiplication, or division (mathematics), division. The classic example, published in the July 1924 issue of ''The Strand Magazine'' by Henry Dudeney, is: \begin & & \text & \text & \text & \text \\ + & & \text & \text & \text & \text \\ \hline = & \text & \text & \text & \text & \text \\ \end The solution to this puzzle is O = 0, M = 1, Y = 2, E = 5, N = 6, D = 7, R = 8, and S = 9. Traditionally, each letter should represent a different digit, and (as an ordinary arithmetic ...
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Zodiac Killer
The Zodiac Killer is the pseudonym of an unidentified serial killer who murdered five known victims in the San Francisco Bay Area between December 1968 and October 1969. The case has been described as "arguably the most famous unsolved murder case in American history," and has become both a fixture of popular culture and a focus for efforts by amateur detectives. The Zodiac's known attacks took place in Benicia, Vallejo, unincorporated Napa County, and the City and County of San Francisco proper. He attacked three young couples and a lone male cab driver. Two of these victims survived. The Zodiac coined his name in a series of taunting messages that he mailed to regional newspapers, in which he threatened killing sprees and bombings if they were not printed. He also said that he was collecting his victims as slaves for the afterlife. He included four cryptograms or ciphers in his correspondence; two were decrypted in 1969 and 2020, and two are generally considered to be un ...
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Cryptogam
A cryptogam (scientific name ''Cryptogamae'') is a plant, in the broad sense of the word, or a plant-like organism that share similar characteristics, such as being multicellular, photosynthetic, and primarily immobile, that reproduces via spores rather than through flowers or seeds. This broader definition can include algae, fungi, and certain bacteria (like cyanobacteria), even though they may belong to different biological kingdoms. Taxonomy The name ''Cryptogamae'' () means "hidden reproduction", meaning non-seed bearing plants. Other names, such as "thallophytes", "lower plants", and "spore plants" have occasionally been used. As a group, Cryptogamae are paired with the Phanerogamae or Spermatophyta, the seed plants. At one time, the cryptogams were formally recognised as a group within the plant kingdom. In his system for classification of all known plants and animals, Carl Linnaeus (1707–1778) divided the plant kingdom into 24 classes, one of which was the ...
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Wales
Wales ( ) is a Countries of the United Kingdom, country that is part of the United Kingdom. It is bordered by the Irish Sea to the north and west, England to the England–Wales border, east, the Bristol Channel to the south, and the Celtic Sea to the south-west. , it had a population of 3.2 million. It has a total area of and over of Coastline of Wales, coastline. It is largely mountainous with its higher peaks in the north and central areas, including Snowdon (), its highest summit. The country lies within the Temperate climate, north temperate zone and has a changeable, Oceanic climate, maritime climate. Its capital and largest city is Cardiff. A distinct Culture of Wales, Welsh culture emerged among the Celtic Britons after the End of Roman rule in Britain, Roman withdrawal from Britain in the 5th century, and Wales was briefly united under Gruffudd ap Llywelyn in 1055. After over 200 years of war, the Conquest of Wales by Edward I, conquest of Wales by King Edward I o ...
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List Of Famous Ciphertexts
Some famous ciphertexts (or cryptograms), in chronological order by date, are: See also * Undeciphered writing systems Many undeciphered writing systems exist today; most date back several thousand years, although some more modern examples do exist. The term "writing systems" is used here loosely to refer to groups of glyphs which appear to have representational ... (cleartext, natural-language writing of unknown meaning) References External links * Elonka Dunin'list of famous unsolved codes and ciphers {{DEFAULTSORT:Ciphertexts Cryptography lists and comparisons History of cryptography Undeciphered historical codes and ciphers ...
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Frequency Analysis
In cryptanalysis, frequency analysis (also known as counting letters) is the study of the frequency of letters or groups of letters in a ciphertext. The method is used as an aid to breaking classical ciphers. Frequency analysis is based on the fact that, in any given stretch of written language, certain letters and combinations of letters occur with varying frequencies. Moreover, there is a characteristic distribution of letters that is roughly the same for almost all samples of that language. For instance, given a section of English language, , , and are the most common, while , , and are rare. Likewise, , , , and are the most common pairs of letters (termed ''bigrams'' or ''digraphs''), and , , , and are the most common repeats. The nonsense phrase " ETAOIN SHRDLU" represents the 12 most frequent letters in typical English language text. In some ciphers, such properties of the natural language plaintext are preserved in the ciphertext, and these patterns have the poten ...
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Andrews McMeel Syndication
Andrews McMeel Syndication (formerly Universal Uclick) is an American content syndicate which provides syndication in print, online and on mobile devices for a number of lifestyle and opinion columns, comic strips and cartoons and various other content. Some of its best-known products include ''Dear Abby'', '' Doonesbury'', '' Ziggy'', '' Garfield'', '' Ann Coulter'', ''Richard Roeper'' and '' News of the Weird''. A subsidiary of Andrews McMeel Universal, it is headquartered in Kansas City, Missouri. It was formed in 2009 and renamed in January 2017. History Universal Press Syndicate (UPS) was founded in 1970 by Jim Andrews and John McMeel. The company began syndicating Garry Trudeau's '' Doonesbury'' comic strip in October 1970. Trudeau won the Pulitzer Prize for editorial cartooning in 1975 for his work on ''Doonesbury''. The strip was syndicated in more than 1,400 newspapers worldwide. Over decades, the syndicate added other well-known comic strips including '' Ziggy'', ...
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King Features Syndicate
King Features Syndicate, Inc. is an American content distribution and animation studio, consumer product License, licensing and print syndication company owned by Hearst Communications that distributes about 150 comic strips, columnist, newspaper columns, editorial cartoons, puzzles, and games to nearly 5,000 newspapers worldwide. King Features Syndicate also produces intellectual properties, develops new content and franchises (like ''The Cuphead Show!'', which it produced with Netflix), and licenses its classic characters and properties. King Features Syndicate is a unit of Hearst Holdings, Inc., which combines the Hearst Corporation's Cable television in the United States, cable-network partnerships, television programming and distribution activities, and syndication companies. King Features' affiliate syndicates are North America Syndicate and Cowles Syndicate. History William Randolph Hearst's newspapers began syndicating material in 1895 after receiving requests from ot ...
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Edgar Allan Poe
Edgar Allan Poe (; January 19, 1809 – October 7, 1849) was an American writer, poet, editor, and literary critic who is best known for his poetry and short stories, particularly his tales involving mystery and the macabre. He is widely regarded as one of the central figures of Romanticism and Gothic fiction in the United States and of early American literature. Poe was one of the country's first successful practitioners of the short story, and is generally considered to be the inventor of the detective fiction genre. In addition, he is credited with contributing significantly to the emergence of science fiction. He is the first well-known American writer to earn a living exclusively through writing, which resulted in a financially difficult life and career.. Poe was born in Boston. He was the second child of actors David Poe Jr., David and Eliza Poe, Elizabeth "Eliza" Poe. His father abandoned the family in 1810, and when Eliza died the following year, Poe was taken in by ...
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