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Playfair cipher

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210: 232:) with the letters of the keyword (dropping any duplicate letters), then fill the remaining spaces with the rest of the letters of the alphabet in order (usually omitting "J" or "Q" to reduce the alphabet to fit; other versions put both "I" and "J" in the same space). The key can be written in the top rows of the table, from left to right, or in some other pattern, such as a spiral beginning in the upper-left-hand corner and ending in the center. The keyword together with the conventions for filling in the 5 by 5 table constitute the cipher key. 281: 265:(opposite) of the two shift rules, selecting the letter to the left or upwards as appropriate. The last rule remains unchanged, as the transformation switches the selected letters of the rectangle to the opposite diagonal, and a repeat of the transformation returns the selection to its original state. The first rule can only be reversed by dropping any extra instances of the chosen insert letter — generally "X"s or "Q"s — that do not make sense in the final message when finished. 1919: 386: 346: 334: 322: 310: 298: 523:
chart). If the new square is deemed to be an improvement, then it is adopted and then further mutated to find an even better candidate. Eventually, the plaintext or something very close is found to achieve a maximal score by whatever grading method is chosen. This is obviously beyond the range of typical human patience, but computers can adopt this algorithm to crack Playfair ciphers with a relatively small amount of text.
551:. In this story, a Playfair message is demonstrated to be cryptographically weak, as the detective is able to solve for the entire key making only a few guesses as to the formatting of the message (in this case, that the message starts with the name of a city and then a date). Sayers' book includes a detailed description of the mechanics of Playfair encryption, as well as a step-by-step account of manual cryptanalysis. 101: 27: 558:
cipher as a medium-grade cipher in WWII, based on the British Playfair cipher they had broken early in WWI. They adapted it by introducing a second square from which the second letter of each bigram was selected, and dispensed with the keyword, placing the letters in random order. But with the German
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Another aspect of Playfair that separates it from four-square and two-square ciphers is the fact that it will never contain a double-letter digram, e.g. EE. If there are no double letter digrams in the ciphertext and the length of the message is long enough to make this statistically significant, it
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when it was developed because of its perceived complexity. Wheatstone offered to demonstrate that three out of four boys in a nearby school could learn to use it in 15 minutes, but the Under Secretary of the Foreign Office responded, "That is very possible, but you could never teach it to attachés."
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used for simple substitution ciphers does not work with it. The frequency analysis of bigrams is possible, but considerably more difficult. With 600 possible bigrams rather than the 26 possible monograms (single symbols, usually letters in this context), a considerably larger cipher text is required
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Use of the Playfair cipher is generally explained as part of the preamble to the crossword. This levels the playing field for those solvers who have not come across the cipher previously. But the way the cipher is used is always the same. The 25-letter alphabet used always contains Q and has I and J
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ciphers, though the relative simplicity of the Playfair system makes identifying candidate plaintext strings easier. Most notably, a Playfair digraph and its reverse (e.g. AB and BA) will decrypt to the same letter pattern in the plaintext (e.g. RE and ER). In English, there are many words which
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contain these reversed digraphs such as REceivER and DEpartED. Identifying nearby reversed digraphs in the ciphertext and matching the pattern to a list of known plaintext words containing the pattern is an easy way to generate possible plaintext strings with which to begin constructing the key.
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method. This starts with a random square of letters. Then minor changes are introduced (i.e. switching letters, rows, or reflecting the entire square) to see if the candidate plaintext is more like standard plaintext than before the change (perhaps by comparing the digrams to a known frequency
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To encrypt a message, one would break the message into digrams (groups of 2 letters) such that, for example, "HelloWorld" becomes "HE LL OW OR LD". These digrams will be substituted using the key table. Since encryption requires pairs of letters, messages with an odd number of characters usually
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The cipher lends itself well to crossword puzzles, because the plaintext is found by solving one set of clues, while the ciphertext is found by solving others. Solvers can then construct the key table by pairing the digrams (it is sometimes possible to guess the keyword, but never necessary).
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If the letters are not on the same row or column, replace them with the letters on the same row respectively but at the other pair of corners of the rectangle defined by the original pair. The order is important – the first letter of the encrypted pair is the one that lies on the same
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append an uncommon letter, such as "X", to complete the final digram. The two letters of the digram are considered opposite corners of a rectangle in the key table. To perform the substitution, apply the following 4 rules, in order, to each pair of letters in the plaintext:
146:. This was because Playfair is reasonably fast to use and requires no special equipment - just a pencil and some paper. A typical scenario for Playfair use was to protect important but non-critical secrets during actual combat e.g. the fact that an artillery barrage of 567:. Messages were preceded by a sequential number, and numbers were spelled out. As the German numbers 1 (eins) to twelve (zwölf) contain all but eight of the letters in the Double Playfair squares, pro forma traffic was relatively easy to break (Smith, page 74-75) 150:
would commence within 30 minutes to cover soldiers' advance towards the next objective. By the time enemy cryptanalysts could decode such messages hours later, such information would be useless to them because it was no longer relevant.
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If both letters are the same (or only one letter is left), add an "X" after the first letter. Encrypt the new pair and continue. Some variants of Playfair use "Q" instead of "X", but any letter, itself uncommon as a repeated pair, will
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of the cipher involves searching through the key space for matches between the frequency of occurrence of digrams (pairs of letters) and the known frequency of occurrence of digrams in the assumed language of the original message.
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If the letters appear on the same row of your table, replace them with the letters to their immediate right respectively (wrapping around to the left side of the row if a letter in the original pair was on the right side of the
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If the letters appear on the same column of your table, replace them with the letters immediately below respectively (wrapping around to the top side of the column if a letter in the original pair was on the bottom side of the
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The first step of encrypting the message "hide the gold in the tree stump" is to convert it to the pairs of letters "HI DE TH EG OL DI NT HE TR EX ES TU MP" (with the null "X" used to separate the repeated "E"s). Then:
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The Playfair cipher uses a 5Ă—5 grid of letters, and encrypts a message by breaking the text into pairs of letters and swapping them according to their positions in a rectangle within that grid: "HI" becomes
592:) occasionally incorporate Playfair ciphers. Normally between four and six answers have to be entered into the grid in code, and the Playfair keyphrase is thematically significant to the final solution. 415:
Thus the message "hide the gold in the tree stump" becomes "BM OD ZB XD NA BE KU DM UI XM MO UV IF", which may be restructured as "BMODZ BXDNA BEKUD MUIXM MOUVI F" for ease of reading the cipher text.
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Playfair is no longer used by military forces because of known insecurities and of the advent of automated encryption devices. This cipher is regarded as insecure since before
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Like most classical ciphers, the Playfair cipher can be easily cracked if there is enough text. Obtaining the key is relatively straightforward if both
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A good tutorial on reconstructing the key for a Playfair cipher can be found in chapter 7, "Solution to Polygraphic Substitution Systems," of
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Using "playfair example" as the key (assuming that I and J are interchangeable), the table becomes (omitted letters in red):
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No duplicate letters are allowed, and one letter is omitted (Q) or combined (I/J), so the calculation is 600 = 25Ă—24.
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The Codebreakers: The comprehensive history of secret communi cation from ancient times to the internet
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The Codebreakers: The Comprehensive History of Secret Communication from Ancient Times to the Internet
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The first published solution of the Playfair cipher was described in a 19-page pamphlet by Lieutenant
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Currer-Briggs, Noel (1987). "Some of ultra's poor relations in Algeria, Tunisia, Sicily and Italy".
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American Army Field Codes In the American Expeditionary Forces During The First World War
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Playfair cipher was the first cipher to encrypt pairs of letters in cryptologic history.
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systems then in use. The Playfair cipher is thus significantly harder to break since the
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To generate the key table, one would first fill in the spaces in the table (a modified
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Memoirs and Correspondence of Lyon Playfair: First Lord Playfair of St. Andrews ...
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conceals the formula for a new high-strength metal alloy using the Playfair cipher.
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The Playfair cipher serves as a plot device in a season 2 episode of the 2019
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Assume one wants to encrypt the digram OR. There are five general cases:
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It was however later used for tactical purposes by British forces in the
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Extract from some lecture notes on ciphers – Digraphic Ciphers: Playfair
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10. The pair EX (X inserted to split EE) is in a row, replace it with XM
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A detailed cryptanalysis of Playfair is undertaken in chapter 28 of
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There are several minor variations of the original Playfair cipher.
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gives a blow-by-blow account of the cracking of a Playfair cipher.
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and for the same purpose by the British and Australians during
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is very likely that the method of encryption is Playfair.
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A different approach to tackling a Playfair cipher is the
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are known. When only the ciphertext is known, brute force
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Online encrypting and decrypting Playfair with JavaScript
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described it in 1942 as providing very little security.
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coinciding. The key table is always filled row by row.
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Cryptographically secure pseudorandom number generator
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Python and streamlit implementation of Playfair cipher
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Cryptanalysis / a study of ciphers and their solutions
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Cryptanalysis / a study of ciphers and their solutions
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13. The pair MP forms a rectangle, replace it with IF
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11. The pair ES forms a rectangle, replace it with MO
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An Advanced Problem in Cryptography and Its Solution
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9. The pair TR forms a rectangle, replace it with UI
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8. The pair HE forms a rectangle, replace it with DM
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7. The pair NT forms a rectangle, replace it with KU
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6. The pair DI forms a rectangle, replace it with BE
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5. The pair OL forms a rectangle, replace it with NA
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4. The pair EG forms a rectangle, replace it with XD
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3. The pair TH forms a rectangle, replace it with ZB
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1. The pair HI forms a rectangle, replace it with BM
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The Playfair cipher uses a 5 * 5 table containing a
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Kindle Edition. p. 6. 418: 802:Appalachian State University, Dr. Rick Klima 904:Lonely Vigil: Coastwatchers of the Solomons 874:"The History of Information Assurance (IA)" 848:Lonely Vigil: Coastwatchers of the Solomons 732: 570: 58:cipher. The scheme was invented in 1854 by 1583: 1569: 1164: 1157: 1143: 1061:(1998, Channel 4 Books/Macmillan, London) 660:(part three of a trilogy for children) by 384: 344: 332: 320: 308: 296: 279: 257:as the first letter of the plaintext pair. 916: 878:Government Communications Security Bureau 69:The technique encrypts pairs of letters ( 934: 880:. New Zealand Government. Archived from 835:Harper & Brothers. pp. 158–159. 208: 119:, but it carries the name of his friend 99: 25: 1940: 1035: 981: 969: 957: 1564: 1138: 792: 603: 1071: 901: 845: 828: 788: 786: 764: 760: 758: 213:The Playfair system was invented by 178:Intelligence also used this cipher. 54:technique and was the first literal 987: 795:"Secret Codes Through World War II" 115:invented the cipher for secrecy in 13: 996:Intelligence and National Security 638:National Treasure: Book of Secrets 14: 1964: 1090: 947:. U.S. War Department. p. 4. 783: 755: 726: 217:, who first described it in 1854. 126:It was initially rejected by the 1918: 1917: 1590: 485: 158:used it for communication among 1014: 975: 963: 951: 928: 910: 895: 107:, who heavily promoted its use. 16:Early block substitution cipher 1779:Information-theoretic security 1036:Gaines, Helen FouchĂ© (1956) , 866: 854: 839: 822: 712: 703: 563:messages, they were broken at 204: 1: 1029: 181: 829:Reid, Thomas Wemyss (1899). 7: 1895:Message authentication code 1850:Cryptographic hash function 1663:Cryptographic hash function 1021:Listener crossword database 733:Christensen, Chris (2006). 684: 10: 1969: 1774:Harvest now, decrypt later 419:Clarification with picture 271: 95: 45:Wheatstone–Playfair cipher 18: 1913: 1890:Post-quantum cryptography 1842: 1598: 1560: 1507: 1479: 1451: 1391: 1353: 1285: 1259: 1216: 1183: 1172: 1134: 1130: 1008:10.1080/02684528708431890 622:The World War 2 thriller 472: 461: 450: 439: 428: 156:Government of New Zealand 154:During World War II, the 1880:Quantum key distribution 1870:Authenticated encryption 1725:Random number generation 918:Mauborgne, Joseph Oswald 696: 571:Use in modern crosswords 470: 459: 448: 437: 170:in the Pacific Islands. 83:and rather more complex 62:, but bears the name of 19:Not to be confused with 1875:Public-key cryptography 1865:Symmetric-key algorithm 1668:Key derivation function 1628:Cryptographic primitive 1621:Authentication protocol 1611:Outline of cryptography 1606:History of cryptography 92:in order to be useful. 66:for promoting its use. 1616:Cryptographic protocol 1166:Classical cryptography 691:Topics in cryptography 658:York: The Map of Stars 218: 128:British Foreign Office 108: 32: 1769:End-to-end encryption 1715:Cryptojacking malware 902:Lord, Walter (2012). 846:Lord, Walter (2012). 735:"Polygraphic Ciphers" 520:shotgun hill climbing 212: 197:, published in 1914. 176:Royal Australian Navy 103: 29: 1885:Quantum cryptography 1809:Trusted timestamping 1525:Index of coincidence 1429:Reservehandverfahren 1072:Kahn, David (1996), 793:Klima, Rick (2018). 765:Kahn, David (1996). 669:Batwoman (TV series) 532:Field Manual 34-40-2 261:To decrypt, use the 1648:Cryptographic nonce 1544:Kasiski examination 1539:Information leakage 195:Joseph O. Mauborgne 81:substitution cipher 56:digram substitution 1953:English inventions 1754:Subliminal channel 1738:Pseudorandom noise 1685:Key (cryptography) 1520:Frequency analysis 1419:RasterschlĂĽssel 44 984:, pp. 198–207 644:In the audio book 604:In popular culture 577:cryptic crosswords 575:Advanced thematic 223:key word or phrase 219: 215:Charles Wheatstone 109: 89:frequency analysis 60:Charles Wheatstone 33: 21:Wadsworth's cipher 1948:Classical ciphers 1935: 1934: 1931: 1930: 1814:Key-based routing 1804:Trapdoor function 1675:Digital signature 1556: 1555: 1552: 1551: 1447: 1446: 936:Friedman, William 617:Dorothy L. Sayers 543:Dorothy L. Sayers 483: 482: 413: 412: 1960: 1921: 1920: 1749:Insecure channel 1585: 1578: 1571: 1562: 1561: 1181: 1180: 1159: 1152: 1145: 1136: 1135: 1132: 1131: 1128: 1127: 1086: 1054: 1043: 1023: 1018: 1012: 1011: 991: 985: 979: 973: 967: 961: 955: 949: 948: 946: 932: 926: 925: 914: 908: 907: 899: 893: 892: 890: 889: 870: 864: 858: 852: 851: 843: 837: 836: 826: 820: 819: 817: 816: 810: 804:. Archived from 799: 790: 781: 780: 762: 753: 752: 750: 748: 739: 730: 724: 720:The Codebreakers 716: 710: 707: 677:S. (Dorst novel) 651:: God of Thunder 625:The Trojan Horse 612:Have His Carcase 548:Have His Carcase 545:' mystery novel 426: 388: 348: 336: 324: 312: 300: 290: 289: 283: 199:William Friedman 1968: 1967: 1963: 1962: 1961: 1959: 1958: 1957: 1938: 1937: 1936: 1927: 1909: 1838: 1594: 1589: 1548: 1503: 1475: 1443: 1387: 1349: 1281: 1255: 1218:Polybius square 1212: 1176: 1168: 1163: 1107:Playfair Cipher 1093: 1084: 1057:Smith, Michael 1052: 1032: 1027: 1026: 1019: 1015: 992: 988: 980: 976: 968: 964: 956: 952: 944: 933: 929: 915: 911: 900: 896: 887: 885: 872: 871: 867: 859: 855: 844: 840: 827: 823: 814: 812: 808: 797: 791: 784: 777: 763: 756: 746: 744: 737: 731: 727: 717: 713: 708: 704: 699: 687: 606: 573: 556:Double Playfair 488: 478:Hence, OR → IO 476: 467:Hence, OR → RW 465: 456:Hence, OR → ZX 454: 445:Hence, OR → BY 443: 434:Hence, OR → YZ 432: 421: 274: 230:Polybius square 207: 184: 174:established by 164:Chatham Islands 136:Second Boer War 98: 85:Vigenère cipher 41:Playfair square 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338: 337: 330: 326: 325: 318: 314: 313: 306: 302: 301: 294: 273: 270: 259: 258: 250: 246: 242: 206: 203: 183: 180: 97: 94: 15: 9: 6: 4: 3: 2: 1965: 1954: 1951: 1949: 1946: 1945: 1943: 1924: 1916: 1915: 1912: 1906: 1905:Steganography 1903: 1901: 1898: 1896: 1893: 1891: 1888: 1886: 1883: 1881: 1878: 1876: 1873: 1871: 1868: 1866: 1863: 1861: 1860:Stream cipher 1858: 1856: 1853: 1851: 1848: 1847: 1845: 1841: 1835: 1832: 1830: 1827: 1825: 1822: 1820: 1819:Onion routing 1817: 1815: 1812: 1810: 1807: 1805: 1802: 1800: 1799:Shared secret 1797: 1795: 1792: 1790: 1787: 1785: 1782: 1780: 1777: 1775: 1772: 1770: 1767: 1765: 1762: 1760: 1757: 1755: 1752: 1750: 1747: 1745: 1742: 1739: 1736: 1731: 1728: 1727: 1726: 1723: 1721: 1718: 1716: 1713: 1711: 1708: 1706: 1703: 1701: 1698: 1696: 1695:Key generator 1693: 1691: 1688: 1686: 1683: 1681: 1678: 1676: 1673: 1669: 1666: 1664: 1661: 1660: 1659: 1658:Hash function 1656: 1654: 1651: 1649: 1646: 1644: 1641: 1639: 1636: 1634: 1633:Cryptanalysis 1631: 1629: 1626: 1622: 1619: 1618: 1617: 1614: 1612: 1609: 1607: 1604: 1603: 1601: 1597: 1593: 1586: 1581: 1579: 1574: 1572: 1567: 1566: 1563: 1559: 1545: 1542: 1540: 1537: 1534: 1530: 1526: 1523: 1521: 1518: 1516: 1513: 1512: 1510: 1508:Cryptanalysis 1506: 1500: 1497: 1495: 1492: 1490: 1487: 1486: 1484: 1482: 1481:Steganography 1478: 1472: 1469: 1467: 1464: 1462: 1459: 1458: 1456: 1454: 1450: 1440: 1437: 1435: 1432: 1430: 1427: 1425: 1422: 1420: 1417: 1415: 1412: 1410: 1407: 1405: 1402: 1400: 1397: 1396: 1394: 1390: 1384: 1381: 1379: 1376: 1374: 1371: 1369: 1366: 1364: 1361: 1360: 1358: 1356: 1355:Transposition 1352: 1346: 1343: 1341: 1338: 1336: 1333: 1331: 1328: 1326: 1323: 1321: 1318: 1316: 1313: 1311: 1308: 1306: 1303: 1301: 1298: 1296: 1293: 1292: 1290: 1288: 1284: 1278: 1275: 1273: 1270: 1268: 1265: 1264: 1262: 1258: 1252: 1249: 1247: 1244: 1242: 1239: 1237: 1234: 1232: 1229: 1227: 1224: 1223: 1221: 1219: 1215: 1209: 1206: 1204: 1201: 1199: 1196: 1194: 1191: 1190: 1188: 1186: 1182: 1179: 1175: 1171: 1167: 1160: 1155: 1153: 1148: 1146: 1141: 1140: 1137: 1133: 1129: 1123: 1120: 1118: 1115: 1113: 1110: 1108: 1105: 1103: 1100: 1098: 1095: 1094: 1085: 1079: 1075: 1070: 1068: 1067:0-7522-2189-2 1064: 1060: 1056: 1053: 1051:0-486-20097-3 1047: 1042: 1041: 1034: 1033: 1022: 1017: 1009: 1005: 1001: 997: 990: 983: 978: 972:, p. 201 971: 966: 960:, p. 201 959: 954: 943: 942: 938:(June 1942). 937: 931: 923: 919: 913: 905: 898: 884:on 2011-11-12 883: 879: 875: 869: 862: 857: 849: 842: 834: 833: 825: 811:on 2017-10-13 807: 803: 796: 789: 787: 778: 772: 768: 761: 759: 743: 736: 729: 722: 721: 715: 706: 702: 692: 689: 688: 679: 678: 674:In the novel 673: 670: 666: 663: 659: 656:In the novel 655: 652: 649: 648: 643: 640: 639: 634: 631: 630:Hammond Innes 627: 626: 621: 618: 614: 613: 608: 607: 601: 597: 593: 591: 590: 585: 583: 578: 568: 566: 562: 559:fondness for 557: 552: 550: 549: 544: 539: 537: 533: 528: 524: 521: 516: 513: 509: 504: 501: 500:cryptanalysis 497: 493: 486:Cryptanalysis 479: 468: 457: 446: 435: 427: 424: 416: 409: 406: 405: 402: 399: 398: 395: 392: 391: 387: 383: 380: 379: 376: 373: 372: 369: 366: 365: 362: 359: 358: 355: 352: 351: 347: 343: 340: 339: 335: 331: 328: 327: 323: 319: 316: 315: 311: 307: 304: 303: 299: 295: 292: 291: 288: 284: 282: 277: 269: 266: 264: 256: 251: 247: 243: 239: 238: 237: 233: 231: 226: 224: 216: 211: 202: 200: 196: 191: 189: 179: 177: 173: 172:Coastwatchers 169: 168:coastwatchers 165: 161: 157: 152: 149: 145: 141: 137: 132: 129: 124: 122: 121:Lord Playfair 118: 114: 106: 105:Lord Playfair 102: 93: 90: 86: 82: 78: 74: 73: 67: 65: 64:Lord Playfair 61: 57: 53: 50: 46: 42: 38: 28: 22: 1855:Block cipher 1700:Key schedule 1690:Key exchange 1680:Kleptography 1643:Cryptosystem 1592:Cryptography 1414:One-time pad 1287:Substitution 1266: 1076:, Scribner, 1073: 1058: 1039: 1016: 999: 995: 989: 977: 965: 953: 940: 930: 921: 912: 903: 897: 886:. Retrieved 882:the original 877: 868: 856: 847: 841: 831: 824: 813:. Retrieved 806:the original 801: 769:. Scribner. 766: 745:. Retrieved 741: 728: 719: 714: 705: 675: 657: 650: 645: 636: 635:In the film 623: 610: 598: 594: 587: 582:The Listener 581: 574: 553: 546: 540: 535: 531: 529: 525: 517: 505: 489: 477: 466: 455: 444: 433: 422: 414: 285: 278: 275: 267: 262: 260: 254: 234: 227: 220: 192: 185: 153: 148:smoke shells 144:World War II 133: 125: 110: 76: 70: 68: 47:is a manual 44: 40: 36: 34: 1843:Mathematics 1834:Mix network 1466:Code talker 1345:Running key 1277:Four-square 982:Gaines 1956 970:Gaines 1956 958:Gaines 1956 863:, Chapter 8 647:Rogue Angel 508:four-square 205:Description 188:World War I 160:New Zealand 140:World War I 1942:Categories 1794:Ciphertext 1764:Decryption 1759:Encryption 1720:Ransomware 1515:Cryptogram 1409:Kama Sutra 1378:Rail fence 1373:Myszkowski 1320:Chaocipher 1272:Two-square 1251:VIC cipher 1203:Trithemius 1030:References 888:2011-12-24 815:2018-01-09 747:January 9, 662:Laura Ruby 609:The novel 512:two-square 496:ciphertext 182:Superseded 166:, and the 117:telegraphy 113:Wheatstone 52:encryption 1784:Plaintext 1439:Solitaire 1177:by family 1044:, Dover, 589:The Times 584:Crossword 561:pro forma 492:plaintext 49:symmetric 1923:Category 1829:Kademlia 1789:Codetext 1732:(CSPRNG) 1527:(Units: 1363:Columnar 1310:Beaufort 1267:Playfair 1241:Tap code 1236:Nihilist 1208:Vigenère 920:(1914). 685:See also 249:column). 1599:General 1305:Autokey 1193:Alberti 1174:Ciphers 272:Example 263:inverse 138:and in 96:History 77:digrams 72:bigrams 1710:Keygen 1494:Grille 1434:Slidex 1368:Double 1335:Pigpen 1315:Caesar 1300:Atbash 1295:Affine 1260:Square 1246:Trifid 1226:ADFGVX 1198:Enigma 1080:  1065:  1048:  773:  162:, the 1740:(PRN) 1489:Bacon 1453:Codes 1404:DRYAD 1399:BATCO 1392:Other 1383:Route 1340:ROT13 1325:Great 1231:Bifid 945:(PDF) 809:(PDF) 798:(PDF) 738:(PDF) 697:Notes 579:like 245:row). 31:"BM". 1531:and 1499:Null 1471:Poem 1461:Book 1330:Hill 1078:ISBN 1063:ISBN 1046:ISBN 771:ISBN 749:2018 510:and 494:and 35:The 1533:Nat 1529:Ban 1004:doi 628:by 615:by 473:5) 462:4) 451:3) 440:2) 429:1) 255:row 241:do. 75:or 43:or 39:or 1944:: 998:. 876:. 800:. 785:^ 757:^ 740:. 538:. 190:. 1584:e 1577:t 1570:v 1535:) 1158:e 1151:t 1144:v 1010:. 1006:: 1000:2 891:. 818:. 779:. 751:. 671:. 23:.

Index

Wadsworth's cipher

symmetric
encryption
digram substitution
Charles Wheatstone
Lord Playfair
bigrams
substitution cipher
Vigenère cipher
frequency analysis

Lord Playfair
Wheatstone
telegraphy
Lord Playfair
British Foreign Office
Second Boer War
World War I
World War II
smoke shells
Government of New Zealand
New Zealand
Chatham Islands
coastwatchers
Coastwatchers
Royal Australian Navy
World War I
Joseph O. Mauborgne
William Friedman

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