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"828115125" - 1 õppematerjal

TheCodeBreakers
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TheCodeBreakers

The two extra spaces were used for a period and a letter-number shift sign: 0987654321 mdel v a y 6 bcf ghuj knp qrstuwxz. / With this, e = 8, a = 5, b = 10, t = 27, and so on. There will be no single 2 or 1. The decipherer takes all 1's and 2's as the first digits of a two-digit group, and joins to it whatever digit follows. He takes any digits from 3 to 0 as individuals if they are not already part of a pair. Thus the ciphertext 828115125 can be unambiguously divided as828115125 and deciphered to Espana. Other configurations are possible. Seven single digits will permit three side coordinates, for a total of 37 cells in the checkerboard. Six singletons will produce 46 cells; five, 55, and so on down to one singleton, 91 cells. The arrangement with 28 equivalents has been widely used for Latin-alphabet texts, that with 37 for Cyrillic texts. Although the M DEL VAYO checkboard was used by the Swedish fellow traveler Dr

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