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| numeric cipher example; numeric; running key | |
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| Tweet Topic Started: Jul 16 2016, 02:44 PM (188 Views) | |
| JOE.TEKK1 | Jul 16 2016, 02:44 PM Post #1 |
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Elite member
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A ciphered message. It is similar to a previous one. x=. There is padding and nulls. a=11, z=36; addition mod 36. 19112014 14141615 20252021 21131513 11211412 15332522 19321915 13131417 24171927 21291915 11113815 35233420 34271720 19122936 26151712 13251734 11283621 16151931 19361123 12262021 20202533 22162733 21331612 17221115 35311219 20333215 25152915 1113171417201614 38273021 38111319 15172214 11181827 201320212 12173022 28201814 12331423 2035 --- end --- |
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| JOE.TEKK1 | Jul 22 2016, 02:09 PM Post #2 |
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Elite member
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Numeric Ciphers Explained: The method for the example messages Keywords and Plain Message are coverted to numeric form by chart; where a=11, z=36, 0 (zero) =00,9=09, 10=10. Math for these messages is transfby addition and subtraction The keys are encrypted letter by letter by adding a number from 0—9. Those numbers are a Key Encrypting Key (KEK). In this case 4 2 0 8 6 5 3 1 8 7. They use the same additive for both messages. No other keywords were used, meaning no cello, bass, violin, viola, drum, tympani, cymbal, harp, piano. Trombone becomes 3430253118302716. Trumpet becomes 39353525262336 Piccolo becomes 31221422322627 Clarinet is 1623203723261538 “Cough” is the first padded word for both messages. (C) 28192012 36181611 16162413 13193118 19243213 32131115 (K) 34302531 18302716 35341320 23322025 36361734 18312220 (M) 13253117 18132531 17181118 15231118 19241515 14252531 coug hcou ghah emah inee dyou |
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1:02 AM Jul 11