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Using the Hill cipher, decrypt the ciphertext, “BOHBFBTLTTNKKC” with the key, 1-1 3 K= Li -2]...
Decrypt the following ciphertext using the double transposition cipher using a matrix of 9 rows and 8 columns. TAWETNSHENGAMINEQTNSUIOEFHYTUENLIUVOFHAYETCNSENEETSFRHIOOVOAUEGHENHUFDTO Hint: The first two words in the plaintext are “IF” and “YOU”.
Substitution Cipher Ke 1. Decipher the following ciphertext using the substitution cipher key shown above: (4 points) Ciphertext: DOVMYWOJAYJMYWZBAOXOADY!U I Plaintext: The following information was extracted from The BLACK Chamber's Pigpen Cipher page. The content is available at https:/simonsingh net The_Black Chamber'pigpen html. "The Pigpen Cipher was used by Freemasons in the l8th Century to keep their records private. The cipher does not substitute one letter for another; rather it substitutes each letter for a symbol The aiphabet is written...
1. Encrypt the message howareyou using the affine cipher using the key (7,3). (a) What is the resulting ciphertext? (b) What is the decryption function you can use to decipher each ciphertext character? (c) Use your decryption function to decrypt the message to confirm you get the ciphertext back. 2. Use the ADFGX cipher using the grid below and the keyword "place" to encrypt the plaintext "brandenburggate". FREE GX (a) (b) What is the resulting ciphertext? How does the ADFGC...
The decryption for step 1 is : THE CIPHER KEY IS NINE 2) If you correctly decrypted the message from step 1, you now have the encryption key for the original ciphertext, CQNTNHRBDWMNACQNVJC. Use this key and your knowledge of Caesar ciphers to decrypt the first message and find the location of the secret object. Cryptography | 233 ELIVERABLES Turn in your handwritten answers on a sheet of paper. Be sure to show your work, especially the grid you constructed...
Please decrypt the message step by step and verify the inverse matrix. The ciphertext “FWJDSPLQTZNTUHD” was obtained using a Hill cipher with the matrix (11 11 01 M = 5 1 15 (mod 26) | 16 5 11 Verify that the inverse matrix is / 8 7 7 7 8 7 7 M-1 = | 11 19 19 ) = | 11 –7 –7 (mod 26) 17 19 12 17 -7 12 and decrypt the message.
Using RSA cipher, public key e=3, private key d=7 Encrypt the following message “Hello there” Decrypt the previous message
Q1: Given a message “explanations” a) Define a key, which is a combination of last names of all team members. For example, for a team of two persons ‘John Smith’ and ‘John Li’ the key will be ‘SmithLi’. You will use this key for encryption and decryption below b) First encrypt the message using Vigenère cipher. Encrypt the resulting cipher-text using Playfair cipher. c)Decrypt the ciphertext from part b above. Hint: First decrypt using Playfair cipher and then decrypt it...
(d) Decrypt the ciphertext message LEWLYPLUJL PZ H NYLHA ALHJOLY that was encrypted with the shift cipher f(p) (p+7) mod 26. [10 points] (e) [Extra Credit - 5 points] Encrypt the message "BA" using the RSA cryptosystem with key (ne) = (35,5), where n = p . q 5-7 and ged(e, (p-1) 1)) (5, 24) 1. 6. [5 points each (a) Is 2 a primitive root of 11? (b) Find the discrete logarithm of 3 modulo 11 to the base...
Polyalphabetic Ciphers Suppose the following ciphertext was encrypted using Vignenere cipher with key size equal to 2. Try to find the two letters that were used in the encryption. SVSMHSCXGROFSLSOBDVOICIKZWSMVKBSGWPIKRWMVWCNSBBBSZFOGOBDODWFSNSWCMFKQIV KGYDOFKHOROZOQDWYBCAKMPWVZYTPWMSCWXHRSVSQWCZKHEFOGYAOHSAOGSBDVOSHSMID WFSKBNXERSQSOBMKBNTYFBSQWYBKZKBNZYQKZQCFSBBWSXHDVSGZFYQOGCWCOVGYICSNWXAK BICDVOFZFSJKHOOXRLICWXSCGYFQOXWJODWYBCTBCWQVILGDCFCVIXHKFIOCGYQSODWYBCOXR MCBDYFKHSCXGDVOIXWFSBGKZEGOCPSVSMHSCXGKGKHYCVTYFCSVSMHSBQFODBSCSXHKHSJOGSB WCNSBBBSZFOGOBDODWFSNSWCMFKQSSCWCWXQYBDFKGDKSHRHRSZFKQDWMSSBDVOROAYQB ODWMOBQRSDMZSKBMWOBDODVOBCKRSBSDVOSVSMHSCXGGSBSXCDICSNKOFOQYBCWNSBSNO XCVWQOBQRWMWXGDWDIDWYBKBNAYGDDYZSHSQKZYTPWMSCKOFOTSZVSNICWXUCCBHSHSCX OVGYYXCGBKGKZVCDAOBDPIKRWMVYTPWMSRCVROFCKOFOQRCCSXPIZYH
Using a ROT5 cipher encrypt the following plaintext. Prove your answer by showing the steps for both the encryption and decryption. (20 points) Meet at the baseball field at three oclock 2. Using a ROT3 cipher decrypt the following ciphertext. WKHF RUYH WWHL VUHG