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Compute the value of the following modular expression using modulo reduction. Your answer must be a specific mod 14 number, not a formula or expression of any kind. 681mod14 {C01} 6 4 3 2 Given the following: - Plaintext: 93D 16 - Initialization Vector: E16 - Simple Cipher: Rotate left 3 bits and invert result - Blocksize: 4 What is the CBC ciphertext in hexadecimal? 743447443743 Given the following: - Plaintext: YORKTOWNSUNK - Key: NAVY - Initialization Vector: FROG - Blocksize: 4 What is the OFB ciphertext? SRJE FREC SRZA QFAO YFAP KLMK QFAO FREC SRZA QFBO FREC KLMK Given the algorithm shown in the Linear Congruential Generator given in the lecture example select the correct sequence of integers given the following values: a=23,b=1937,n=8737,x0=42 The correct answer will be in the first 7 numbers generated by the Linear Congruential Generator 2357,3726,3739 778,2347,3726 778,2357,3726 7561,778,2347 In a Caesar Cipher system, if encryption is done by the rule E(M)=M+10, then what letter would be encrypted as ' M '? Use the table below, as necessary. C W D No answer text provided