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Alice's RSA public key is P = (e,n) = (5,901). Bob sends Alice the message by encoding it as follows. First he assigns numbers to characters: A is 3, B is 4, ..., Z is 28, a blank is 29, quotation marks: 30, a period: 31, a coma: 32, an apostrophe: 33. Then he uses RSA to encode each number separately. Bob's encoded message is: 030 673 332 785 171 589 782 171 828 589 785 568 782 785 713 782 813 785 123 589 828 673 589 487 589 785 813 890 243 813 785 733 243 813 890 589 733 243 813 673 422 769 785 673 769 785 769 673 733 171 828 589 291 785 673 813 785 673 769 785 782 713 828 482 785 123 589 422 243 500 769 589 785 813 890 589 482 785 568 782 785 713 782 813 785 549 589 243 828 673 367 589 785 890 782 587 785 422 782 733 171 828 673 422 243 813 589 568 785 828 673 332 589 785 673 769 777 030 Decode Bob's message. Notice that you don't have Bob's secret key, so you need to "break" RSA to decrypt his message. For the solution, you need to provide the following: (a) Describe step by step how you arrived at the solution: find p and q, (n) and d. (b) Show your work for one number in the message: the initial expression the decrypted integer, the character that it is mapped to. You don't need to present the computations. (c) To decode the remaining numbers, you need to write a program in C++, test it on Codeforces, upload

Alice's RSA public key is P = (e,n) = (5,901). Bob sends Alice the message by encoding it as follows. First he assigns numbers to characters: A is 3, B is 4, ..., Z is 28, a blank is 29, quotation marks: 30, a period: 31, a coma: 32, an apostrophe: 33. Then he uses RSA to encode each number separately. Bob's encoded message is: 030 673 332 785 171 589 782 171 828 589 785 568 782 785 713 782 813 785 123 589 828 673 589 487 589 785 813 890 243 813 785 733 243 813 890 589 733 243 813 673 422 769 785 673 769 785 769 673 733 171 828 589 291 785 673 813 785 673 769 785 782 713 828 482 785 123 589 422 243 500 769 589 785 813 890 589 482 785 568 782 785 713 782 813 785 549 589 243 828 673 367 589 785 890 782 587 785 422 782 733 171 828 673 422 243 813 589 568 785 828 673 332 589 785 673 769 777 030 Decode Bob's message. Notice that you don't have Bob's secret key, so you need to "break" RSA to decrypt his message. For the solution, you need to provide the following: (a) Describe step by step how you arrived at the solution: find p and q, (n) and d. (b) Show your work for one number in the message: the initial expression the decrypted integer, the character that it is mapped to. You don't need to present the computations. (c) To decode the remaining numbers, you need to write a program in C++, test it on Codeforces, upload

Database System Concepts
Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
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Alice's RSA public key is P = (e,n) = (5,901). Bob sends Alice the message by encoding it as follows. First he assigns numbers to characters: A is 3, B is 4, ..., Z is 28, a blank is 29, quotation marks: 30, a period: 31, a coma: 32, an apostrophe: 33. Then he uses RSA to encode each number separately. Bob's encoded message is: 030 673 332 785 171 589 782 171 828 589 785 568 782 785 713 782 813 785 123 589 828 673 589 487 589 785 813 890 243 813 785 733 243 813 890 589 733 243 813 673 422 769 785 673 769 785 769 673 733 171 828 589 291 785 673 813 785 673 769 785 782 713 828 482 785 123 589 422 243 500 769 589 785 813 890 589 482 785 568 782 785 713 782 813 785 549 589 243 828 673 367 589 785 890 782 587 785 422 782 733 171 828 673 422 243 813 589 568 785 828 673 332 589 785 673 769 777 030 Decode Bob's message. Notice that you don't have Bob's secret key, so you need to "break" RSA to decrypt his message. For the solution, you need to provide the following: (a) Describe step by step how you arrived at the solution: find p and q, (n) and d. (b) Show your work for one number in the message: the initial expression the decrypted integer, the character that it is mapped to. You don't need to present the computations. (c) To decode the remaining numbers, you need to write a program in C++, test it on Codeforces, upload
Transcribed Image Text:Alice's RSA public key is P = (e,n) = (5,901). Bob sends Alice the message by encoding it as follows. First he assigns numbers to characters: A is 3, B is 4, ..., Z is 28, a blank is 29, quotation marks: 30, a period: 31, a coma: 32, an apostrophe: 33. Then he uses RSA to encode each number separately. Bob's encoded message is: 030 673 332 785 171 589 782 171 828 589 785 568 782 785 713 782 813 785 123 589 828 673 589 487 589 785 813 890 243 813 785 733 243 813 890 589 733 243 813 673 422 769 785 673 769 785 769 673 733 171 828 589 291 785 673 813 785 673 769 785 782 713 828 482 785 123 589 422 243 500 769 589 785 813 890 589 482 785 568 782 785 713 782 813 785 549 589 243 828 673 367 589 785 890 782 587 785 422 782 733 171 828 673 422 243 813 589 568 785 828 673 332 589 785 673 769 777 030 Decode Bob's message. Notice that you don't have Bob's secret key, so you need to "break" RSA to decrypt his message. For the solution, you need to provide the following: (a) Describe step by step how you arrived at the solution: find p and q, (n) and d. (b) Show your work for one number in the message: the initial expression the decrypted integer, the character that it is mapped to. You don't need to present the computations. (c) To decode the remaining numbers, you need to write a program in C++, test it on Codeforces, upload
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