Cryptography, Cybersecurity, Number Theory, Information Security, Rsa.
2430101) = 1140689 and sends this to Anthony over an insecure channel. Anthony knows the private key e, so he can compute its multiplicative inverse in mod (p-1)(q-1) which is d = 1051235. He takes d and computes c^d (mod N) = 1140689¹⁰⁵¹²³⁵(mod 2430101) = 123, Steve’s bank routing number. If a