/* * (C) 2002 Jack Lloyd * * Distributed under the terms of the Botan license */ /* Grab an RSA public key from the file given as an argument, grab a message from another file, and encrypt the message. Algorithms used: RSA with EME1(SHA-1) padding to encrypt the master key CAST-128 in CBC mode with PKCS#7 padding to encrypt the message. HMAC with SHA-1 is used to authenticate the message The keys+IV used are derived from the master key (the thing that's encrypted with RSA) using KDF2(SHA-1). The 3 outputs of KDF2 are parameterized by P, where P is "CAST", "IV" or "MAC", in order to make each key/IV unique. The format is: 1) First line is the master key, encrypted with the recipients public key using EME1(SHA-1), and then base64 encoded. 2) Second line is the first 96 bits (12 bytes) of the HMAC(SHA-1) of the _plaintext_ 3) Following lines are base64 encoded ciphertext (CAST-128 as described), each broken after ~72 characters. */ #include #include #include #include #include #include #include using namespace Botan; std::string b64_encode(const SecureVector&); SymmetricKey derive_key(const std::string&, const SymmetricKey&, u32bit); int main(int argc, char* argv[]) { if(argc != 3) { std::cout << "Usage: " << argv[0] << " keyfile messagefile" << std::endl; return 1; } std::ifstream message(argv[2], std::ios::binary); if(!message) { std::cout << "Couldn't read the message file." << std::endl; return 1; } Botan::LibraryInitializer init; std::string output_name(argv[2]); output_name += ".enc"; std::ofstream ciphertext(output_name.c_str()); if(!ciphertext) { std::cout << "Couldn't write the ciphertext to " << output_name << std::endl; return 1; } try { std::auto_ptr key(X509::load_key(argv[1])); RSA_PublicKey* rsakey = dynamic_cast(key.get()); if(!rsakey) { std::cout << "The loaded key is not a RSA key!\n"; return 1; } AutoSeeded_RNG rng; PK_Encryptor_EME encryptor(*rsakey, "EME1(SHA-1)"); /* Generate the master key (the other keys are derived from this) Basically, make the key as large as can be encrypted by this key, up to a limit of 256 bits. For 512 bit keys, the master key will be >160 bits. A >600 bit key will use the full 256 bit master key. In theory, this is not enough, because we derive 16+16+8=40 bytes of secrets (if you include the IV) using the master key, so they are not statistically indepedent. Practically speaking I don't think this is a problem. */ SymmetricKey masterkey(rng, std::min(32, encryptor.maximum_input_size())); SymmetricKey cast_key = derive_key("CAST", masterkey, 16); SymmetricKey mac_key = derive_key("MAC", masterkey, 16); SymmetricKey iv = derive_key("IV", masterkey, 8); SecureVector encrypted_key = encryptor.encrypt(masterkey.bits_of(), rng); ciphertext << b64_encode(encrypted_key) << std::endl; Pipe pipe(new Fork( new Chain( get_cipher("CAST-128/CBC/PKCS7", cast_key, iv, ENCRYPTION), new Base64_Encoder(true) // true == do linebreaking ), new Chain( new MAC_Filter("HMAC(SHA-1)", mac_key, 12), new Base64_Encoder ) ) ); pipe.start_msg(); message >> pipe; pipe.end_msg(); /* Write the MAC as the second line. That way we can pull it off right from the start, and feed the rest of the file right into a pipe on the decrypting end. */ ciphertext << pipe.read_all_as_string(1) << std::endl; ciphertext << pipe.read_all_as_string(0); } catch(std::exception& e) { std::cout << "Exception: " << e.what() << std::endl; } return 0; } std::string b64_encode(const SecureVector& in) { Pipe pipe(new Base64_Encoder); pipe.process_msg(in); return pipe.read_all_as_string(); } SymmetricKey derive_key(const std::string& param, const SymmetricKey& masterkey, u32bit outputlength) { std::auto_ptr kdf(get_kdf("KDF2(SHA-1)")); return kdf->derive_key(outputlength, masterkey.bits_of(), param); }