public static byte[] EncryptRSA(Key PublicK, byte[] Plain, short Size = 1000)
{
BigInt PPlain = new BigInt(Size, Plain);
BigInt PCipher = EncryptRSA(PublicK, PPlain);
return(PCipher.ToByteArray());
}
public static byte[] DecryptRSA(Key PrivateK, byte[] Cipher, short Size = 1000)
{
BigInt PCipher = new BigInt(Size, Cipher);
BigInt PPlain = DecryptRSA(PrivateK, PCipher);
return(PPlain.ToByteArray());
}
static void Main(string[] args)
{
//BigInteger BA19 = new BigInteger();
//BigInteger BB19 = new BigInteger();
//BigInteger BM19 = new BigInteger();
//BigInteger BC19 = new BigInteger();
//BigInteger.TryParse("00000000008987b26b8f2992b9b43d650552c64ce58d103833498a574c950c39", NumberStyles.AllowHexSpecifier, null, out BA19);
//BigInteger.TryParse("0000000000000000000000000000000000000000001369016e83c30a026230b5", NumberStyles.AllowHexSpecifier, null, out BB19);
//BigInteger.TryParse("000000000000000000000000000000000000000000000000000005e1d9223723", NumberStyles.AllowHexSpecifier, null, out BM19);
//BigInteger.TryParse("00000000000000000000000000000000000000000000000000000255c61b5eca", NumberStyles.AllowHexSpecifier, null, out BC19);
//BigInteger BC19PowModPrim = BigInteger.ModPow(BA19, BB19, BM19);
//BigInteger GCD = BigInteger.GreatestCommonDivisor(BA19, BM19);
//BigInt A19 = new BigInt(256, "+0x00000000008987b26b8f2992b9b43d650552c64ce58d103833498a574c950c39");
//BigInt B19 = new BigInt(256, "+0x0000000000000000000000000000000000000000001369016e83c30a026230b5");
//BigInt M19 = new BigInt(256, "+0x000000000000000000000000000000000000000000000000000005e1d9223723");
//BigInt A19 = new BigInt(256, "+0x9581368bcd3c01aea64");
//BigInt B19 = A19 % M19;
//BigInt RandomBigInt = new BigInt(100, 0);
//Random Rand = new Random();
//RandomBigInt.GenRandomBits(100, Rand);
//BigInt C19 = new BigInt(256, "+0x00000000000000000000000000000000000000000000000000000255c61b5eca");
//BigInt C19Power = A19.PowModPrim(B19, M19);
// Run All Test Cases A, B and C
//BigIntSpecialTestCases.RunABCTestCases();
BigInt E = new BigInt(1536, "++0x000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000002eecc62ef4d405558ab84d5d0ff8790e4b8eb8b5853e5350716b71f89eb472edc844fda4e6cc937134be3cef6ae0dddc46dae1ebeb82a9b9dbd475e95026d295d0315c7b2988649fa3dd785799aef5faff107226f9019155c44e988ed8ebf4f85c6a4b9b95222ddf910e5ed5000f");
byte[] EBytes = E.ToByteArray();
BigInt ECopy = new BigInt(1536, EBytes);
BigInt F = new BigInt(300, "+0x00038F6E86AF50A92CF90");
//BigInt D = E.ModInverse(F);
//Keys K = Keys.GenerateRSAKeys(E, 1024);
//int Rounds = 5;
//BigInt p = new BigInt(E.Size, 0);
//Random Rand = new Random();
//p.GenPseudoPrime(512, Rounds, Rand);
Console.ReadKey();
}
