public string Encrypt(string plainText, string key)
{
string plainTextPadded = Helpers.PadMod8(plainText, ' ');
string masterKeyPadded = Helpers.PadMod8(key, '-');
BitBlock masterKey = new BitBlock(masterKeyPadded);
BitBlock[] subKeys = GenerateSubKeys(ProcessType.Encrypt, masterKey);
char[] plainTextCharArray = plainTextPadded.ToCharArray();
byte[] allEncryptedBytes = new byte[plainTextCharArray.Length];
int inputIndex = 0;
int numberOfInputBlocksof64BitsToEncrypt = plainTextCharArray.Length / 8;
for (int i = 0; i < numberOfInputBlocksof64BitsToEncrypt; i++)
{
byte[] next8BytesToEncrypt = Encoding.UTF8.GetBytes(plainTextCharArray, inputIndex, 8);
byte[] next8EncryptedBytes = Process(subKeys, next8BytesToEncrypt);
Array.Copy(next8EncryptedBytes, 0, allEncryptedBytes, inputIndex, 8);
inputIndex += 8;
}
string cipherText = Convert.ToBase64String(allEncryptedBytes);
return(cipherText);
}
private BigInteger GenerateN(int desiredSize, out BigInteger p, out BigInteger q)
{
// Calculate half the desired length in bits
int half = desiredSize / 2;
BigInteger n = 0;
int n_length = 0;
// Run the loop until the result of pXq is of the desired length and n is a prime
do
{
p = GenerateRandomPrime(half);
q = GenerateRandomPrime(half);
n = p * q;
// Convert n to byte array
byte[] n_asByteArray = n.ToByteArray();
// Convert n to Bit Block
BitBlock n_asBitBlock = new BitBlock(n_asByteArray);
// Get n's length
n_length = n_asBitBlock.Length;
} while (n_length != desiredSize); // Repease until n is the right lenth
return(n);
}
private BitBlock F(BitBlock r, BitBlock subKey)
{
BitBlock expansion_Output = Expansion(r);
BitBlock xor_Output = expansion_Output ^ subKey;
BitBlock s1 = BitBlock.SubDivide(xor_Output, 0, 5);
BitBlock s2 = BitBlock.SubDivide(xor_Output, 6, 11);
BitBlock s3 = BitBlock.SubDivide(xor_Output, 12, 17);
BitBlock s4 = BitBlock.SubDivide(xor_Output, 18, 23);
BitBlock s5 = BitBlock.SubDivide(xor_Output, 24, 29);
BitBlock s6 = BitBlock.SubDivide(xor_Output, 30, 35);
BitBlock s7 = BitBlock.SubDivide(xor_Output, 36, 41);
BitBlock s8 = BitBlock.SubDivide(xor_Output, 42, 47);
BitBlock s1_Output = S(s1, 1);
BitBlock s2_Output = S(s2, 2);
BitBlock s3_Output = S(s3, 3);
BitBlock s4_Output = S(s4, 4);
BitBlock s5_Output = S(s5, 5);
BitBlock s6_Output = S(s6, 6);
BitBlock s7_Output = S(s7, 7);
BitBlock s8_Output = S(s8, 8);
BitBlock sBlocksConcatenated = s1_Output + s2_Output + s3_Output + s4_Output + s5_Output + s6_Output + s7_Output + s8_Output;
BitBlock permutation_Output = Permutation(sBlocksConcatenated);
return(permutation_Output);
}
/// <summary>
/// Converts a base10 integer into a base2 binary
/// </summary>
/// <param name="value"></param>
/// <returns></returns>
public static BitBlock ConvertDecimalToBinary(int decimalNumber, int bitBlockSizeNeeded)
{
int remainder;
BitBlock output = new BitBlock(bitBlockSizeNeeded);
int i = bitBlockSizeNeeded - 1;
while (decimalNumber > 0)
{
remainder = decimalNumber % 2;
decimalNumber /= 2;
if (remainder == 1)
{
output[i] = true;
}
else
{
output[i] = false;
}
i--;
}
return(output);
}
public string Decrypt(string cipherText, string key)
{
key = Helpers.PadMod8(key, '-');
BitBlock masterKey = new BitBlock(key);
BitBlock[] subKeys = GenerateSubKeys(ProcessType.Decrypt, masterKey);
byte[] encryptedBytes = Convert.FromBase64String(cipherText);
StringBuilder plainText = new StringBuilder();
int inputIndex = 0;
int numberOfInputBlocksof64BitsToDecrypt = encryptedBytes.Length / 8;
for (int i = 0; i < numberOfInputBlocksof64BitsToDecrypt; i++)
{
byte[] next8BytesToDecrypt = Helpers.SubArray(encryptedBytes, inputIndex, 8);
byte[] next8DecryptedBytes = Process(subKeys, next8BytesToDecrypt);
string decryptedString = Encoding.UTF8.GetString(next8DecryptedBytes);
plainText.Append(decryptedString);
inputIndex += 8;
}
return(plainText.ToString().TrimEnd());
}
private BigInteger GenerateRandomPrime(int desiredSize)
{
// Create empty blocks for our prime
BitBlock potentialPrime_asBitBlock = new BitBlock(desiredSize);
BigInteger potentialPrime;
do
{
// Convert potential prime to byte array
byte[] potentialPrime_asByteArray = BitBlock.ConvertToByteArray(potentialPrime_asBitBlock);
// Fill potential prime with random bits
cryptoServiceProvider.GetBytes(potentialPrime_asByteArray);
// Convert potential prime to Big Integers
potentialPrime = new BigInteger(potentialPrime_asByteArray);
// If we created negative potential prime, change to positive
if (potentialPrime.Sign == -1)
{
potentialPrime *= -1;
}
} while (!isPrime(potentialPrime, securityToken));
return(potentialPrime);
}
private byte[] Process(BitBlock[] subKeys, byte[] next8ByteBlock)
{
BitBlock next64BitBlock = new BitBlock(next8ByteBlock);
BitBlock initialPermutation_Output = InitialPermutation(next64BitBlock);
BitBlock leftSide = initialPermutation_Output.LeftSide();
BitBlock rightSide = initialPermutation_Output.RightSide();
// 16 Rounds of Encryption/Decryption
for (int i = 0; i <= 15; i++)
{
BitBlock F_Output = F(rightSide, subKeys[i]);
BitBlock tempRightSide = leftSide ^ F_Output;
leftSide = rightSide;
rightSide = tempRightSide;
}
BitBlock finalPermutation_Output = FinalPermutation(rightSide + leftSide);
byte[] byteArray = BitBlock.ConvertToByteArray(finalPermutation_Output);
return(byteArray);
}
/// <summary>
/// Converts a BitBlock into an array of bytes.
/// The number of items in the BitBlock must be divisible by 8.
/// </summary>
/// <param name="input"></param>
/// <returns></returns>
public static byte[] ConvertToByteArray(BitBlock input)
{
int size = input.Length;
if (size % 8 != 0)
{
throw new Exception("Input lenght must be divisible and greater by/than 8");
}
byte[] byteArray = new byte[size / 8];
int b = 0;
BitBlock bb = new BitBlock(8);
for (int i = 0; i < size; i++)
{
bb[i % 8] = input[i];
if ((i + 1) % 8 == 0)
{
byte _byte = BitBlock.ConvertBinaryToDecimal(bb);
byteArray[b++] = _byte;
}
}
return(byteArray);
}
private BitBlock S(BitBlock input, int sreferenceTableNumber)
{
BitBlock outerBits = new BitBlock(2);
BitBlock middleBits = new BitBlock(4);
outerBits[0] = input[0];
outerBits[1] = input[5];
middleBits[0] = input[1];
middleBits[1] = input[2];
middleBits[2] = input[3];
middleBits[3] = input[4];
int middleNumber = BitBlock.ConvertBinaryToDecimal(middleBits);
int outerNumber = BitBlock.ConvertBinaryToDecimal(outerBits);
int tableValue = 0;
switch (sreferenceTableNumber)
{
case 1:
tableValue = tables.SBox1Table[outerNumber, middleNumber];
break;
case 2:
tableValue = tables.SBox2Table[outerNumber, middleNumber];
break;
case 3:
tableValue = tables.SBox3Table[outerNumber, middleNumber];
break;
case 4:
tableValue = tables.SBox4Table[outerNumber, middleNumber];
break;
case 5:
tableValue = tables.SBox5Table[outerNumber, middleNumber];
break;
case 6:
tableValue = tables.SBox6Table[outerNumber, middleNumber];
break;
case 7:
tableValue = tables.SBox7Table[outerNumber, middleNumber];
break;
case 8:
tableValue = tables.SBox8Table[outerNumber, middleNumber];
break;
}
BitBlock bitBlock = BitBlock.ConvertDecimalToBinary(tableValue, 4);
return(bitBlock);
}
/// <summary>
/// Right Shift
/// </summary>
/// <param name="input"></param>
/// <param name="unitsToShift"></param>
/// <returns></returns>
public static BitBlock operator >>(BitBlock input, int unitsToShift)
{
int size = input.Length;
BitBlock output = new BitBlock(size);
for (int i = 0; i < size; i++)
{
output[(i + unitsToShift) % size] = input[i];
}
return(output);
}
/// <summary>
/// Returns a portion of the input bit block from position index to length
/// </summary>
/// <param name="input"></param>
/// <param name="index"></param>
/// <param name="length"></param>
/// <returns></returns>
public static BitBlock SubDivide(BitBlock input, int index, int length)
{
BitBlock output = new BitBlock(length - index + 1);
int j = 0;
for (int i = index; i <= length; i++)
{
output[j++] = input[i];
}
return(output);
}
/// <summary>
/// Returns the right half of inputBlock
/// </summary>
/// <param name="inputBlock"></param>
/// <returns>A BitArray array consisting of the right side of inputBlock</returns>
public BitBlock RightSide()
{
int halfInputBlockLength = this.bits.Length / 2;
BitBlock outputBlock = new BitBlock(halfInputBlockLength);
for (int i = 0; i <= halfInputBlockLength - 1; i++)
{
outputBlock[i] = this.bits[i + halfInputBlockLength];
}
return(outputBlock);
}
private BitBlock SubDivide(BitBlock input, int start, int finish)
{
BitBlock output = new BitBlock(finish - start + 1);
int j = 0;
for (int i = start; i <= finish; i++)
{
output[j++] = input[i];
}
return(output);
}
public string Encrypt(string plainText, string masterKey)
{
string key1 = String.Empty;
string key2 = String.Empty;
string key3 = String.Empty;
Create3keysFromMasterKey(masterKey, out key1, out key2, out key3);
string masterKeyPadded1 = PadMasterKey(key1);
string masterKeyPadded2 = PadMasterKey(key2);
string masterKeyPadded3 = PadMasterKey(key3);
BitBlock masterKey1 = new BitBlock(masterKeyPadded1);
BitBlock masterKey2 = new BitBlock(masterKeyPadded2);
BitBlock masterKey3 = new BitBlock(masterKeyPadded3);
BitBlock[] subKeysForEncryption1 = GenerateSubKeys(ProcessType.Encrypt, masterKey1);
BitBlock[] subKeysForDecryption2 = GenerateSubKeys(ProcessType.Decrypt, masterKey2);
BitBlock[] subKeysForEncryption3 = GenerateSubKeys(ProcessType.Encrypt, masterKey3);
string plainTextPadded = PadPlainText(plainText);
char[] plainTextCharArray = plainTextPadded.ToCharArray();
byte[] allEncryptedBytes = new byte[plainTextCharArray.Length];
int inputIndex = 0;
int numberOfInputBlocksof64BitsToEncrypt = plainTextCharArray.Length / 8;
for (int i = 0; i < numberOfInputBlocksof64BitsToEncrypt; i++)
{
byte[] next8BytesToEncrypt = Encoding.UTF8.GetBytes(plainTextCharArray, inputIndex, 8);
byte[] encryptedBytes_Pass1 = Process(subKeysForEncryption1, next8BytesToEncrypt);
byte[] decryptedBytes_Pass2 = Process(subKeysForDecryption2, encryptedBytes_Pass1);
byte[] encryptedBytes_Pass3 = Process(subKeysForEncryption3, decryptedBytes_Pass2);
Array.Copy(encryptedBytes_Pass3, 0, allEncryptedBytes, inputIndex, 8);
inputIndex += 8;
}
string cipherText = Convert.ToBase64String(allEncryptedBytes);
return(cipherText);
}
/// <summary>
/// Converts a base2 binary value into a base10 integer
/// </summary>
/// <returns></returns>
public static byte ConvertBinaryToDecimal(BitBlock input)
{
int[] bitsAsOnesAndZeros = ConvertToIntegerArrayOfBits(input);
double intRepresentation = 0;
int exponent = 0;
for (int i = (bitsAsOnesAndZeros.Length - 1); i >= 0; i--)
{
intRepresentation += bitsAsOnesAndZeros[i] * (Math.Pow(2, exponent));
exponent++;
}
return((byte)intRepresentation);
}
public string Decrypt(string cipherText, string masterKey)
{
string key1 = String.Empty;
string key2 = String.Empty;
string key3 = String.Empty;
Create3keysFromMasterKey(masterKey, out key1, out key2, out key3);
string masterKeyPadded1 = PadMasterKey(key1);
string masterKeyPadded2 = PadMasterKey(key2);
string masterKeyPadded3 = PadMasterKey(key3);
BitBlock masterKey1 = new BitBlock(masterKeyPadded1);
BitBlock masterKey2 = new BitBlock(masterKeyPadded2);
BitBlock masterKey3 = new BitBlock(masterKeyPadded3);
BitBlock[] subKeysForDecryption1 = GenerateSubKeys(ProcessType.Decrypt, masterKey1);
BitBlock[] subKeysForEncryption2 = GenerateSubKeys(ProcessType.Encrypt, masterKey2);
BitBlock[] subKeysForDecryption3 = GenerateSubKeys(ProcessType.Decrypt, masterKey3);
byte[] encryptedBytes = Convert.FromBase64String(cipherText);
StringBuilder plainText = new StringBuilder();
int inputIndex = 0;
int numberOfInputBlocksof64BitsToDecrypt = encryptedBytes.Length / 8;
for (int i = 0; i < numberOfInputBlocksof64BitsToDecrypt; i++)
{
byte[] next8BytesToDecrypt = SubArray(encryptedBytes, inputIndex, 8);
byte[] decryptedBytes_Pass1 = Process(subKeysForDecryption1, next8BytesToDecrypt);
byte[] encryptedBytes_Pass2 = Process(subKeysForEncryption2, decryptedBytes_Pass1);
byte[] decryptedBytes_Pass3 = Process(subKeysForDecryption3, encryptedBytes_Pass2);
string decryptedString = Encoding.UTF8.GetString(decryptedBytes_Pass3);
plainText.Append(decryptedString);
inputIndex += 8;
}
return(plainText.ToString().TrimEnd());
}
/// <summary>
/// Converts the internal array of bools into an array of integers
/// </summary>
/// <returns></returns>
public static int[] ConvertToIntegerArrayOfBits(BitBlock input)
{
int[] intArray = new int[input.Length];
for (int i = 0; i < input.Length; i++)
{
if (input[i] == false)
{
intArray[i] = 0;
}
else
{
intArray[i] = 1;
}
}
return(intArray);
}
/// <summary>
/// XOR
/// </summary>
/// <param name="leftSide"></param>
/// <param name="rightSide"></param>
/// <returns></returns>
public static BitBlock operator ^(BitBlock leftSide, BitBlock rightSide)
{
if (leftSide.Length != rightSide.Length)
{
throw new Exception("Bit Block lenghts need to match");
}
int size = leftSide.Length;
BitBlock outputBlock = new BitBlock(size);
for (int i = 0; i < size; i++)
{
outputBlock[i] = leftSide[i] ^ rightSide[i];
}
return(outputBlock);
}
/// <summary>
/// Uses reference tables to copy values from the input block to the output block
/// </summary>
/// <param name="referenceTable">Rerefence Table</param>
/// <param name="inputBlock">Input Block</param>
/// <param name="outputBlockSize">Output Block Size</param>
/// <returns></returns>
private static BitBlock BlockTransmutation(int[,] referenceTable, BitBlock inputBlock, int outputBlockSize)
{
int i = 0;
BitBlock outputBlock = new BitBlock(outputBlockSize);
for (int row = 0; row < referenceTable.GetLength(0); row++)
{
for (int col = 0; col < referenceTable.GetLength(1); col++)
{
int val = referenceTable[row, col];
outputBlock[i++] = inputBlock[--val];
}
}
return(outputBlock);
}
/// <summary>
/// Concatenates two BitBlocks into one
/// </summary>
/// <param name="leftSide"></param>
/// <param name="rightSide"></param>
/// <returns></returns>
public static BitBlock operator +(BitBlock leftSide, BitBlock rightSide)
{
int size = leftSide.Length + rightSide.Length;
int half = size / 2;
BitBlock output = new BitBlock(size);
for (int i = 0; i < leftSide.Length; i++)
{
output[i] = leftSide[i];
}
for (int i = 0; i < rightSide.Length; i++)
{
output[i + leftSide.Length] = rightSide[i];
}
return(output);
}
private BigInteger GenerateP(int desiredSize)
{
// Create 2 empty blocks for p and q
BitBlock p_asBitBlock = new BitBlock(desiredSize);
BigInteger p = 0;
bool isPPrime = false;
do
{
// Convert p to byte array
byte[] p_asByteArray = BitBlock.ConvertToByteArray(p_asBitBlock);
// Fill p with random bits
cryptoServiceProvider.GetBytes(p_asByteArray);
// Convert p to Big Integer
p = new BigInteger(p_asByteArray);
// If we created negative p/q, change to positive
if (p.Sign == -1)
{
p *= -1;
}
// Primality Test
switch (this.primalityTestToUse)
{
case PrimalityTest.Fermat:
isPPrime = Helpers.FermatPrimalityTest(p, this.securityToken);
break;
case PrimalityTest.RabinMiller:
isPPrime = Helpers.MillerRabinPrimalityTest(p, this.securityToken);
break;
}
} while (!isPPrime);
return(p);
}
/// <summary>
/// Convert the incoming byte array into a BitBlock
/// </summary>
/// <param name="bytes"></param>
public BitBlock(byte[] bytes)
{
// Create internal structure
this.bits = new bool[bytes.Length * 8];
// Loop through the bytes to convert
for (int i = 0; i < bytes.Length; i++)
{
// Grab each byte
byte b = bytes[i];
// Convert it into a BitBlock
BitBlock bb = ConvertDecimalToBinary(b, 8);
// Concatenate all the bits
for (int j = 0; j < bb.Length; j++)
{
this.bits[j + (i * 8)] = bb[j];
}
}
}
public static BigInteger SquareAndMultiply(BigInteger a, BigInteger exponent, BigInteger modulus)
{
BigInteger b = 1;
if (exponent == 0)
{
return(b); // a^0 would be 1
}
BigInteger A = a;
byte[] exponentAsBytes = exponent.ToByteArray();
Array.Reverse(exponentAsBytes); // Reverse little endian
BitBlock temp = new BitBlock(exponentAsBytes);
BitBlock kbits = new BitBlock(temp.ToString().TrimStart('0').ToCharArray()); // Trim leading 0s
kbits.Reverse(); // Reverse the bits so that k[0] will return the right most element
if (kbits[0] == true) // Odd?
{
b = a;
}
for (int i = 1; i < kbits.Length; i++)
{
A = BigInteger.Pow(A, 2) % modulus;
if (kbits[i] == true)
{
b = (A * b) % modulus;
}
}
return(b);
}
private BitBlock Expansion(BitBlock r0)
{
return(BlockTransmutation(tables.ExpansionTable, r0, 48));
}
private BitBlock InitialPermutation(BitBlock next64BitBlock)
{
return(BlockTransmutation(tables.InitialPermutationTable, next64BitBlock, 64));
}
private BitBlock Permutation(BitBlock input)
{
return(BlockTransmutation(tables.PermutationTable, input, 32));
}
private BitBlock[] GenerateSubKeys(ProcessType process, BitBlock masterKey)
{
BitBlock PC1_Output = PC1(masterKey);
BitBlock cBlock = PC1_Output.LeftSide();
BitBlock dBlock = PC1_Output.RightSide();
BitBlock[] subKeys = new BitBlock[16];
switch (process)
{
case ProcessType.Encrypt:
#region Encrypt
for (int round = 1; round <= 16; round++)
{
if (round == 1 || round == 2 || round == 9 || round == 16)
{
cBlock = cBlock << 1;
dBlock = dBlock << 1;
}
else
{
cBlock = cBlock << 2;
dBlock = dBlock << 2;
}
BitBlock key = PC2(cBlock + dBlock);
subKeys[round - 1] = key;
}
break;
#endregion
case ProcessType.Decrypt:
#region Decrypt
for (int round = 1; round <= 16; round++)
{
if (round == 1)
{
// No Rotation
}
else if (round == 2 || round == 9 || round == 16)
{
cBlock = cBlock >> 1;
dBlock = dBlock >> 1;
}
else
{
cBlock = cBlock >> 2;
dBlock = dBlock >> 2;
}
BitBlock key = PC2(cBlock + dBlock);
subKeys[round - 1] = key;
}
break;
#endregion
}
return(subKeys);
}
private BitBlock PC1(BitBlock masterKey)
{
return(BlockTransmutation(tables.PC1Table, masterKey, 56));
}
private BitBlock FinalPermutation(BitBlock input)
{
return(BlockTransmutation(tables.FinalPermutationTable, input, 64));
}
private BitBlock PC2(BitBlock CnDn)
{
return(BlockTransmutation(tables.PC2Table, CnDn, 48));
}