private Result ProcessModuloMethod()
{
Result res = new Result();
byte[] binar = new byte[BinaryNumber.Length + 1];
BigInteger divisor = new BigInteger();
BigInteger dividend = new BigInteger();
BigInteger bigres = new BigInteger();
try
{
divisor = new BigInteger(Math.Pow(10, settings.Quant));
}
catch (OverflowException e)
{
GuiLogMessage("Overflow Exception: Numbers to Big. Try again with smaller numbers", NotificationLevel.Error);
}
BinaryNumber.CopyTo(binar, 0);
binar[binar.Length - 1] = 0x00;
dividend = new BigInteger(binar);
// Execute Modulo Operation
bigres = BigInteger.Remainder(dividend, divisor);
// BigInteger to Int[]
res.Ires = bigIntegerToIntArray(bigres);
res.Sres = bigres.ToString();
return(res);
}
private Result ProcessMultMethod()
{
Result res = new Result();
BigInteger z, div = new BigInteger(), factor = new BigInteger(), bres;
byte[] zbyte = new byte[BinaryNumber.Length + 1];
// Calculate Result
BinaryNumber.CopyTo(zbyte, 0);
zbyte[zbyte.Length - 1] = 0x00;
z = new BigInteger(zbyte);
try
{
factor = new BigInteger(Math.Pow(10, settings.Quant));
div = new BigInteger(Math.Pow(2, 8 * BinaryNumber.Length));
}
catch (OverflowException e)
{
GuiLogMessage("Overflow Exception: Numbers to Big. Try again with smaller numbers.", NotificationLevel.Error);
}
bres = BigInteger.Multiply(z, factor);
try
{
bres = BigInteger.Divide(bres, div);
}
catch (DivideByZeroException e)
{
GuiLogMessage("Overflow Exception: Numbers to Big. Try again with smaller numbers.", NotificationLevel.Error);
}
// Write Result to Return Structure
res.Ires = bigIntegerToIntArray(bres);
res.Sres = bres.ToString();
return(res);
}
