public DiscreteLogAlgorithmsInfoForm()
{
InitializeComponent();
textBox1.Select(0, 0);
// textBox2.Select(0, 0);
base1 = new BigInteger(r.Next(100000) + 2);
base2 = new BigInteger(r.Next(100000) + 2);
mod1 = CryptoMath.genSimpleRand(8);
if (mod1 == base1)
{
mod1++;
}
mod2 = CryptoMath.genSimpleRand(8);
if (mod2 == base2)
{
mod1++;
}
BigInteger rnd1 = CryptoMath.genRand(100000);
BigInteger rnd2 = CryptoMath.genRand(100000);
num1 = BigInteger.ModPow(base1, rnd1, mod1);
num2 = BigInteger.ModPow(base2, rnd2, mod2);
Task1Label.Text =
base1.ToString() + "^x = " + num1.ToString() + " mod " + mod1.ToString();
Task2Label.Text =
base2.ToString() + "^x = " + num2.ToString() + " mod " + mod2.ToString();
}
private void genpgBtn_Click(object sender, EventArgs e)
{
string pstr;
switch (digitsBox.Text)
{
case "p40":
pstr = "7524548124131735373612526345481757634861";
BigInteger.TryParse(pstr, out p);
g = 7;
break;
case "p41":
pstr = "61571157514825784611687343327637886854113";
BigInteger.TryParse(pstr, out p);
g = 3;
break;
default:
p = CryptoMath.genSimpleRand(digits);
g = CryptoMath.calculateFakePrimitiveRoot(p);
break;
}
pBox.Text = p.ToString();
gBox.Text = g.ToString();
}
//генерация р
private void generatepBtn_Click(object sender, EventArgs e)
{
p = CryptoMath.genSimpleRand(digits);
gtextBox.Text = "";
xtextBox.Text = "";
ytextBox.Text = "";
ptextBox.Text = p.ToString();
}
private void RandomDataButton_Click(object sender, EventArgs e)
{
Random rand = new Random();
int size = rand.Next(11) + 2;
BigInteger M = 0;
while (!CryptoMath.isPrime((M - 1) / 2))
{
M = CryptoMath.genSimpleRand(size);
}
MBox.Text = M.ToString();
ABox.Text = (CryptoMath.genRand(rand.Next(size - 1) + 1) + 2).ToString();
BBox.Text = (CryptoMath.genRand(rand.Next(size - 1) + 1)).ToString();
}
private void generatepBtn_Click(object sender, EventArgs e)
{
modulo = CryptoMath.genSimpleRand(digits);
pBox.Text = modulo.ToString();
}
