RSAKeySet::RSAKeySet(int length) {
BigInt* p;
BigInt* q;
BigInt n;
BigInt fi;
while (true) {
p = createBigint(length / 2)->makePrime();
q = createBigint(length / 2 + 1)->makePrime();
if(*q == *p) {
q->add(*ONE)->makePrime();
}
n = *p * *q;
fi = (*p - *ONE) * (*q - *ONE);
delete p;
delete q;
BigInt *check = new BigInt(n);
if (*check->gcd(fi) == *ONE) {
delete check;
break;
}
delete check;
}
BigInt *e = createBigint(fi.getData()->size() - 1);
{
BigInt *temp = new BigInt(*e);
while (*temp->gcd(fi) != *ONE) {
e->add(*ONE);
temp->copy(*e);
}
delete temp;
}
BigInt *d = new BigInt(*e);
d->inverseMod(fi);
assert(((*d * *e) % fi) == *ONE);
BigInt *test = createBigint(length - 1);
BigInt *testCopy = new BigInt(*test);
test->powMod(*d,n)->powMod(*e,n);
assert (*test == *testCopy);
privateKey = new RSAKey(&n, d);
publicKey = new RSAKey(&n, e);
}
s32 main(int32 argc, char *argv[])
{
int32 x = 5, y = 1;
if (argc == 2)
{
x = atoi(argv[1]);
} else if (argc == 3) {
x = atoi(argv[1]);
y = atoi(argv[2]);
}
init();
bigint num;
createBigint(&num, 1);
bignumFactorial(&num, x);
printBigint(&num);
printf( LONG "\n", sumBigDigits(&num));
return 0;
}
