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ll sqrtMod(ll a, ll p) {// teste mit legendre ob lösung existiert
if (a < 2) return a;
ll t = 0;
while (legendre((t*t-4*a) % p, p) >= 0) t = rng() % p;
ll b = -t, c = -t, d = 1, m = p;
for (m++; m /= 2; b = (a+a-b*b) % p, a = (a*a) % p) {
if (m % 2) {
d = (c-d*b) % p;
c = (c*a) % p;
} else {
c = (d*a - c*b) % p;
}}
return (d + p) % p;
}
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